From 8f4ae074ac88de842ba6eb29990a2d2fe771def6 Mon Sep 17 00:00:00 2001 From: joostsijm Date: Thu, 28 Dec 2023 11:55:00 +0100 Subject: [PATCH 1/9] More restrictive python requirements file --- source/files/tutorials/requirements.in | 3 ++ source/files/tutorials/requirements.txt | 66 ++++++++++++------------- 2 files changed, 34 insertions(+), 35 deletions(-) create mode 100644 source/files/tutorials/requirements.in diff --git a/source/files/tutorials/requirements.in b/source/files/tutorials/requirements.in new file mode 100644 index 0000000..66897c0 --- /dev/null +++ b/source/files/tutorials/requirements.in @@ -0,0 +1,3 @@ +matplotlib +pandas +requests diff --git a/source/files/tutorials/requirements.txt b/source/files/tutorials/requirements.txt index 3b83fe9..ff9ba39 100644 --- a/source/files/tutorials/requirements.txt +++ b/source/files/tutorials/requirements.txt @@ -1,53 +1,49 @@ -affine==2.4.0 -asttokens==2.4.0 -attrs==23.1.0 -backcall==0.2.0 +# +# This file is autogenerated by pip-compile with Python 3.11 +# by the following command: +# +# pip-compile requirements.in +# certifi==2023.7.22 + # via requests charset-normalizer==3.2.0 -click==8.1.7 -click-plugins==1.1.1 -cligj==0.7.2 -colorama==0.4.6 -comm==0.1.4 + # via requests contourpy==1.1.0 + # via matplotlib cycler==0.11.0 -debugpy==1.7.0 -decorator==5.1.1 -executing==1.2.0 + # via matplotlib fonttools==4.42.1 + # via matplotlib idna==3.4 -ipykernel==6.25.2 -ipython==8.15.0 -jedi==0.19.0 -jupyter_client==8.3.1 -jupyter_core==5.3.1 + # via requests kiwisolver==1.4.5 + # via matplotlib matplotlib==3.7.2 -matplotlib-inline==0.1.6 -nest-asyncio==1.5.7 + # via -r requirements.in numpy==1.25.2 + # via + # contourpy + # matplotlib + # pandas packaging==23.1 + # via matplotlib pandas==2.1.0 -parso==0.8.3 -pickleshare==0.7.5 -Pillow==10.0.0 -platformdirs==3.10.0 -prompt-toolkit==3.0.39 -psutil==5.9.5 -pure-eval==0.2.2 -Pygments==2.16.1 + # via -r requirements.in +pillow==10.0.0 + # via matplotlib pyparsing==3.0.9 + # via matplotlib python-dateutil==2.8.2 + # via + # matplotlib + # pandas pytz==2023.3.post1 -pywin32==306 -pyzmq==25.1.1 -rasterio==1.3.8 + # via pandas requests==2.31.0 + # via -r requirements.in six==1.16.0 -snuggs==1.4.7 -stack-data==0.6.2 -tornado==6.3.3 -traitlets==5.9.0 + # via python-dateutil tzdata==2023.3 + # via pandas urllib3==2.0.4 -wcwidth==0.2.6 + # via requests From e0a701f6c96c3097529786b19d86c1741244c8df Mon Sep 17 00:00:00 2001 From: joostsijm Date: Thu, 28 Dec 2023 12:07:41 +0100 Subject: [PATCH 2/9] Improve set up instructions interactive tutorial --- ...ng_familiair_with_Lizard_Rasters_API.ipynb | 3228 +++++++++++++++++ .../Lizard_Time_Series_API_V4_Tutorial.ipynb | 468 ++- 2 files changed, 3509 insertions(+), 187 deletions(-) create mode 100644 source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb diff --git a/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb b/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb new file mode 100644 index 0000000..de2dcec --- /dev/null +++ b/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb @@ -0,0 +1,3228 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "Getting_familiair_with_Lizard_Rasters_API.ipynb", + "provenance": [], + "collapsed_sections": [] + }, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.7" + } + }, + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "dMFERmjmX_dy" + }, + "source": [ + "\n", + "\n", + "# Getting familiair with Lizard Rasters API V4\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FQ79duRxpTFt" + }, + "source": [ + "Welcome! In this Notebook we will help you get more familiair with the Lizard Rasters API V4. If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl. \n", + "\n", + "## Introduction\n", + "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment. The Lizard Raster Server allows for storage of (temporal) raster data. \n", + "\n", + "The storage of rasters data and the disclosure in the API within Lizard are focussed on high performance and retrieving relevant information out of it for data science & visualisation purposes. There are options to make advanced queries to:\n", + "\n", + "- Retrieve values for a specific location or area\n", + "\n", + "- Analyse data for a particular period or moment in time\n", + "\n", + "- Map visualization in the lizard portal\n", + "\n", + "- Exporting to a geotiff file\n", + "\n", + "- Connecting with external applications via WMS\n", + "\n", + "- Base block for on-the-fly map calculations and conversions\n", + "\n", + "- API interactions: list, create, (partial) update, retrieve and delete\n", + "\n", + "If you wish to skip to a certain question in this Notebook you can fold out the **Table of Contents** in the panel on the left here.
\n", + "<----------------------------\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "cDGZ8DRZX_d0" + }, + "source": [ + "#Raster Server\n", + "\n", + "Let us first explain a bit more about rasters and the way Lizard stores them.\n", + "\n", + "A raster is a grid of cells organized into rows and columns. Each cell contains a value that represents real-world phenomena, such as water depth. The values can be continuous (e.g. 28.5 degrees) or integer numbers. Integer numbers can represent classes, which is for example used for the raster land use (e.g. 1: Water, 2: Land).\n", + "\n", + "Raster data can be static or temporal: \n", + "* Rasters with static data: each raster grid cell contains one value which is constant over a time period\n", + "* Rasters with temporal data: each raster grid cell contains one value which can change over time\n", + "\n", + "Both types of rasters can be stored in Lizard's Raster Server. Examples of rasters with static data are digital elevation models and land cover maps (can be temporal as well, but these values do not change rapidly over time). Examples of temporal raster datasets are radar measurements of precipitation, air quality or hydrodynamic model results such as flood depths.\n", + "\n", + "\n", + "\n", + "Raster with static data: Digital elevation model | Raster with temporal data: Daily rainfall\n", + "- | - \n", + "\"Drawing\" | \"Drawing\"\n", + "https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ | https://nens.lizard.net/api/v4/rasters/a6ce2c34-fb3f-42f8-9077-784d80cde9c7/" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "g5tpqbTNX_d0" + }, + "source": [ + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dn7df30ypTFu" + }, + "source": [ + "\n", + "---\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NwuyAcGyX_d1" + }, + "source": [ + "## The Raster data model explained Raster layers within Lizard\n", + "When working with Rasters in Lizard you'll have to deal with two main compontents of the raster data model: \n", + "`Raster source` and `Raster layer`. You will first configure a `raster source`, then you'll upload your raster data and that you will publish you data by configuring a `raster layer`. \n", + "\n", + "\"Drawing\"\n", + "\n", + "### Raster Source\n", + "`Raster Source` is the first component you'll have to deal with first when uploading your raster data. The Raster Source will describe all characteristics of your raster and how Lizard has to interpred the data you're going to upload. For example, if the raster is temporal or non-temporal. And if temporal at which interval the raster series will be supplied.\n", + "\n", + "When configuring a raster source, it does not contain any raster data yet. Once configured you can [upload your data to Lizard](https://colab.research.google.com/drive/1m9ECiz_mkkMWdxksAOUReOMHK4X7u-bH#scrollTo=Pd4OivLNX_eC). Lizard requires your data to be in GeoTIFF format. \n", + "\n", + "\n", + "Below you'll find an overview of the attributes of a raster source and which are mandatory, optional or read-only. \n", + "\n", + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **id** | 2 |Read only| integer\n", + "| **uuid** | 1d65a4e1-ac2f-4e66-9e52-1d130d870a34 |Read only | string(36)\n", + "| **url** | https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ |Read only| string(76) https://nens.lizard.net/api/v4/rasters/<--uuid-->/\n", + "| **name** | Hoogte |Mandatory| string(64)\n", + "| **organisation uuid** | eabd2988-1b59-4855-9b82-4b5efa1cef28\" |Mandatory| Organisations use an uuid (universal id). The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations \n", + "| **access modifier** | Public |Mandatory| Public, Common, Private. For more info go to https://docs.lizard.net/b_usermanagement.html#organisations\n", + "| **supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **supplier_code** | raster_1 |Optional| string (code that can be used for your own administration) \n", + "| **temporal** | false |Optional| true, false (default)\n", + "| **interval** | 1 01:00:00|Optional| ISO 8601 format. only required when temporal is true\n", + "| **first value timestamp** | 1970-01-01T00:00:00Z |Read only| string in ISO 8601 format\n", + "| **last value timestamp** | 1970-01-01T00:00:00Z |Read only | string in ISO 8601 format\n", + "| **spatial bounds** | \"west\": 3.227518327467766, \"east\": 7.275203840803029, \"north\": 53.59620052933691, \"south\": 50.72844979465181 |Read only | coordinates in WGS84\n", + "| **projection** | EPSG:28992 |Read only | spatial reference system\n", + "| **origin_x** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **origin_y** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **pixelsize_x** | 0.5 |Read only| null is allowed\n", + "| **pixelsize_y** | -0.5|Read only| null is allowed\n", + "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", + "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format\n", + "| **writable** | false |Optional| true, false (default)\n", + "| **layers** | false |Optional| true, false (default)\n", + "| **labeltypes** | false |Optional| true, false (default)\n", + "| **size** | 4624171 |Read only| size in bytes\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WilpK539pTFv" + }, + "source": [ + "### Raster Layer \n", + "Once you've created a `raster source` and uploaded your raster data to Lizard you can publish your raster to make it visible in Lizard Portal, Lizard Catalogue and to be able to make advanced queries on your data. \n", + "\n", + "Below you'll find that attributes of a raster layer and which are mandatory, optional or read-only. \n", + "\n", + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **id** | 2 |Read only| integer\n", + "| **uuid** | 1d65a4e1-ac2f-4e66-9e52-1d130d870a34 |Read only | string(36)\n", + "| **url** | https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ |Read only| string(76) https://nens.lizard.net/api/v4/rasters/<--uuid-->/\n", + "| **name** | Hoogte |Mandatory| string(64)\n", + "| **organisation uuid** | eabd2988-1b59-4855-9b82-4b5efa1cef28\" |Mandatory| Organisations use an uuid (universal id). The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations \n", + "| **shared with** | Timeseries of precipitation |Optional| list of organisation uuid's for which this raster layer is shared with\n", + "| **observation type** |Hoogte (mNAP)|Mandatory| code (code to any of https://nens.lizard.net/api/v4/observationtypes/)\n", + "| **description** | Hoogte |Optional| string, empty string allowed, null allowed\n", + "| **supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **aggregation type** | curve |Optional| You can define the kind of figure of the raster layer here within Lizard. multiple options: none (default), counts, curve, histogram, sum, average \n", + "| **options** | {\"styles\": \"dem-nl\"} |Optional| dictionary used for the styling of the raster layer. Examples are: Blues, Reds, Greens, etc. (stylings to any of https://demo.lizard.net/api/v3/colormaps/)\n", + "| **rescalable** | false |Optional| true, false (default)\n", + "| **temporal** | false |Optional| true, false (default)\n", + "| **interval** | 1 01:00:00|Optional| ISO 8601 format. only required when temporal is true\n", + "| **access modifier** | Public |Mandatory| Public, Common, Private. For more info go to https://docs.lizard.net/b_usermanagement.html#organisations\n", + "| **first value timestamp** | 1970-01-01T00:00:00Z |Read only| string in ISO 8601 format\n", + "| **last value timestamp** | 1970-01-01T00:00:00Z |Read only | string in ISO 8601 format\n", + "| **source** | |Optional| geoblocks configuration dictionary\n", + "| **spatial bounds** | \"west\": 3.227518327467766, \"east\": 7.275203840803029, \"north\": 53.59620052933691, \"south\": 50.72844979465181 |Read only | coordinates in WGS84\n", + "| **projection** | EPSG:28992 |Read only | spatial reference system\n", + "| **origin_x** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **origin_y** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **pixelsize_x** | 0.5 |Read only| null is allowed\n", + "| **pixelsize_y** | -0.5|Read only| null is allowed\n", + "| **last modified** | 020-07-29T13:26:28.770167Z |Read only | string in ISO 8601 format\n", + "| **datasets** | 2020-07-02T08:56:36Z |Optional| list of string https://demo.lizard.net/api/v4/datasets/\n", + "| **raster sources** |https://nens.lizard.net/api/v4/rastersources/ec469dde-deed-438e-b62e-4dfdd0abd5cc/ |Read only|string(82) as https://nens.lizard.net/api/v4/rastersources/<--raster source uuid-->/\n", + "| **is geoblock** |true |Read only| true or false" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LWn4AcxLpTFv" + }, + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "\n", + "---\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vnj53_KipTFw" + }, + "source": [ + "## The Lizard API explained\n", + "\n", + "Before we will guide you through the API process of creating a `raster source`, uploading data and creating a `raster layer` some information on how the Lizard API works is needed. \n", + "\n", + "The [Lizard API](demo.lizard.net/api/v4/rasters) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API. \n", + "\n", + "### HTTP Methods to use in the Lizard API \n", + "**GET** = use the GET method to retrieve existing raster sources metadata, raster layers metadata or raster data from this layer from the Lizard API
\n", + "**POST** = use the POST method to create a raster source, upload raster data to this raster source and make a raster layer
\n", + "**PUT** = use the PUT method to update raster source and layer metadata, or to update the raster data itself
\n", + "**PATCH** = use the PATCH method to partially update raster source and layer metadata or raster data
\n", + "**DELETE** = use the DELETE method to delete raster layers and raster sources, or its metadata. Also raster data can be deleted from the raster source
\n", + "\n", + "\n", + "#### Response\n", + "This is an example of a paginated API response in JSON from a raster layer. Its metadata is shown here:\n", + "\n", + " {\n", + " \"id\": 91936,\n", + " \"url\": \"https://demo.lizard.net/api/v4/rasters/3eb8ec06-d836-48ea-b103-ae99902d8d5c/\",\n", + " \"name\": \"ncu_rainradar_010min_m_s\",\n", + " \"organisation\": {\n", + " \"url\": \"https://demo.lizard.net/api/v4/organisations/74983d5a-0fd8-4c22-bb09-e7656d570fb6/\",\n", + " \"uuid\": \"74983d5a-0fd8-4c22-bb09-e7656d570fb6\",\n", + " \"name\": \"N&S Branch Office\"\n", + " },\n", + " \"shared_with\": [],\n", + " \"observation_type\": {\n", + " \"url\": \"https://demo.lizard.net/api/v4/observationtypes/822/\",\n", + " \"id\": 822,\n", + " \"code\": \"PRCP_3DI\",\n", + " \"parameter\": \"Precipitation\",\n", + " \"unit\": \"m/s\",\n", + " \"scale\": \"interval\",\n", + " \"description\": \"Precipitation intensity for modelling purposes\",\n", + " \"domain_values\": null,\n", + " \"reference_frame\": \"\",\n", + " \"compartment\": \"\"\n", + " },\n", + " \"description\": \"QPE & QPF every 10 mins from NCU. unit: m/s\",\n", + " \"supplier\": \"zih\",\n", + " \"supplier_code\": null,\n", + " \"aggregation_type\": \"none\",\n", + " \"options\": {\n", + " \"styles\": \"radar-ms\"\n", + " },\n", + " \"rescalable\": true,\n", + " \"temporal\": true,\n", + " \"interval\": \"00:10:00\",\n", + " \"access_modifier\": \"Public\",\n", + " \"first_value_timestamp\": \"2020-08-01T00:00:00Z\",\n", + " \"last_value_timestamp\": \"2020-10-16T20:30:00Z\",\n", + " \"source\": {\n", + " \"name\": \"raster\",\n", + " \"graph\": {\n", + " \"raster\": [\n", + " \"lizard_nxt.blocks.LizardRasterSource\",\n", + " \"1b43057f-a57e-49fa-a0da-508c015c6dac\"\n", + " ]\n", + " }\n", + " },\n", + " \"spatial_bounds\": {\n", + " \"west\": 115.0,\n", + " \"east\": 126.5125,\n", + " \"north\": 29.0125,\n", + " \"south\": 17.987499999999997\n", + " },\n", + " \"projection\": \"EPSG:4326\",\n", + " \"origin_x\": 115.0,\n", + " \"origin_y\": 29.0,\n", + " \"pixelsize_x\": 0.0125,\n", + " \"pixelsize_y\": -0.0125,\n", + " \"last_modified\": \"2020-10-16T14:58:30.030973Z\",\n", + " \"uuid\": \"3eb8ec06-d836-48ea-b103-ae99902d8d5c\",\n", + " \"wms_info\": {\n", + " \"endpoint\": \"https://demo.lizard.net/wms/\",\n", + " \"layer\": \"ns-branch-office:ncu_rainradar_010min_m_s\"\n", + " },\n", + " \"writable\": false,\n", + " \"datasets\": [],\n", + " \"raster_sources\": [],\n", + " \"is_geoblock\": false\n", + " }" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "G1YoTESHpTFx" + }, + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "\n", + "---\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hmZM8s-DpTFx" + }, + "source": [ + "# Tutorial\n", + "Let us now guide you through all the possibilities of the API. We will first show you how a raster layer can be created within Lizard using the POST method (From raster source to raster layer). Then we will show you how to update/change the data of an existing raster source and layer using the PATCH method. After that we will show you how to query raster data from raster layers within Lizard using the GET method, including all the data functionalities for raster data. \n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "9SnHdbpSpTFy" + }, + "source": [ + "## 1. How to import the right Python dependencies" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "7wxXyiJHpTFy" + }, + "source": [ + "We start with importing the right Python dependencies. " + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "hX3ZywfQpTFz", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 350 + }, + "outputId": "2725f7cf-2117-4a09-ae6d-e0aa9b08bacf" + }, + "source": [ + "import os, getpass\n", + "import pandas as pd\n", + "from pandas.io.json import json_normalize\n", + "import requests\n", + "from requests import get, post\n", + "import numpy as np\n", + "import csv, json\n", + "import datetime\n", + "import pickle\n", + "import sys\n", + "import matplotlib.pyplot as plt\n", + "import rasterio\n", + "from rasterio.plot import show" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "error", + "ename": "ModuleNotFoundError", + "evalue": "ignored", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0msys\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 11\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mmatplotlib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpyplot\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 12\u001b[0;31m \u001b[0;32mimport\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 13\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mshow\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'rasterio'", + "", + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0;32m\nNOTE: If your import is failing due to a missing package, you can\nmanually install dependencies using either !pip or !apt.\n\nTo view examples of installing some common dependencies, click the\n\"Open Examples\" button below.\n\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "16EJWmMIpTF2" + }, + "source": [ + "-------------------------------------------------------------------------------------------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "PyU7t2OTpTF3" + }, + "source": [ + "## 2. How to authenticate with Lizard\n", + "Authenticating to the REST API outside of a browser is done by attaching a Personal API Key to every request. You can attach a Personal API Key to a request by using HTTP Basic Authentication with password = {your api key}. The username needs to be fixed to __key__ (with double underscores on both sides of the word “key”).\n", + "\n", + "Generate a Personal API key at https://demo.lizard.net/management/. It is considered best practise to generate one Personal API Key per application or script, so that you can selectively revoke keys in case they are compromised. Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n", + "\n", + "For this tutorial we made a personal api key:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "PZYpvRuKpTF3" + }, + "source": [ + "username = '__key__'\n", + "password = 'hXDjanv5.edJEoaohJrpKDK9h6Yp5f4oF4U3foXWk'\n", + "json_headers = {\n", + " \"username\": username,\n", + " \"password\": password,\n", + " \"Content-Type\": \"application/json\",\n", + " }" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j6MhQclYpTF8" + }, + "source": [ + "\n", + "-------------------------------------------------------------------------------------------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Pd4OivLNX_eC" + }, + "source": [ + "## 3. How to create a raster source and upload raster data to it using the POST method? \n", + "\n", + "In this section, we will show you how to create a raster source and upload the raster data to this raster source. The steps are elaborated below:\n", + "\n", + "\"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "PwmQxiyXX_eC" + }, + "source": [ + "**Step 1: Create a raster source and define its configurations**\n", + "\n", + "First of all, we need to create a raster source within Lizard and define its configurations. For the configuration settings some variables are mandatory, whereas others are optional: \n", + "\n", + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **name** | Test raster |Read only| String(64)\n", + "| **description** | This is the description of the test raster |Optional| string\n", + "| **supplier** |<--username--> |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **acces_modifier** | Private |Mandatory| Private, Public\n", + "| **organisation** | 70b0c750-d234-43b9-bb75-3454b05c2b0d |Mandatory| The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations\n", + "| **temporal** | False |Mandatory| False, true (for temperal rasters you need to define temporal:True and interval:e.g. 1 01:00:00 [ISO-8601-format])\n", + "\n", + "In the example below, we create a raster source with the example variables elaborated above." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "vWVDpEWyX_eD", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "30767a72-8389-4e71-b3c1-04d003490207" + }, + "source": [ + "raster_sources_url = \"https://nens.lizard.net/api/v4/rastersources/\" #use rastersources endpoint\n", + "\n", + "configuration = {'name': 'Test raster',\n", + " 'description': 'This is the decription of the test raster', \n", + " #'supplier': 'valerie.demetriades',\n", + " 'access_modifier': 'Private', \n", + " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #geoblocks demo organisation\n", + " 'temporal': False #temporal=true then interval\n", + " #'interval': \"01:00:00\", #ISO 8601-format, (\"1 01:00:00\")\n", + " }\n", + "\n", + "r = post(url=raster_sources_url, json = configuration, headers=json_headers)\n", + "\n", + "r_rastersource = r.json() # save the r.json response as a new parameter \"r_rastersource\"\n", + "print(r_rastersource)" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "{'id': 123846, 'uuid': '3ccdc91d-bbf6-44d7-8b2a-76093d3613cb', 'url': 'https://nens.lizard.net/api/v4/rastersources/3ccdc91d-bbf6-44d7-8b2a-76093d3613cb/', 'name': 'Test raster', 'description': 'This is the decription of the test raster', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'access_modifier': 'Private', 'supplier': None, 'supplier_code': None, 'temporal': False, 'interval': None, 'first_value_timestamp': None, 'last_value_timestamp': None, 'spatial_bounds': None, 'projection': None, 'origin_x': None, 'origin_y': None, 'pixelsize_x': None, 'pixelsize_y': None, 'created': '2021-04-08T10:52:04.897592Z', 'last_modified': '2021-04-08T10:52:04.897566Z', 'writable': True, 'layers': [], 'labeltypes': [], 'size': None}\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Ydk8cPSZX_eH" + }, + "source": [ + "Now a raster source is created with the uuid b8f72818-e5eb-4aca-8225-84cd4840f0a5. The metadata of this raster source is available at https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/. All other metadata variables that are optional or read only are visible in this url. The next step is to add data to this raster source." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NSz2vAnQX_eH" + }, + "source": [ + "**Step 2: Upload the raster data(raster.tiff) to the newly created raster source from step 1**\n", + "\n", + "A raster source has now been made, e.g., raster with uuid \"b8f72818-e5eb-4aca-8225-84cd4840f0a5\". The next step is to post raster data to this raster layer:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "BOHuyiDbX_eI", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 214 + }, + "outputId": "f1236b92-71e7-4982-d53a-2cd4cbe4b37c" + }, + "source": [ + "url = r_rastersource[\"url\"]+\"data/\" #r_rastersource['url'] can be used from step 1 and use the endpoint data/\n", + "data_raster = \"hoogteZ_2020-09-30T13_14_56Z.tiff\" #example of a raster.tiff\n", + "\n", + "r = post(url=url, files={\"file\": open(data_raster, \"rb\")}, headers=json_headers)\n", + "print(r.json())" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "error", + "ename": "FileNotFoundError", + "evalue": "ignored", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0mdata_raster\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m\"hoogteZ_2020-09-30T13_14_56Z.tiff\"\u001b[0m \u001b[0;31m#example of a raster.tiff\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0mr\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpost\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfiles\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m{\u001b[0m\u001b[0;34m\"file\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata_raster\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"rb\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mheaders\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mjson_headers\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'hoogteZ_2020-09-30T13_14_56Z.tiff'" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Fxo0H4u_X_eL" + }, + "source": [ + "After this step, the raster source contains raster data. The status of this post can be seen here: https://nens.lizard.net/api/v4/tasks/1d3740cd-6523-47de-a1d1-8d278d617f6c. The post is approved when status is SUCCESS.\n", + "After the raster data post, some of the metadata variables of the raster source are updated according to the raster data. For example the variables pixel_size and projection (https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jzDooe0TX_eL" + }, + "source": [ + "## 4. How to create a raster layer?\n", + "A raster source is now available with raster data. The next step is to create the raster layer itself such that this raster layer is visible within Lizard. For the configuration settings of the raster layer, all mandatory variables of the \"raster layers metadata table\" are necessary for the POST request.\n", + "\n", + "\"Drawing\"\n" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "5bnhESehX_eM", + "outputId": "8a67669b-b1dc-4b3c-e48a-061366a3288a" + }, + "source": [ + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "configuration = {'name': 'Test raster - layer', #naam van raster layer \n", + " 'description': 'This is the decription of the waterdepth raster layer', #optional\n", + " #'supplier': 'valerie.demetriades', #optional\n", + " 'aggregation_type': 'curve', #optional\n", + " 'observation_type': \"Waterlevel(mLGH)\", #observation code \n", + " 'options':{'styles': 'Blues:0:0.3'} , #Blue colormap with scale from 0 to 0.3\n", + " 'access_modifier': \"Private\",\n", + " 'rescalable': True,\n", + " 'temporal': False,\n", + " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #must be equal to the organisation of the raster source\n", + " \"source\": {\n", + " \"graph\": {\n", + " \"rastersource\": [\n", + " \"lizard_nxt.blocks.LizardRasterSource\", \n", + " r_rastersource[\"uuid\"] #uuid of rastersource\n", + " ]\n", + " },\n", + " \"name\": \"rastersource\" \n", + " }\n", + " }\n", + "\n", + "r = post(\n", + " url=raster_url,\n", + " json = configuration,\n", + " headers=json_headers,\n", + " )\n", + "\n", + "print(r.json())" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "{'id': 96701, 'url': 'https://nens.lizard.net/api/v4/rasters/4c40476b-f9f4-457b-81a6-62d865452e4b/', 'name': 'Test raster - layer', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'shared_with': [], 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/824/', 'id': 824, 'code': 'Waterlevel(mLGH)', 'parameter': 'Water level', 'unit': 'm', 'scale': 'interval', 'description': 'Parramatta', 'domain_values': None, 'reference_frame': 'LGH', 'compartment': ''}, 'description': 'This is the decription of the waterdepth raster layer', 'supplier': None, 'supplier_code': None, 'aggregation_type': 'curve', 'options': {'styles': 'Blues:0:0.3'}, 'rescalable': True, 'temporal': False, 'interval': None, 'access_modifier': 'Private', 'first_value_timestamp': '1970-01-01T00:00:00Z', 'last_value_timestamp': '1970-01-01T00:00:00Z', 'source': {'graph': {'rastersource': ['lizard_nxt.blocks.LizardRasterSource', 'b8f72818-e5eb-4aca-8225-84cd4840f0a5']}, 'name': 'rastersource'}, 'spatial_bounds': {'west': 5.108428, 'east': 5.130873, 'north': 52.095881, 'south': 52.084438}, 'projection': 'EPSG:4326', 'origin_x': 5.108428, 'origin_y': 52.095881, 'pixelsize_x': 8.767578125000106e-05, 'pixelsize_y': -4.469921874999949e-05, 'last_modified': '2020-10-16T12:00:22.813234Z', 'uuid': '4c40476b-f9f4-457b-81a6-62d865452e4b', 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'geoblocks-demo:test-raster-layer'}, 'writable': True, 'datasets': [], 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/'], 'is_geoblock': False}\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "0mXq-GwsX_eO" + }, + "source": [ + "A raster layer with the name \"Test raster - layer\" is now visible within Lizard with a Blue colormap (https://nens.lizard.net/api/v4/rasters/4c40476b-f9f4-457b-81a6-62d865452e4b/).\n", + "\"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NRDsGCHGX_eO" + }, + "source": [ + "Note that it is possible to create multiple raster layers within the same raster source. You can choose for another styling for example. Let's create another raster layer from the same raster source but now with a Red colormap. The name is \"Test raster - layer2." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "4fcL2TsuX_eP", + "outputId": "f44b76ea-6a20-4044-fbce-5aa61bbee480" + }, + "source": [ + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "configuration = {'name': 'Test raster - layer2', #naam van raster layer \n", + " 'description': 'This is the decription of the waterdepth raster layer', #optional\n", + " #'supplier': 'valerie.demetriades', #optional\n", + " 'aggregation_type': 'curve', #optional\n", + " 'observation_type': \"Waterlevel(mLGH)\", #observation code \n", + " 'options':{'styles': 'Reds:0:14'} , #Red colormap with scale from 0 to 14\n", + " 'access_modifier': \"Private\",\n", + " 'rescalable': True,\n", + " 'temporal': False,\n", + " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #must be equal to the organisation of the raster source\n", + " \"source\": {\n", + " \"graph\": {\n", + " \"rastersource\": [\n", + " \"lizard_nxt.blocks.LizardRasterSource\", \n", + " r_rastersource[\"uuid\"] #uuid of rastersource\n", + " ]\n", + " },\n", + " \"name\": \"rastersource\" \n", + " }\n", + " }\n", + "\n", + "r = post(\n", + " url=raster_url,\n", + " json = configuration,\n", + " headers=json_headers,\n", + " )\n", + "\n", + "print(r.json())" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "{'id': 96703, 'url': 'https://nens.lizard.net/api/v4/rasters/9edf6c04-ba8d-414f-9f8c-f7098214e6b9/', 'name': 'Test raster - layer2', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'shared_with': [], 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/824/', 'id': 824, 'code': 'Waterlevel(mLGH)', 'parameter': 'Water level', 'unit': 'm', 'scale': 'interval', 'description': 'Parramatta', 'domain_values': None, 'reference_frame': 'LGH', 'compartment': ''}, 'description': 'This is the decription of the waterdepth raster layer', 'supplier': None, 'supplier_code': None, 'aggregation_type': 'curve', 'options': {'styles': 'Reds:0:14'}, 'rescalable': True, 'temporal': False, 'interval': None, 'access_modifier': 'Private', 'first_value_timestamp': '1970-01-01T00:00:00Z', 'last_value_timestamp': '1970-01-01T00:00:00Z', 'source': {'graph': {'rastersource': ['lizard_nxt.blocks.LizardRasterSource', 'b8f72818-e5eb-4aca-8225-84cd4840f0a5']}, 'name': 'rastersource'}, 'spatial_bounds': {'west': 5.108428, 'east': 5.130873, 'north': 52.095881, 'south': 52.084438}, 'projection': 'EPSG:4326', 'origin_x': 5.108428, 'origin_y': 52.095881, 'pixelsize_x': 8.767578125000106e-05, 'pixelsize_y': -4.469921874999949e-05, 'last_modified': '2020-10-16T12:09:38.388911Z', 'uuid': '9edf6c04-ba8d-414f-9f8c-f7098214e6b9', 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'geoblocks-demo:test-raster-layer2'}, 'writable': True, 'datasets': [], 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/'], 'is_geoblock': False}\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pXX7oAN-X_eR" + }, + "source": [ + "\"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5XddFuMQX_eR" + }, + "source": [ + "In the raster source url (https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/), you can see which raster layers are created from this raster source. " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hmEKPfEqX_eS" + }, + "source": [ + "## 5. How to update the metadata of a raster source and upload using the PATCH method?" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "baLVpYb7X_eV" + }, + "source": [ + "requests.patch(\".../rastes//\", data=, headers=json_headers)" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_UVQztviX_eX" + }, + "source": [ + "## 6. How to delete a raster layer using the DELETE method?\n", + "\n", + "It is possible to delete the raster layer by using the DELETE request as follows:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "XLNuse7VX_eX", + "outputId": "19223b41-dec8-41e2-ae10-e693a8be1634" + }, + "source": [ + "uuid = \"9edf6c04-ba8d-414f-9f8c-f7098214e6b9\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/\" # we use the rasters endpoint to delete a raster layer\n", + "r = requests.delete(url=get_url,\n", + " headers=json_headers)\n", + "r.json()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "{'status': 404,\n", + " 'code': 10,\n", + " 'message': 'Resource not found. #404.10',\n", + " 'detail': 'No RasterLayer matches the given query.'}" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 21 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pxIKhOOvX_ea" + }, + "source": [ + "Note that when you delete a raster layer, the raster source itself is still available within Lizard. Also the raster data within the raster source is still available. It is also possible to delete a raster source. This is only possible if alle the raster layers within this raster source are deleted." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "VNXx8jlyX_ea", + "outputId": "79c14e56-627c-45db-b387-18f2bd3d25a5" + }, + "source": [ + "uuid = \"b8f72818-e5eb-4aca-8225-84cd4840f0a5\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rastersources/\"\n", + "get_url = f\"{raster_url}{uuid}/\" # we use the rastersources endpoint to delete a raster layer\n", + "r = requests.delete(url=get_url,\n", + " headers=json_headers)\n", + "r.json()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "{'status': 404,\n", + " 'code': 10,\n", + " 'message': 'Resource not found. #404.10',\n", + " 'detail': 'No RasterSource matches the given query.'}" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 22 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "lckOQM-xpTGv" + }, + "source": [ + "## 7. How to query a list of available raster layers within Lizard? " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BCvU0ojUX_ed" + }, + "source": [ + "API endpoint for rasterlayer objects can be accesed by using the `rasters` endpoint. Each raster has a unique id. The metadata of each raster is also visible when using the `rasters` endpoint, as can be seen in the dataframe below." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "8gawxMkVpTGw", + "scrolled": false, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 380 + }, + "outputId": "8dd50ab9-5ba7-4528-e608-b28c76531ba5" + }, + "source": [ + "#Call the Lizard API V4 Rasters endpoint:\n", + "url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "rasters_list = pd.DataFrame(requests.get(url,headers=json_headers).json()['results'])\n", + "# print only the first 5 rows of the dataframe\n", + "rasters_list[0:4] " + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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idurlnameorganisationshared_withobservation_typedescriptionsuppliersupplier_codeaggregation_type...origin_ypixelsize_xpixelsize_ylast_modifieduuidwms_infowritabledatasetsraster_sourcesis_geoblock
081754https://nens.lizard.net/api/v4/rasters/4cee119...ncu_rainradar_010min{'url': 'https://nens.lizard.net/api/v4/organi...[]{'url': 'https://nens.lizard.net/api/v4/observ...QPE & QPF every 10 mins from NCU.zihNonenone...29.0000.0125-0.01252020-09-30T12:51:57.969501Z4cee1191-a698-4b00-bbc4-8e6b0733d8a3{'endpoint': 'https://nens.lizard.net/wms/', '...False[][]False
15518https://nens.lizard.net/api/v4/rasters/4d7ef79...Parramatta rain (int, m/s){'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...Parramatta precipitation for operational 3Di s...NoneNoneaverage...-33.6950.0100-0.01002020-09-30T12:51:53.509397Z4d7ef79c-a730-4bcf-b1ab-d48ecc812a53{'endpoint': 'https://nens.lizard.net/wms/', '...False[][https://nens.lizard.net/api/v4/rastersources/...True
217529https://nens.lizard.net/api/v4/rasters/942d9bf...Rain measured{'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...Interpolated rain grid for the Parramatta area...sa_parramattaparra_raingrid_int_5minaverage...-33.6950.0100-0.01002020-09-30T12:51:53.502942Z942d9bf2-e3fe-4896-824c-244428d3b026{'endpoint': 'https://nens.lizard.net/wms/', '...False[][https://nens.lizard.net/api/v4/rastersources/...False
33https://nens.lizard.net/api/v4/rasters/730d667...Regen{'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...RegenNoneNoneaverage...NaNNaNNaN2020-09-30T12:50:25.616330Z730d6675-35dd-4a35-aa9b-bfb8155f9ca7{'endpoint': 'https://nens.lizard.net/wms/', '...False[{'url': 'https://nens.lizard.net/api/v4/datas...[https://nens.lizard.net/api/v4/rastersources/...True
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4 rows × 31 columns

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" + ], + "text/plain": [ + " id url \\\n", + "0 81754 https://nens.lizard.net/api/v4/rasters/4cee119... \n", + "1 5518 https://nens.lizard.net/api/v4/rasters/4d7ef79... \n", + "2 17529 https://nens.lizard.net/api/v4/rasters/942d9bf... \n", + "3 3 https://nens.lizard.net/api/v4/rasters/730d667... \n", + "\n", + " name \\\n", + "0 ncu_rainradar_010min \n", + "1 Parramatta rain (int, m/s) \n", + "2 Rain measured \n", + "3 Regen \n", + "\n", + " organisation \\\n", + "0 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "1 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "2 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "3 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "\n", + " shared_with \\\n", + "0 [] \n", + "1 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", + "2 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", + "3 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", + "\n", + " observation_type \\\n", + "0 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "1 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "2 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "3 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "\n", + " description supplier \\\n", + "0 QPE & QPF every 10 mins from NCU. zih \n", + "1 Parramatta precipitation for operational 3Di s... None \n", + "2 Interpolated rain grid for the Parramatta area... sa_parramatta \n", + "3 Regen None \n", + "\n", + " supplier_code aggregation_type ... origin_y pixelsize_x \\\n", + "0 None none ... 29.000 0.0125 \n", + "1 None average ... -33.695 0.0100 \n", + "2 parra_raingrid_int_5min average ... -33.695 0.0100 \n", + "3 None average ... NaN NaN \n", + "\n", + " pixelsize_y last_modified \\\n", + "0 -0.0125 2020-09-30T12:51:57.969501Z \n", + "1 -0.0100 2020-09-30T12:51:53.509397Z \n", + "2 -0.0100 2020-09-30T12:51:53.502942Z \n", + "3 NaN 2020-09-30T12:50:25.616330Z \n", + "\n", + " uuid \\\n", + "0 4cee1191-a698-4b00-bbc4-8e6b0733d8a3 \n", + "1 4d7ef79c-a730-4bcf-b1ab-d48ecc812a53 \n", + "2 942d9bf2-e3fe-4896-824c-244428d3b026 \n", + "3 730d6675-35dd-4a35-aa9b-bfb8155f9ca7 \n", + "\n", + " wms_info writable \\\n", + "0 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "1 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "2 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "3 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "\n", + " datasets \\\n", + "0 [] \n", + "1 [] \n", + "2 [] \n", + "3 [{'url': 'https://nens.lizard.net/api/v4/datas... \n", + "\n", + " raster_sources is_geoblock \n", + "0 [] False \n", + "1 [https://nens.lizard.net/api/v4/rastersources/... True \n", + "2 [https://nens.lizard.net/api/v4/rastersources/... False \n", + "3 [https://nens.lizard.net/api/v4/rastersources/... True \n", + "\n", + "[4 rows x 31 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 3 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NUci7Tv8pTG1" + }, + "source": [ + "-------------------------------------------------------------------------------------------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Iyb5yzwAX_eg" + }, + "source": [ + "## 8. How to filter rasterlayer objects by metadata attributes? \n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "l_AgAe-npTG1" + }, + "source": [ + "\n", + "### Available query parameters\n", + "To filter time series objects by metadata attributes you can use the following query parameters:\n", + "\n", + "- name\n", + "- uuid\n", + "- organisation\n", + "- observation_type\n", + "- datasets\n", + "- first_value_timestamp\n", + "- last_value_timestamp\n", + "- ordering\n", + "\n", + "Some examples of different quries that can be used:\n", + "\n", + "`?name__icontains=Elevation`\n", + "\n", + "`?organisation__name=DDSC`\n", + "\n", + "`?organisation__uuid=61f5a464c35044c19bc7d4b42d7f58cb`\n", + "\n", + "`?organisation__name__startswith=Nelen`\n", + "\n", + "`?organisation__name__icontains=Schuur`\n", + "\n", + "`?observation_type__code=HOOGTEmNAP`\n", + "\n", + "`?observation_type__parameter=Hoogte`\n", + "\n", + "`?uuid=10415ccb-ec31-4d43-bdb3-db597061527b,4a544b7a-772b-45fb-9aa4-a69447f34f52`\n", + "\n", + "`?first_value_timestamp=2016-06-21T06:05:00Z`\n", + "\n", + "`?first_value_timestamp__lt=2016-06-21T06:05:00Z`\n", + "\n", + "`?datasets__slug=10855cc`\n", + "\n", + "`?ordering=name` \n", + "\n", + "`?ordering=-last_modified`\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QZfqgPYqyy5Z" + }, + "source": [ + "### 8.1 How to filter raster objects by their name? " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dTCfZRXkX_eh" + }, + "source": [ + "We will filter the available rasters using `name` query parameter. In this example we filter on the rasters all starting with 'H' in their name:" + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "id": "8Lt1YN5bX_ei", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 69 + }, + "outputId": "ae5a5957-9e0c-492c-ea36-7fb305321971" + }, + "source": [ + "# Call the Lizard API V4 Raster endpoint\n", + "url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "# Add filter for name attribute \n", + "params= {'name__startswith':'H'}\n", + "\n", + "# Retrieve the 'results' attribute using a JSON interpreter\n", + "rasters_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", + "# print only the rasters where their access_modifier is common\n", + "rasters_list[rasters_list['access_modifier']=='Common']" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "Empty DataFrame\n", + "Columns: [id, uuid, url, last_modified, created, organisation, access_modifier, supplier, shared_with, writable, is_geoblock, name, description, observation_type, temporal, datasets, supplier_code, first_value_timestamp, last_value_timestamp, spatial_bounds, projection, origin_x, origin_y, pixelsize_x, pixelsize_y, interval, wms_info, options, rescalable, aggregation_type]\n", + "Index: []" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 4 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "buPjQWM1X_ek" + }, + "source": [ + "##9. Additional queries for raster layers using `endpoints` \n", + "We now know how to query a specific raster and its metadata. Next step is to actually retrieve the data itself from the raster layer. Also, additional functionalities can be used. For each raster instance some additional queries can be performed using different `endpoints`. Available `endpoints` for raster instances are:\n", + "\n", + "- `data`\n", + "- `zonal`\n", + "- `counts`\n", + "- `curve`\n", + "- `line`\n", + "- `point`\n", + "- `projections`\n", + "- `rrc (rain recurrence statistics)`\n", + "- `timesteps`\n", + "\n", + "Each raster 'endpoint' will be discussed below and shown by an example." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8Gb3E9pkX_el" + }, + "source": [ + "### 9.1 How to query data for a selected raster layer?\n", + "`data` endpoint is used to request data for the selected raster within a bounding box. \n", + "\n", + "**nens.lizard.net/api/v4/rasters/**{uuid}**/data/**\n", + "\n", + "Let's have a look at the raster DEM, for which we use: https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/data/" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "sHpW8UFiX_el" + }, + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/data/\" # we use the data endpoint\n", + "\n", + "# Define the bounding box x1, y1, x2, y2\n", + "bbox = '5.108428,52.084438,5.130873,52.095881'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"bbox\": bbox,\n", + " \"format\": 'geotiff' \n", + " }\n", + ")" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "id": "k7WE33NaX_ep", + "outputId": "5f8671d0-1857-4eb9-a800-64760cefaf67" + }, + "source": [ + "r" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 52 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gcqR_-pwX_er" + }, + "source": [ + "Since only a geotiff format is allowed for this endpoint query (and not a json format), you should put the above url in your internet browser instead of using it in jupyter notebook. It will give you back a \"geotiff\" format of the raster within the defined bbox. By using the module rasterio, you can visualise this geotiff. Another option is to use this geotiff in GIS for other analyses." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "ueOog9ZFX_es" + }, + "source": [ + "url = \"https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/data/?bbox=5.108428,52.084438,5.130873,52.095881&format=geotiff\"" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "id": "sLPqyp2FX_et", + "outputId": "f42d31b6-94d6-49e5-d951-c067c8861ae9" + }, + "source": [ + "fp = \"hoogteZ_2020-09-30T13_14_56Z.tiff\"\n", + "raster = rasterio.open(fp)\n", + "plt.figure(figsize=(20,7))\n", + "show(raster,title=\"Geotiff of raster DEM within the defined bbox\");" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [], + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "km7cbN36X_ex" + }, + "source": [ + "### 9.2 How to query zonal statistics of static raster data (spatial aggregation)?\n", + "\n", + "The `zonal` endpoint of rasters is used to request zonal statistics for rasters. This means that for a raster within a certain polygon the following statistics can be calculated:\n", + "- sum\n", + "- count\n", + "- min\n", + "- max\n", + "- mean\n", + "- median\n", + "- p\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "C8Cggw-JX_ex" + }, + "source": [ + "Spatial Aggregation - by using the endpoint **sum**| Spatial aggregation - by using the endpoint **mean**\n", + "- | - \n", + "\"Drawing\" | \"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "YvFTXNXyX_ex" + }, + "source": [ + "For the zonal statistics endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/zonal/**\n", + "\n", + "In the example below, let's calculate the mean value of the raster DEM within a defined polygon:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "4dZgMAKTX_ey", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 80 + }, + "outputId": "5bb210e7-7040-4f36-dfd4-369fdd882b85" + }, + "source": [ + "#define you polygon here\n", + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/zonal/\"\n", + "\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " #spatial aggregation averaged per month \n", + " \"zonal_statistic\": \"mean\",\n", + " \"pixel_size\": \"100\",\n", + " \"zonal_projection\":\"EPSG:28992\", #projection to perform the aggregation in\n", + " }\n", + ")\n", + "# write the data to a dataframe and convert the timestamp to datetime\n", + "mean_dem = pd.DataFrame(r.json()['results'], columns=['timestamp', 'mean'])\n", + "mean_dem['timestamp'] = pd.to_datetime(mean_dem['timestamp'], unit='s')\n", + "mean_dem" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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timestampmean
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" + ], + "text/plain": [ + " timestamp mean\n", + "0 NaT NaN" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 7 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "X-ulE1dJX_e0" + }, + "source": [ + "### 9.3 How to query zonal statistics of temporal raster data (temporal & spatial aggregation)?\n", + "\n", + "For temporal rasters it is also possible to not only spatially aggregate (like previous example), but also perform aggregation over time. For this, we also use the `zonal` endpoint of rasters. In addition to the parameter \"zonal_statistic\", we also need to use the parameter \"temporal_statistic\".\n", + "\n", + "In the example below using the Daily Rainfall Raster, let's calculate the monthly sum of the 5-minutes rainfall from April 1 to October 1, 2019. In addition, let's calculate the mean monthly rainfall within the defined polygon. So we need two different aggregation types:\n", + "* `temporal aggregation`: calculate per pixel the monthly rainfall sum from April 1 to October 1, 2019.\n", + "* `spatial aggregation`: calculate the mean value of all those pixels with the monthly rainfall sum, within the defined polygon\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "-tywe9ktX_e0", + "outputId": "6331d68b-386b-4914-c000-96616dcc5bd5" + }, + "source": [ + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/zonal/\"\n", + "\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " #spatial aggregation averaged per month \n", + " \"zonal_statistic\": \"mean\",\n", + " \"pixel_size\": \"100\", #pixel size to perform the aggregation in\n", + " \"zonal_projection\":\"EPSG:28992\",\n", + " #temporal aggregation monthly sum\n", + " \"start\": \"2019-04-01T00:0:00\", \n", + " \"stop\": \"2019-10-01T00:00:00\",\n", + " \"temporal_statistic\":\"sum\", # also possible to use count, min, max, mean and median\n", + " \"frequency\":'M', # monthly data\n", + "\n", + " }\n", + ")\n", + "\n", + "# write the data to a dataframe and convert the timestamp to datetime\n", + "rain = pd.DataFrame(r.json()['results'], columns=['timestamp', 'average monthly rainfall sum'])\n", + "rain['timestamp'] = pd.to_datetime(rain['timestamp'], unit='s')\n", + "rain" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "error", + "ename": "NameError", + "evalue": "name 'requests' is not defined", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mget_url\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34mf\"{raster_url}{uuid}/zonal/\"\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 7\u001b[1;33m r = requests.get(\n\u001b[0m\u001b[0;32m 8\u001b[0m \u001b[0murl\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mget_url\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 9\u001b[0m \u001b[0mheaders\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mheaders\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'requests' is not defined" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "576HrY_zX_e3", + "outputId": "32896120-daee-4c93-fa2e-a913709b1ed5" + }, + "source": [ + "plt.figure(figsize=(15,4))\n", + "plt.style.use('seaborn')\n", + "bars = rain['timestamp']\n", + "y_pos = np.arange(len(bars))\n", + "plt.bar(y_pos, rain['average monthly rainfall sum'], width=0.3, color='#008080')\n", + "plt.xticks(y_pos, bars, rotation=30, fontsize=15)\n", + "plt.yticks(fontsize=15)\n", + "plt.ylabel('Rainfall [mm/month]]', fontsize=20)\n", + "plt.title('Average rainfall per month within defined polygon', fontsize=20)\n", + "plt.show()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "MdaSgVMbX_e5" + }, + "source": [ + "### 9.4 How to query counts of unique values in nominal data?\n", + " The `counts` endpoint is used to request the labeled counts of unique values in nominal raster data. An example of a raster with nominal data is the \"Landuse\" raster. For raster object defined by `uuid` and for the selected geometry `geom` using the colormapDefinition described by `style`, `counts` query returns:\n", + "\n", + "- results: A list of dictionaries containing class number, sample count, color and label for that class.\n", + "- total : An estimate of the total amount of samples taken from the raster intersecting with `geom` \n", + "\n", + "For the `counts` rasters endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/counts/**\n", + "\n", + "\n", + "In the example below, let's query all the different categories of landuse within the raster \"Landuse\", and count the different land use categories within the defined polygon." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "id": "HOXE3Zt0X_e5", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 359 + }, + "outputId": "b7e7cd51-ffce-4d90-9bf5-e06cec813ecb" + }, + "source": [ + "# uuid of the rasterobject you want to quary\n", + "uuid = \"b464c2e4-b1f4-4af4-b9b8-6282461e941e\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/counts/\"\n", + "\n", + "# geometry and style is required\n", + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "style = 'lc-fun-1801c' \n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " \"style\" : style\n", + " }\n", + ")\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "landuse = pd.DataFrame(r.json()['results'])\n", + "landuse " + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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classcountcolorlabel
02729012#ffffe5Verkeerseiland
11443729#ad7623Spruitjes
21201182#ad7623Peulen
316546#dbdbdbBedrijventerrein
4254459#235aadTop10 - Water
5253282#ffffffOnbekend
62245#ad2323Woonfunctie
7252240#00ffff252
814226#ad2323Overige gebruiksfunctie
939183#6b8019Bos/Natuur
\n", + "
" + ], + "text/plain": [ + " class count color label\n", + "0 27 29012 #ffffe5 Verkeerseiland\n", + "1 144 3729 #ad7623 Spruitjes\n", + "2 120 1182 #ad7623 Peulen\n", + "3 16 546 #dbdbdb Bedrijventerrein\n", + "4 254 459 #235aad Top10 - Water\n", + "5 253 282 #ffffff Onbekend\n", + "6 2 245 #ad2323 Woonfunctie\n", + "7 252 240 #00ffff 252\n", + "8 14 226 #ad2323 Overige gebruiksfunctie\n", + "9 39 183 #6b8019 Bos/Natuur" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 8 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "kNx8F6kTX_e7" + }, + "source": [ + "We will get back from the API a dataframe with the different categories landuse within the defined polygon, and how many pixels within that dataframe belong to a certain categorie (count column). Let's easily calculate the percentages according to the counts:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "cIzoV4VsX_e8", + "outputId": "7c195b29-a80f-4e35-fb2f-f50c2ad58145" + }, + "source": [ + "#total amount of pixels\n", + "np.sum(landuse['count'])\n", + "# voeg een kolom in de dataframe toe met percentage landgebruik\n", + "landuse['percentage'] = landuse['count']/np.sum(landuse['count']) * 100\n", + "landuse" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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classcountcolorlabelpercentage
02729012#ffffe5Verkeerseiland80.356747
11443729#ad7623Spruitjes10.328495
21201182#ad7623Peulen3.273875
316546#dbdbdbBedrijventerrein1.512298
4254459#235aadTop10 - Water1.271327
5253282#ffffffOnbekend0.781077
62245#ad2323Woonfunctie0.678595
7252240#00ffff2520.664746
814226#ad2323Overige gebruiksfunctie0.625969
939183#6b8019Bos/Natuur0.506869
\n", + "
" + ], + "text/plain": [ + " class count color label percentage\n", + "0 27 29012 #ffffe5 Verkeerseiland 80.356747\n", + "1 144 3729 #ad7623 Spruitjes 10.328495\n", + "2 120 1182 #ad7623 Peulen 3.273875\n", + "3 16 546 #dbdbdb Bedrijventerrein 1.512298\n", + "4 254 459 #235aad Top10 - Water 1.271327\n", + "5 253 282 #ffffff Onbekend 0.781077\n", + "6 2 245 #ad2323 Woonfunctie 0.678595\n", + "7 252 240 #00ffff 252 0.664746\n", + "8 14 226 #ad2323 Overige gebruiksfunctie 0.625969\n", + "9 39 183 #6b8019 Bos/Natuur 0.506869" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 146 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "EFazkdU-X_e-" + }, + "source": [ + "Let's plot the percentages of the landuse categories within a barplot:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "SkGIy1MEX_e_", + "outputId": "3d813831-0b85-4e98-bce2-0548d8c597e9" + }, + "source": [ + "plt.figure(figsize=(20,7))\n", + "plt.style.use('seaborn')\n", + "bars = landuse['label']\n", + "colors = landuse['color']\n", + "y_pos = np.arange(len(bars))\n", + "plt.bar(y_pos, landuse['percentage'], color=colors)\n", + "plt.xticks(y_pos, bars, rotation=30, fontsize=15)\n", + "plt.yticks(fontsize=15)\n", + "plt.ylabel('% Landuse', fontsize=20)\n", + "plt.title('Landuse distribution within defined polygon', fontsize=20)\n", + "plt.show()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "zINMrD43X_fB" + }, + "source": [ + "### 9.5 How to query distribution of data in a raster with a CURVE \n", + "The `curve` endpoint is used to request percentile values describing the distribution of data in a selection of a raster. It is possible to calculate this for the whole raster, or for a certain region within the raster (defined by \"geom\"). \n", + "\n", + "For the `curve` rasters endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/curve/**\n", + "\n", + "In the example below, let's query the percentile distribution of the raster DEM within a defined polygon." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "id": "Dord-8RxX_fB", + "outputId": "751eacdb-19d0-4f50-a80c-13735fcf9165" + }, + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/curve/\" # we use the curve endpoint\n", + "\n", + "# Geometry defining the special extend of this raster data\n", + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom\n", + " }\n", + ")\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "#and write it to a dataframe with column names percentage and value\n", + "dem_curve = pd.DataFrame(r.json()['results'], columns=['percentage', 'value'])\n", + "dem_curve" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " percentage value\n", + "0 0 -3.026000\n", + "1 1 -2.516000\n", + "2 2 -2.486000\n", + "3 3 -2.457263\n", + "4 4 -2.427263\n", + ".. ... ...\n", + "96 96 -1.606000\n", + "97 97 -1.556000\n", + "98 98 -1.487367\n", + "99 99 -1.375000\n", + "100 100 0.361000\n", + "\n", + "[101 rows x 2 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 155 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "JuufVxXMX_fD" + }, + "source": [ + "We can use the data to plot the distribution of the DEM within the defined polygon:" + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "id": "yjDl-xXQX_fE", + "outputId": "3d669dbb-443b-4292-93fe-9c035c2af730" + }, + "source": [ + "dem_curve.set_index('percentage', inplace=True)\n", + "dem_curve.plot(figsize=(20,7));\n", + "plt.legend('');\n", + "plt.xticks(fontsize=20)\n", + "plt.yticks(fontsize=20)\n", + "plt.ylabel('DEM [m NAP]', fontsize=20)\n", + "plt.xlabel('%', fontsize=20)\n", + "plt.title('DEM distribution curve within defined polygon', fontsize=20)\n", + "plt.show()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6kCNMzGwX_fG" + }, + "source": [ + "### 9.6. How to query a line crosssection of a raster?\n", + "The `line` endpoint is used to return a line crossection of a raster as (distance, value) pairs. \n", + "\n", + "For the `line` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/line/**\n", + "\n", + "In the example below we will query the surface level (DEM) profile of a cross section defined by `uuid` and `geom`." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "m4iF6B-WX_fH", + "outputId": "25c0468f-00b2-441b-c77e-740cb7341456" + }, + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/line/\" # we use the line endpoint\n", + "\n", + "# Geometry defining the linestring of this raster data (coordinates of point 1 to coordinates of point 2)\n", + "#distance starts calculating from point 1 (distance=0 at point 1)\n", + "geom = 'LINESTRING (5.5206298828125 51.964577109947506, 5.855712890625 52.07950600379697)'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom\n", + " }\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "# and write it to a dataframe with column names percentage and value\n", + "dem_crossection = pd.DataFrame(r.json()['results'], columns=['distance', 'DEM'])\n", + "dem_crossection" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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distanceDEM
07.8889145.479456
139.6359476.629456
2148.3164596.629456
3256.9969715.729456
4324.7543406.033000
.........
32226014.27836038.654999
32326122.95887238.654999
32426231.63938439.855000
32526307.71927640.285000
32626309.37560843.735001
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327 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " distance DEM\n", + "0 7.888914 5.479456\n", + "1 39.635947 6.629456\n", + "2 148.316459 6.629456\n", + "3 256.996971 5.729456\n", + "4 324.754340 6.033000\n", + ".. ... ...\n", + "322 26014.278360 38.654999\n", + "323 26122.958872 38.654999\n", + "324 26231.639384 39.855000\n", + "325 26307.719276 40.285000\n", + "326 26309.375608 43.735001\n", + "\n", + "[327 rows x 2 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 159 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "m55bcZrUX_fK" + }, + "source": [ + "We can use the data to plot the crosssection of the selected line:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "7yrzuwe8X_fL", + "outputId": "47e1abac-4dff-48cf-ce31-55c7e21ed622" + }, + "source": [ + "dem_crossection.set_index('distance', inplace=True)\n", + "dem_crossection.plot(figsize=(20,7));\n", + "plt.legend('');\n", + "plt.xticks(fontsize=20)\n", + "plt.yticks(fontsize=20)\n", + "plt.ylabel('Surface level (DEM) [m NAP]', fontsize=20)\n", + "plt.xlabel('Distance from point 1 [m]', fontsize=20)\n", + "plt.title('Surface level of a defined line crossection', fontsize=20)\n", + "plt.show()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "b9OaAYUwX_fO" + }, + "source": [ + "### 9.7 How to query data of a selected point within a raster?\n", + "The `point` endpoint is used to return data of the selected point location within the raster. \n", + "\n", + "For the `point` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/point/**\n", + "\n", + "In the example below we will request the surface level (DEM) of the point defined in the \"geometry\" parameter." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "id": "Ar4twPpcX_fO", + "outputId": "a9ec2d66-3c96-4bb5-e6f9-8171fbccdc2b" + }, + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/point/\" # we use the point endpoint\n", + "\n", + "# Geometry defining the point geometry\n", + "geom = 'POINT (4.647216796875 51.84256565377846)'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom\n", + " }\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "# and write it to a dataframe with column names point and value\n", + "dem_point = pd.DataFrame(r.json()['results'], columns=['point', 'value'])\n", + "dem_point\n", + "\n", + "print ('The surface level (DEM) of the selected point is :', np.round(dem_point['value'][0],2), 'm NAP')" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "The surface level (DEM) of the selected point is : -1.16 m NAP\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wYjT5126X_fR" + }, + "source": [ + "In the example above the DEM raster is used, which is a raster with static data. The endpoint `point` can also be used for rasters with temporal data. So let's retrieve from the same point as in the example above, the daily summed up rainfall of the 5-minutes rainfall raster from April 1 to April 10, 2019." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "id": "I492qE2VX_fR", + "outputId": "8c95a60a-6a95-4b84-a750-dc0dbc441cf6" + }, + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/point/\" # we use the point endpoint\n", + "\n", + "# Geometry defining the point geometry\n", + "geom = 'POINT (4.647216796875 51.84256565377846)'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " #temporal aggregation monthly sum\n", + " \"start\": \"2019-04-01T00:0:00\", \n", + " \"stop\": \"2019-04-10T00:00:00\",\n", + " \"statistic\":\"sum\", # also possible to use count, min, max, mean and median\n", + " \"frequency\":'D', # daily data\n", + " })\n", + "\n", + "rain_point = pd.DataFrame(r.json()['results'], columns=['timestamp', 'value'])\n", + "rain_point['timestamp'] = pd.to_datetime(rain_point['timestamp'], unit='s')\n", + "rain_point.set_index('timestamp', inplace=True)\n", + "rain_point" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " value\n", + "timestamp \n", + "2019-04-01 0.00\n", + "2019-04-02 13.04\n", + "2019-04-03 3.95\n", + "2019-04-04 0.00\n", + "2019-04-05 0.00\n", + "2019-04-06 0.00\n", + "2019-04-07 0.00\n", + "2019-04-08 0.61\n", + "2019-04-09 0.00\n", + "2019-04-10 0.00" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 198 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "yU_59jcAX_fT", + "outputId": "e6887fa5-f541-4137-c551-e026a0db2d92" + }, + "source": [ + "rain_point.plot(figsize=(20,7), kind='bar')\n", + "plt.xticks(fontsize=15)\n", + "plt.yticks(fontsize=20)\n", + "plt.ylabel('Rain [mm/day]', fontsize=20)\n", + "plt.xlabel('');\n", + "plt.title('Daily rainfall at a defined point within the temporal 5-minutes rainfall raster', fontsize=25)\n", + "plt.legend('');" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xRS8CtRXX_fW" + }, + "source": [ + "### 9.8 How to query applicable projections for a raster?\n", + "The `projections` endpoint is used to return the list of aplicable projections for a raster. \n", + "\n", + "For the `projections` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/projections/**\n", + "\n", + "In the example below, let's request the list of projections for the raster \"Landuse\"." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "id": "O3JCOUrcX_fX", + "outputId": "887824cb-ad50-4383-f899-a8db19fffbb5" + }, + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/projections/\" # we use the projections endpoint\n", + "\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "projections_list = pd.DataFrame(r.json()['results'])\n", + "projections_list" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "
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urlnamecodeextent
0https://nens.lizard.net/api/v4/projections/EPS...Belge 1950 (Brussels) / Belge Lambert 50EPSG:21500{'south': 49.5, 'west': 2.5, 'north': 51.51, '...
1https://nens.lizard.net/api/v4/projections/EPS...RGF93 / Lambert-93EPSG:2154{'south': 41.15, 'west': -9.86, 'north': 51.56...
2https://nens.lizard.net/api/v4/projections/EPS...US National Atlas Equal AreaEPSG:2163{'south': 15.56, 'west': -65.69, 'north': 74.7...
3https://nens.lizard.net/api/v4/projections/EPS...ED50 / France EuroLambertEPSG:2192{'south': 42.33, 'west': -4.87, 'north': 51.14...
4https://nens.lizard.net/api/v4/projections/EPS...ED50 / UTM zone 31NEPSG:23031{'south': 38.56, 'west': 0.0, 'north': 82.41, ...
5https://nens.lizard.net/api/v4/projections/EPS...ED50 / UTM zone 32NEPSG:23032{'south': 36.53, 'west': 5.99, 'north': 83.92,...
6https://nens.lizard.net/api/v4/projections/EPS...ED50 / TM 0 NEPSG:23090{'south': 51.03, 'west': -5.05, 'north': 62.03...
7https://nens.lizard.net/api/v4/projections/EPS...ED50 / TM 5 NEEPSG:23095{'south': 51.45, 'west': 2.53, 'north': 55.77,...
8https://nens.lizard.net/api/v4/projections/EPS...ETRS89 / UTM zone 31NEPSG:25831{'south': 37.0, 'west': 0.0, 'north': 82.41, '...
9https://nens.lizard.net/api/v4/projections/EPS...ETRS89 / UTM zone 32NEPSG:25832{'south': 38.76, 'west': 6.0, 'north': 83.92, ...
\n", + "
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22020-09-23 14:15:002020-09-24 14:15:00T <= 11 dag(en)9.571.0
32020-09-23 20:25:002020-09-23 23:25:00T <= 13 uur6.241.0
42020-09-23 20:30:002020-09-23 21:30:00T <= 11 uur3.861.0
52020-09-23 21:00:002020-09-23 21:30:00T <= 130 minuten2.531.0
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02010-01-012020-10-01 14:00:002010-01-01 00:00:00
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............
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" + ], + "text/plain": [ + " time_start time_end steps\n", + "0 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:00:00\n", + "1 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:05:00\n", + "2 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:10:00\n", + "3 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:15:00\n", + "4 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:20:00\n", + "... ... ... ...\n", + "1130852 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:40:00\n", + "1130853 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:45:00\n", + "1130854 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:50:00\n", + "1130855 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:55:00\n", + "1130856 2010-01-01 2020-10-01 14:00:00 2020-10-01 14:00:00\n", + "\n", + "[1130857 rows x 3 columns]" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 229 + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "ReTBay02X_fj" + }, + "source": [ + "" + ], + "execution_count": null, + "outputs": [] + } + ] +} \ No newline at end of file diff --git a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb index 0dbf811..ffda56d 100644 --- a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb +++ b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb @@ -10,30 +10,28 @@ "\n", "# Getting familiair with Lizard Time Series API V4\n", "Welcome! In this Notebook we will help you get more familiair with time series and their availability through the Lizard Time Series API.\n", - "If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl. \n", + "If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl.\n", "\n", - "## Introduction \n", - "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment. \n", + "## Introduction\n", + "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment.\n", "The Lizard Time Series server stores time series data, which for example can describe the water level in a river or the energy consumption of a pumping station.\n", "Time series in Lizard are always related to a geographical location (x,y).\n", "In addition time series can be linked to an asset.\n", "More general information surrounding time series in Lizard can be found in the documentation: https://docs.lizard.net/c_timeseries.html\n", "\n", - "Lizard offers a high-performance, easy to access data source with its API. \n", + "Lizard offers a high-performance, easy to access data source with its API.\n", "The API can be used to retrieve raw data or for to retrieve aggregated data and statistics.\n", "There is a wide variety of use cases, this notebook will help you get familiar with requesting time series data from the Lizard API." ] }, { "cell_type": "markdown", - "metadata": { - "id": "dn7df30ypTFu" - }, "source": [ - "\n", - "---\n", - "\n" - ] + "# The Time Series Data Model explained" + ], + "metadata": { + "id": "QgmXi_hH1htS" + } }, { "cell_type": "markdown", @@ -41,16 +39,24 @@ "id": "WilpK539pTFv" }, "source": [ - "# The Time Series Data Model explained \n", "The time series data model consists of two main components `time series metadata` and `time series events`. These two components together are referred to as a `time series object`.
\n", "\n", - "Below we explain the metadata and which fields are mandatory, optional or system defined (read only) when uploading and retrieving time series.
\n", + "Below we explain the metadata and which fields are mandatory, optional or system defined (read only) when uploading and retrieving time series." + ] + }, + { + "cell_type": "markdown", + "source": [ "### Time Series Metadata\n", - "The time series meta data consists of numerous attributes that are explained below. Some are mandatory, some optional and some are created by Lizard.\n", - "\n", - "\n", - "\n", - "\n", + "The time series meta data consists of numerous attributes that are explained below. Some are mandatory, some optional and some are created by Lizard." + ], + "metadata": { + "id": "d4A19-Mi2Ju4" + } + }, + { + "cell_type": "markdown", + "source": [ "| **Attribute** | **Example** | **Requirement**| **Format**\n", "|:------|:------|:------|:------|\n", "| **UUID** | 744b7703-0423-4f1e-b15d-1b36d9dd8dde |Read only| string(36)\n", @@ -64,17 +70,29 @@ "| **Observation_type** | 441 |Mandatory| integer (foreign key to any of https://demo.lizard.net/api/v4/observationtypes/)\n", "| **Datasource** | 6 |Optional| integer (foreign key to any of https://demo.lizard.net/api/v4/datasources/)\n", "| **Supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", - "| **Supplier_code** | john_doe_precipitation |Optional| string(256), empty string or null is allowed \n", + "| **Supplier_code** | john_doe_precipitation |Optional| string(256), empty string or null is allowed\n", "| **Location** | 6eb648bf-c5a4-4566-ac7a-1311ec69921c |Mandatory| string(36), create your own location or choose any of https://demo.lizard.net/api/v4/locations/)\n", "| **Extra_metadata** | {\"bla1\": bla1,\"bla2\": bla2,\"bla3\": bla3,\"bla4\":bla4} |Optional| valid JSON, null is NOT allowed\n", "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", - "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format\n", - "\n", + "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format" + ], + "metadata": { + "id": "uTW-bEMb2L5S" + } + }, + { + "cell_type": "markdown", + "source": [ "### Time Series Events\n", - "Time Series Events, or the actual values per time step, consist of a few attributes. An example is visible below this section.\n", - "\n", - "\n", - "\n", + "Time Series Events, or the actual values per time step, consist of a few attributes. An example is visible below this section." + ], + "metadata": { + "id": "xyrx9Yrp2Rkh" + } + }, + { + "cell_type": "markdown", + "source": [ "| **Attribute** | **Example** | **Requirement**| **Format**\n", "|:------|:------|:------|:------|\n", "| **Time** | 2020-04-23T00:00:00Z |Mandatory|string in ISO8601 format\n", @@ -82,25 +100,11 @@ "| **Flag** | 5 |Optional|integer\n", "| **Comment** | Reliable |Optional|string\n", "| **Last_modified** | 2020-04-23T00:00:00Z |Read only|number, string or boolean (depends on given value_type attributa in time series object metadata\n", - "| **Detection_limit** | < |Optional|<, > or empty string\n", - "\n" - ] - }, - { - "cell_type": "markdown", + "| **Detection_limit** | < |Optional|<, > or empty string" + ], "metadata": { - "id": "LWn4AcxLpTFv" - }, - "source": [ - "\n", - "\n", - "---\n", - "\n", - "\n", - "\n", - "---\n", - "\n" - ] + "id": "oZ0rqyNu2XMs" + } }, { "cell_type": "markdown", @@ -108,7 +112,8 @@ "id": "jix23byqpTFw" }, "source": [ - "# The Lizard API explained" + "# The Lizard API explained\n", + "The [Lizard API](https://demo.lizard.net/api/v4/timeseries) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API." ] }, { @@ -117,25 +122,31 @@ "id": "vnj53_KipTFw" }, "source": [ - "The [Lizard API](https://demo.lizard.net/api/v4/timeseries) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API. \n", - "\n", - "\n", - "### HTTP Methods to use in the Lizard API \n", + "### HTTP Methods to use in the Lizard API\n", "**GET** = use the GET method to retrieve existing time series metadata or time series events from the Lizard API
\n", "**POST** = use the POST method to create a time series object and upload a time series and it's metadata
\n", "**PUT** = use the PUT method to update time series metadata or time series events of an existing time series object
\n", "**PATCH** = use the PATCH method to partially update time series metadata or time series events of an existing time series object
\n", - "**DELETE** = use the DELETE method to delete and existing time series object, it's metadata and events
\n", - "\n", - "\n", - "#### Response\n", - "This is an example of a paginated API response in JSON. The default amount of objects the API returns is 10. You can extend the response size using the `page_size=` query parameter" + "**DELETE** = use the DELETE method to delete and existing time series object, it's metadata and events
" ] }, { "cell_type": "markdown", - "metadata": {}, "source": [ + "### Response\n", + "This is an example of a paginated API response in JSON. The default amount of objects the API returns is 10. You can extend the response size using the `page_size=` query parameter" + ], + "metadata": { + "id": "48c5pfSD1WtR" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "V2PCKwibjxHN" + }, + "source": [ + "```\n", "{\n", " \"count\": 9925,\n", " \"next\": \"https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/events/?page=2&time__gte=2020-04-23T00%3A00%3A00\",\n", @@ -168,24 +179,9 @@ " \"last_modified\": \"2020-04-25T03:58:56.839985Z\",\n", " \"detection_limit\": \"\"\n", " }\n", - " ]\n", - "}" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "G1YoTESHpTFx" - }, - "source": [ - "\n", - "\n", - "---\n", - "\n", - "\n", - "\n", - "---\n", - "\n" + " ]\n", + "}\n", + "```" ] }, { @@ -202,9 +198,9 @@ "2. Then we will use the PATCH command to update/change the data of the timeseries created in step 1.\n", "3. Finally we will access the data with the GET functionality.\n", "\n", - "These tools will give you a solid basis to interact with timeseries of the API.
\n", - "These API commands also work for other objects, like rasters.
\n", - "Rasters have their own tutorial which can be found [here](https://demo.lizard.net/media/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb)." + "These tools will give you a solid basis to interact with timeseries of the API.\n", + "These API commands also work for other objects, like rasters.\n", + "Rasters have their own tutorial which can be found in [Interactive Rasters API manual](https://docs.lizard.net/d_apitutorials.html#interactive-rasters-api-manual)." ] }, { @@ -213,7 +209,7 @@ "id": "9SnHdbpSpTFy" }, "source": [ - "# 1. How to import the right Python dependencies" + "# 1. Python dependencies" ] }, { @@ -222,40 +218,138 @@ "id": "7wxXyiJHpTFy" }, "source": [ - "First we have to make sure the correct packages are installed. In order to use modules in jupyter notebook or python you need a virtual environment with the correct modules installed.\n", - "Only once we have created this virtual environment and activated it can we start downloading the correct modules into the environment with conda or pip.\n", - "To create a virtual environment:\n", - "\n", - "1. Open a `cmd` terminal\n", - "2. Switch the directory to a folder where you want to have your virtual environment. You can change directories with the command cd {directory}.\n", - "3. Once in the right directory, type: \"py -m venv {virtual environment name}\" -> Example: py -m venv lizard\n", - "4. Activate the venv, type: \"{virtual environment name}\\Scripts\\activate.bat\" -> You should now see ({virtual environment name}) before your terminal line.\n", - "5. You can now install all the right modules, for this and the other tutorials use the requirements.txt file you can find on the website ([link]()). We will do this with the pip install command.\n", - "6. Type: pip install -r /path/to/requirements.txt -> Example: C:\\Users\\steven\\Downloads\\requirements.txt\n", - "\n", - "\n", - "Once our environment is set up, we can select this as our interpreter in our coding environment.\n", - "This allows us to access the modules we just downloaded.\n", - "Now we can start with importing the right Python dependencies. " + "First we have to make sure the correct packages are installed in a virtual environment.\n", + "Using Google Colab, the environment is automatically managed.\n", + "With using Jupyter Notebook, manual creating a local virtual environment is necessary.\n", + "Follow the 'Virtual environment' for Windows, Linux users are expected figure it out themselves." ] }, + { + "cell_type": "markdown", + "source": [ + "### Jupyter Notebook\n", + "When using Jupyter Notebook, it's recommended to create a Python virtual environment.\n", + "Once created and activated, packages can be installed in the environment with Conda or pip.\n", + "It is expected that Python is already installed." + ], + "metadata": { + "id": "fx2AoF-RAlf-" + } + }, + { + "cell_type": "markdown", + "source": [ + "1. Open a new terminal of the `cmd` command prompt .\n", + "2. Navigate to a directory where you want to install your virtual environment.\n", + " - Navigate to a directory by running the command `cd {directory}`.\n", + "3. Create the virtual environment in the selected directory, run: `py -m venv {virtual environment name}`.\n", + " - Example, run: `py -m venv lizard`.\n", + "4. Activate the environment, run: `./{virtual environment name}\\Scripts\\activate.bat\"`.\n", + " - You should now see `({virtual environment name})` before the terminal line.\n", + "5. Create a Jupyter kernal, run: `ipython kernel install --user --name=lizard`.\n", + "6. Open the notebook from inside the environment, run: `jupyter notebook`.\n", + "\n", + "Once your notebook is started, the created kernel can be selected through the menu.\n", + "Next step is installing the missing package in the new kernel.\n" + ], + "metadata": { + "id": "hlk0hK3KAVFJ" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Installing dependencies\n", + "Once our kernel is set up, we can install the required package dependencies in our coding environment.\n", + "In the following snippet the `requirments.txt` file is downloaded, and the packages it contains installed using pip.\n", + "\n" + ], + "metadata": { + "id": "En0-S9E1AfNB" + } + }, { "cell_type": "code", - "execution_count": null, + "source": [ + "!wget https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", + "%pip install -r requirements.txt" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "bHaEtE7nj7l8", + "outputId": "bd415c2b-5d34-485b-dd1d-84261f120cfd" + }, + "execution_count": 8, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "--2023-12-28 10:53:07-- https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", + "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.111.133, 185.199.108.133, 185.199.109.133, ...\n", + "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.111.133|:443... connected.\n", + "HTTP request sent, awaiting response... 200 OK\n", + "Length: 883 [text/plain]\n", + "Saving to: ‘requirements.txt.1’\n", + "\n", + "\rrequirements.txt.1 0%[ ] 0 --.-KB/s \rrequirements.txt.1 100%[===================>] 883 --.-KB/s in 0s \n", + "\n", + "2023-12-28 10:53:07 (63.9 MB/s) - ‘requirements.txt.1’ saved [883/883]\n", + "\n", + "Requirement already satisfied: certifi==2023.11.17 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 7)) (2023.11.17)\n", + "Requirement already satisfied: charset-normalizer==3.3.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 9)) (3.3.2)\n", + "Requirement already satisfied: contourpy==1.2.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 11)) (1.2.0)\n", + "Requirement already satisfied: cycler==0.12.1 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 13)) (0.12.1)\n", + "Requirement already satisfied: fonttools==4.47.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 15)) (4.47.0)\n", + "Requirement already satisfied: idna==3.6 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 17)) (3.6)\n", + "Requirement already satisfied: kiwisolver==1.4.5 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 19)) (1.4.5)\n", + "Requirement already satisfied: matplotlib==3.8.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 21)) (3.8.2)\n", + "Requirement already satisfied: numpy==1.26.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 23)) (1.26.2)\n", + "Requirement already satisfied: packaging==23.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 28)) (23.2)\n", + "Requirement already satisfied: pandas==2.1.4 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 30)) (2.1.4)\n", + "Requirement already satisfied: pillow==10.1.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 32)) (10.1.0)\n", + "Requirement already satisfied: pyparsing==3.1.1 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 34)) (3.1.1)\n", + "Requirement already satisfied: python-dateutil==2.8.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 36)) (2.8.2)\n", + "Requirement already satisfied: pytz==2023.3.post1 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 40)) (2023.3.post1)\n", + "Requirement already satisfied: requests==2.31.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 42)) (2.31.0)\n", + "Requirement already satisfied: six==1.16.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 44)) (1.16.0)\n", + "Requirement already satisfied: tzdata==2023.3 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 46)) (2023.3)\n", + "Requirement already satisfied: urllib3==2.1.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 48)) (2.1.0)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The following snippet installs the required modules, we have just installed, to run the code." + ], + "metadata": { + "id": "qIUrWx67DJNm" + } + }, + { + "cell_type": "code", + "execution_count": 9, "metadata": { "id": "hX3ZywfQpTFz" }, "outputs": [], "source": [ - "import os, getpass\n", - "import pandas as pd\n", - "from pandas.io.json import _normalize as json_normalize\n", - "import requests\n", - "import csv, json\n", + "import csv\n", "import datetime\n", + "import getpass\n", + "import json\n", + "import os\n", "import pickle\n", "import sys\n", - "import matplotlib.pyplot as plt" + "\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import requests\n", + "from pandas.io.json import _normalize as json_normalize" ] }, { @@ -323,7 +417,7 @@ "id": "NFdpUtVppTF8" }, "source": [ - "# 3. How to create a time series object and upload time series events using the POST method? " + "# 3. How to create a time series object and upload time series events using the POST method?" ] }, { @@ -332,7 +426,7 @@ "id": "roi88MArpTF9" }, "source": [ - "To upload time series to Lizard we will go through 4 steps, namely: \n", + "To upload time series to Lizard we will go through 4 steps, namely:\n", " \n", " 1. Making sure the time series data has the right format.\n", " 2. Creating a new location object to link the time series data to.\n", @@ -348,8 +442,8 @@ "source": [ "**Step 1: Put your time series events data in the right format**\n", "\n", - "To be able to upload your time series events data to Lizard, the timeseries have to be in a specific data format. \n", - "You can use the python library pandas to modify your time series events data. \n", + "To be able to upload your time series events data to Lizard, the timeseries have to be in a specific data format.\n", + "You can use the python library pandas to modify your time series events data.\n", "Every time series measurement requires a datetime and a value.\n", "The correct format is as follows:\n", "\n", @@ -361,7 +455,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "O1DhNsV6jxHR" + }, "outputs": [], "source": [ "# Here is a test time series, feel free to import your own or adjust the data as much as you would like\n", @@ -409,11 +505,7 @@ "cell_type": "code", "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "8c8D_ZqNpTGB", - "outputId": "7e863bb4-e825-4ae2-fa46-26a3b635cf5f" + "id": "8c8D_ZqNpTGB" }, "outputs": [], "source": [ @@ -426,7 +518,7 @@ "data = {'name':'...', # Give a name to your location\n", " 'access_modifier':., # Determine what access modifier you want to give the location, supply an integer\n", " 'code':'...', # Give a unique code for your location (can be letters and numbers)\n", - " 'organisation': organisation_uuid, \n", + " 'organisation': organisation_uuid,\n", " 'geometry':{\n", " \"type\": \"Point\",\n", " \"coordinates\": [\n", @@ -437,7 +529,7 @@ " },\n", " 'ddsc_show_on_map':True}\n", "\n", - "r = requests.post(url=location_url, data=json.dumps(data), headers=json_headers) \n", + "r = requests.post(url=location_url, data=json.dumps(data), headers=json_headers)\n", "\n", "print(r.json())" ] @@ -457,7 +549,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "-m5M4FUPjxHS" + }, "outputs": [], "source": [ "location_uuid = ''" @@ -485,11 +579,7 @@ "cell_type": "code", "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "NUZ0uZLEpTGJ", - "outputId": "27ec2a79-a760-4e0d-f392-8cfbe76f6fe8" + "id": "NUZ0uZLEpTGJ" }, "outputs": [], "source": [ @@ -501,13 +591,13 @@ "data = {'name':'', # Give a name to your location\n", " 'access_modifier':, # Determine what access modifier you want to give the location, supply an integer\n", " 'code':'', # Give a unique code for your location (can be letters and numbers)\n", - " 'location': location_uuid, \n", + " 'location': location_uuid,\n", " 'value_type':1,\n", " 'observation_type': observation_code,\n", - " 'timeseries_type':None} \n", + " 'timeseries_type':None}\n", "\n", - "r = requests.post(url=timeseries_url, \n", - " data=json.dumps(data), \n", + "r = requests.post(url=timeseries_url,\n", + " data=json.dumps(data),\n", " headers=json_headers)\n", "\n", "print(r.json())" @@ -535,21 +625,17 @@ "cell_type": "code", "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "Ko5MEZ5MpTGX", - "outputId": "36da1b78-e38c-4e54-b80f-06dbc4b95fd7" + "id": "Ko5MEZ5MpTGX" }, "outputs": [], "source": [ "timeseries_uuid = '...' # Supply the uuid of the timeseries you have created.\n", "\n", "data_url = timeseries_url + timeseries_uuid + '/events/'\n", - " \n", + "\n", "r = requests.post(url=data_url,\n", " data=json.dumps(time_series),\n", - " headers=json_headers) " + " headers=json_headers)" ] }, { @@ -586,19 +672,14 @@ "cell_type": "code", "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 357 - }, - "id": "iBfjwZaYpTGg", - "outputId": "65ff917c-151f-4527-fd49-3b7469102fb8" + "id": "iBfjwZaYpTGg" }, "outputs": [], "source": [ "# We can re-use the data_url from the prior code block, this time we will request the data with the `GET` functionality\n", "res = requests.get(data_url,headers=json_headers).json()['results']\n", "\n", - "# Convert the response to a printable dataframe \n", + "# Convert the response to a printable dataframe\n", "events = pd.DataFrame(res)\n", "events.index = pd.to_datetime(events['time'])\n", "print(events[0:5])\n" @@ -740,7 +821,7 @@ "id": "lckOQM-xpTGv" }, "source": [ - "# 6. How to query a list of time series objects? \n", + "# 6. How to query a list of time series objects?\n", "\n", "At this point we have already done this multiple times to access and edit the data. But lets take a different timeseries and inspect it.
\n", "Go to https://demo.lizard.net/api/v4/timeseries/ and find yourself a new timeseries to inspect. Pick anyone." @@ -780,7 +861,7 @@ "id": "l_AgAe-npTG1" }, "source": [ - "# 7. How to filter time series objects by metadata attributes? \n", + "# 7. How to filter time series objects by metadata attributes?\n", "\n", "### Available query parameters\n", "To filter time series objects by metadata attributes you can use the following query parameters:\n", @@ -822,7 +903,7 @@ "id": "QZfqgPYqyy5Z" }, "source": [ - "## How to filter time series objects by their name? " + "## How to filter time series objects by their name?" ] }, { @@ -899,9 +980,9 @@ "\n", "# For the organisation_uuid -> Use the one used prior or find it via https://demo.lizard.net/api/v4/organisations/?name__icontains=\n", "\n", - "acces_modifier = '.' # 0=public (Everyone can see this), \n", - " # 1=common (logged-in users can see this), \n", - " # 2=private (logged-in users with user rights to your organisation can see this), \n", + "acces_modifier = '.' # 0=public (Everyone can see this),\n", + " # 1=common (logged-in users can see this),\n", + " # 2=private (logged-in users with user rights to your organisation can see this),\n", " # 3=hidden (only admins of your organisatio can see this)\n", "description = 'This is a description of ...' # Description" ] @@ -996,7 +1077,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "SwPkzvNojxHV" + }, "outputs": [], "source": [ "# If you lost the monitoring network uuid, you can find it with a `get` request\n", @@ -1076,7 +1159,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "vK2BiLJYjxHW" + }, "outputs": [], "source": [ "# We can find the location endpoints as followed\n", @@ -1085,7 +1170,9 @@ }, { "cell_type": "markdown", - "metadata": {}, + "metadata": { + "id": "htDpyRnrjxHW" + }, "source": [ "This way it is easy to find most of the relevant information to access the time series of interest." ] @@ -1118,7 +1205,7 @@ "outputs": [], "source": [ "# Show the timeseries available within the network\n", - "print('Timeseries in monitoringnetwork:') \n", + "print('Timeseries in monitoringnetwork:')\n", "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}/timeseries/'.format(monitoring_network_uuid)\n", "timeseries = pd.DataFrame(requests.get(url = url, headers = json_headers).json()['results'])\n", "timeseries.head()\n", @@ -1131,7 +1218,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "M0wDb3FyjxHX" + }, "outputs": [], "source": [ "# Delete the timeseries and check\n", @@ -1145,7 +1234,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "u5KJb6FZjxHX" + }, "outputs": [], "source": [ "# Lets re-add the timeseries so we can remove it based on the location\n", @@ -1185,7 +1276,7 @@ "id": "owpCH7YTpTG6" }, "source": [ - "## 8. How to query raw time series events?" + "# 8. How to query raw time series events?" ] }, { @@ -1201,7 +1292,7 @@ "**Example**: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events/\n", "\n", "We're going to query the precipitation time series of weather station \"De Bilt\" in The Netherlands, the example URL can be used for this.
\n", - "If you have a different timeseries of interest feel free to use that one.
\n", + "If you have a different timeseries of interest feel free to use that one.
\n", "Just replace the uuid of the example with the one of your choice." ] }, @@ -1225,7 +1316,7 @@ "* YYYY = Year -> Ex: 2023\n", "* MM = Month -> Ex: March = 03\n", "* DD = Day -> Ex: 5th day = 05\n", - "* hh = Hours \n", + "* hh = Hours\n", "* mm = Minute\n", "* ss = second\n", "\n", @@ -1235,7 +1326,7 @@ "\n", "All of the available parameters can be found on the website of the API:
\n", "General timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/
\n", - "Event timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events
\n", + "Event timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events
\n", "There are also examples available. We will just show some use cases in the next code blocks." ] }, @@ -1252,7 +1343,7 @@ "# we're going to query request the data of the year 2010 to 2023 (the first of january for both)\n", "# Fill in the start and end values with the ISO 8601 notations: YYYY-MM-DDThh:mm:ssZ\n", "params= {'start':'', 'end':'', 'page_size':'100'} # Note that we use a page size of 100.\n", - "url = \"https://demo.lizard.net/api/v4/timeseries/{}/events/\".format(uuid) \n", + "url = \"https://demo.lizard.net/api/v4/timeseries/{}/events/\".format(uuid)\n", "\n", "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", "time_series_events = pd.DataFrame(requests.get(url = url, headers = json_headers, params = params).json()['results'])\n", @@ -1291,7 +1382,7 @@ "* 'greater than or equal' (`gte`)\n", "* 'greater then' (`gt`)\n", "* 'lower than or equal' (`lte`)\n", - "* 'lower than' (`lt`). \n", + "* 'lower than' (`lt`).\n", "\n", "#### Examples\n", "\n", @@ -1304,7 +1395,9 @@ }, { "cell_type": "markdown", - "metadata": {}, + "metadata": { + "id": "SIx5HX6-jxHY" + }, "source": [ "### Querying extreme rainfall events from the \"De Bilt\" weatherstation\n", "If we would be interested in the extreme rainfall events surrounding the De Bilt weatherstation we could look for great precipitation rates.
\n", @@ -1325,7 +1418,7 @@ "# We can use the same uuid and URL as the last exercise. Therefore we only have to adjust the parameters.\n", "\n", "# We are interested in the extreme rainfall events above 25 mm.\n", - "params= {'value__gte':'...', 'page_size':'...'} # Give a gte value and a page_size value \n", + "params= {'value__gte':'...', 'page_size':'...'} # Give a gte value and a page_size value\n", "\n", "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", "time_series_events_above_reference_value = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", @@ -1337,7 +1430,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "oFTi0h97jxHY" + }, "outputs": [], "source": [ "## STEP 2: LIMITING THE TIMESPAN TO THE PAST 10 YEARS\n", @@ -1360,11 +1455,11 @@ "id": "RJH3CkgvpTHM" }, "source": [ - "### How to query time series events with a specific flag? \n", + "### How to query time series events with a specific flag?\n", "You can retrieve time series events that have been assigned a specific flag. The flag can be used to indicate the validation status of a specific event. \n", "\n", "#### Available query parameters\n", - "You can use the following query parameters to query for events with a specific flag: \n", + "You can use the following query parameters to query for events with a specific flag:\n", "\n", "`?flag=5`\n", "\n", @@ -1384,7 +1479,7 @@ "source": [ "# we're going to query request the data with the flag tag 0, 2 and 8\n", "# Try all three and see the difference\n", - "params= {'page_size':'100', 'flag':'...'} \n", + "params= {'page_size':'100', 'flag':'...'}\n", "\n", "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", "time_series_events_with_flag = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", @@ -1414,11 +1509,11 @@ "id": "67y0h70XpTHR" }, "source": [ - "### How to query time series events by validation code \n", + "### How to query time series events by validation code\n", "\n", "\n", "#### Available query parameters\n", - "You can use the following query parameters to retrieve time series events with a specific validation code: \n", + "You can use the following query parameters to retrieve time series events with a specific validation code:\n", "\n", "`?validation_code=AA`\n", "\n", @@ -1434,7 +1529,7 @@ "outputs": [], "source": [ "# we're going to query request the data based on validation code. Define any letter\n", - "params= {'validation_code__startswith':'...'} \n", + "params= {'validation_code__startswith':'...'}\n", "\n", "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", "time_series_events_with_validation_code = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", @@ -1446,7 +1541,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "AYM_jrnZjxHY" + }, "outputs": [], "source": [ "# Control if there are no validation codes\n", @@ -1465,10 +1562,10 @@ "id": "1VaNNfp2pTHU" }, "source": [ - "### How to query time series events by the date they were last modified \n", + "### How to query time series events by the date they were last modified\n", "\n", "#### Available query parameters\n", - "To retrieve time series events by the time they were last modified you can use the following query parameters: \n", + "To retrieve time series events by the time they were last modified you can use the following query parameters:\n", "\n", "`?last_modified__gte=2021-04-23T00:00:00`\n", "\n", @@ -1484,7 +1581,7 @@ "outputs": [], "source": [ "# we're going to query request the data for a specific modification date\n", - "params= {'page_size':'10', 'last_modified':'2020-11-19T15:37:19.906151Z'} \n", + "params= {'page_size':'10', 'last_modified':'2020-11-19T15:37:19.906151Z'}\n", "\n", "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", "time_series_events_by_date_last_modified = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", @@ -1495,11 +1592,13 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "buXMRDztjxHZ" + }, "outputs": [], "source": [ "# we're going to query request the data for a modification date greater than or equal to the previously queried date.\n", - "params= {'page_size':'10', 'last_modified__gte':'2020-11-19T15:37:19.906151Z'} \n", + "params= {'page_size':'10', 'last_modified__gte':'2020-11-19T15:37:19.906151Z'}\n", "\n", "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", "time_series_events_by_date_last_modified = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", @@ -1522,7 +1621,7 @@ "id": "ULT7QeTOpTHa" }, "source": [ - "## 9. How to query aggregated time series events?" + "# 9. How to query aggregated time series events?" ] }, { @@ -1541,7 +1640,7 @@ "\n", "**demo.lizard.net/api/v4/timeseries/**{uuid of time series object}**/aggregates/**\n", "\n", - "##### Example URL: \n", + "##### Example URL:\n", "https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/aggregates/\n", "\n", "\n", @@ -1583,7 +1682,7 @@ "id": "etPheSDSpTHb" }, "source": [ - "### How to query the monthly sum of a time series? \n", + "### How to query the monthly sum of a time series?\n", "As we are accessing the aggregates endpoint now we need to switch the URL.
\n", "\n", "If we are interested in the cumulative precipitation for every month of the year 2019, we can use the aggregates endpoint. We should:\n", @@ -1638,7 +1737,7 @@ "id": "jHqLHUzkpTHl" }, "source": [ - "### How to query the maximum value of a time series for each year? " + "### How to query the maximum value of a time series for each year?" ] }, { @@ -1680,7 +1779,7 @@ "id": "Vz02gl5upTHw" }, "source": [ - "### How to query the count of values per week within a specific time frame? \n" + "### How to query the count of values per week within a specific time frame?\n" ] }, { @@ -1718,7 +1817,7 @@ "id": "BRpsPgaOpTH3" }, "source": [ - "## 10. How to query percentiles of time series events?\n" + "# 10. How to query percentiles of time series events?\n" ] }, { @@ -1731,7 +1830,7 @@ "Lizard enables you to query percentiles of your time series events via the `percentiles` endpoint.
\n", "Again you will need the UUID of the time series object to query percentiles, template: **demo.lizard.net/api/v4/timeseries/*{uuid of time series object}*/percentiles/**\n", "\n", - "##### Example: \n", + "##### Example:\n", "https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/percentiles/\n", "\n", "\n", @@ -1771,7 +1870,9 @@ { "cell_type": "code", "execution_count": null, - "metadata": {}, + "metadata": { + "id": "dNsbg9-zjxHa" + }, "outputs": [], "source": [ "# For the waterheight measured at het Katteveldse Meer its quite different.\n", @@ -1791,33 +1892,26 @@ "metadata": { "colab": { "collapsed_sections": [ - "FQ79duRxpTFt", - "WilpK539pTFv", - "jix23byqpTFw", - "vnj53_KipTFw", - "9SnHdbpSpTFy", + "QgmXi_hH1htS", + "d4A19-Mi2Ju4", + "xyrx9Yrp2Rkh", + "48c5pfSD1WtR", "PyU7t2OTpTF3", - "6HaQ9jRApTGm", "lckOQM-xpTGv", - "l_AgAe-npTG1", "QZfqgPYqyy5Z", "fboYunI_eA7G", "8lRSTZrwgIHE", "rpPGKe3kgW2H", - "W_ewcSAXpTG7", "inZHUj5qpTHH", "RJH3CkgvpTHM", "67y0h70XpTHR", "1VaNNfp2pTHU", - "ULT7QeTOpTHa", "nx9d3GcEpTHa", "etPheSDSpTHb", "jHqLHUzkpTHl", "Vz02gl5upTHw", - "BRpsPgaOpTH3", "KoyZRKKX4qHp" ], - "name": "Getting familiair with Lizard Time Series API V4", "provenance": [] }, "kernelspec": { @@ -1840,4 +1934,4 @@ }, "nbformat": 4, "nbformat_minor": 0 -} +} \ No newline at end of file From aca5d253d52191cf70e22a649698eda8d4b517aa Mon Sep 17 00:00:00 2001 From: joostsijm Date: Thu, 28 Dec 2023 12:10:03 +0100 Subject: [PATCH 3/9] Rewrite api tutorial documentation Add link to Google Colab --- source/d_apitutorials.rst | 37 +++--- .../Lizard_Time_Series_API_V4_Tutorial.ipynb | 120 +++++------------- 2 files changed, 46 insertions(+), 111 deletions(-) diff --git a/source/d_apitutorials.rst b/source/d_apitutorials.rst index cc3d3ed..dea6ff0 100644 --- a/source/d_apitutorials.rst +++ b/source/d_apitutorials.rst @@ -2,33 +2,28 @@ API tutorials ============================== -We created interactive manuals for data scientists to use the Lizard API. -At the moment we have the following: +New to using Lizard? +You have come to the right place: read this material to quickly get up and running. +Throughout this interactive manual for data scientists, we’ll walk you through basic Lizard API interactions. +Currently the following information is available: -0. Virtual Environment ----------------------- +For working in local environment, the required Python packages can be found in: `requirements.txt `_. -| `Virtual Environment Requirements `_ - - -1. Interactive Time Series API manual +1. Interactive Time Series API manual ------------------------------------- +For `/api/v4/timeseries` open `Google Colab Time Series `_, +or download the `Jupyter Notebook Time Series `_. -| `Notebook for /api/v4/timeseries `_ - - -2. Interactive Rasters API manual and download script +2. Interactive Rasters API manual ----------------------------------------------------- +For `/api/v4/rasters` open `Google Colab Rasters `_, +or download the `Jupyter Notebook Rasters `_. +Aditonally, download script `export_lizard_raster_layers.py `_. -| `Notebook for /api/v4/rasters `_ - -| `Download script for /api/v4/rasters `_ - - -3. Learn to retrieve scenarios from the Lizard API - -| `Notebook for 3Di results / Scenarios in Lizard `_ - +3. Interactive Retrieve Scenarios API manual +----------------------------------------------------- +For retrieving 3Di results / scenarios in Lizard, open `Google Colab Retrieve Scenarios `_, +or download the `Jupyter Notebook Retrieve Scenarios `_. .. note:: API v4 is the stable API version. API v3 is deprecated since june 2023. diff --git a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb index ffda56d..422d66b 100644 --- a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb +++ b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb @@ -190,10 +190,11 @@ "id": "hmZM8s-DpTFx" }, "source": [ - "## 0. The Beginning\n", + "## Tutorial start\n", + "Now let's start the tutorial.\n", + "\n", + "As discussed, there are multiple ways to interact with the API. In this tutorial we will get to know the GET, POST and PATCH commands.\n", "\n", - "Now let's start the tutorial.
\n", - "As discussed, there are multiple ways to interact with the API. In this tutorial we will get to know the GET, POST and PATCH commands.
\n", "1. We will begin by using the POST command to create a new time series.\n", "2. Then we will use the PATCH command to update/change the data of the timeseries created in step 1.\n", "3. Finally we will access the data with the GET functionality.\n", @@ -209,7 +210,7 @@ "id": "9SnHdbpSpTFy" }, "source": [ - "# 1. Python dependencies" + "# 0. Installing Python dependencies" ] }, { @@ -324,6 +325,7 @@ { "cell_type": "markdown", "source": [ + "# 1. Importing Python dependencies\n", "The following snippet installs the required modules, we have just installed, to run the code." ], "metadata": { @@ -352,15 +354,6 @@ "from pandas.io.json import _normalize as json_normalize" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "16EJWmMIpTF2" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { @@ -402,15 +395,6 @@ " }" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "j6MhQclYpTF8" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { @@ -638,15 +622,6 @@ " headers=json_headers)" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "-qKXHpJGpTGd" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { @@ -770,15 +745,6 @@ "print(updated_table[0:5])" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "EbJ7qBNoVMga" - }, - "source": [ - "------------------------------------------------------------------------------------------------------------------------------------------------------------------\n" - ] - }, { "cell_type": "markdown", "metadata": { @@ -806,15 +772,6 @@ " headers=json_headers)" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "U7npocJ0pTGu" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { @@ -848,12 +805,12 @@ }, { "cell_type": "markdown", - "metadata": { - "id": "NUci7Tv8pTG1" - }, "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] + "# 7. How to filter time series objects by metadata attributes?\n" + ], + "metadata": { + "id": "29CgGW2KFFZl" + } }, { "cell_type": "markdown", @@ -861,8 +818,6 @@ "id": "l_AgAe-npTG1" }, "source": [ - "# 7. How to filter time series objects by metadata attributes?\n", - "\n", "### Available query parameters\n", "To filter time series objects by metadata attributes you can use the following query parameters:\n", "\n", @@ -903,7 +858,7 @@ "id": "QZfqgPYqyy5Z" }, "source": [ - "## How to filter time series objects by their name?" + "# 8. How to filter time series objects by their name?" ] }, { @@ -925,12 +880,12 @@ }, { "cell_type": "markdown", - "metadata": { - "id": "ByVK53bkpTG6" - }, "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] + "# 9. Monitoring Networks" + ], + "metadata": { + "id": "mQJI6WDaFK4T" + } }, { "cell_type": "markdown", @@ -938,7 +893,6 @@ "id": "oGh3UIsUVPDm" }, "source": [ - "## Monitoring Networks\n", "Monitoring networks allow you to group time series based on self-defined characteristics, e.g. by monitoring goal (surface water or weather) or observation type (water level, flow, temperature). Time series that are grouped by a monitoring network are listed in Lizard Catalogue where users can easily find the time series their interested in and open them in Lizard Portal or the API (https://demo.lizard.net/catalogue or https://[yourportal].lizard.net/catalogue).
\n", "\n", "One example of a monitoring network is the KNMI weatherstations group. These are different locations with individual measurements, but with similar attributes.\n", @@ -1276,7 +1230,7 @@ "id": "owpCH7YTpTG6" }, "source": [ - "# 8. How to query raw time series events?" + "# 10. How to query raw time series events?" ] }, { @@ -1606,22 +1560,13 @@ "time_series_events_by_date_last_modified" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "3R7AfSeapTHZ" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { "id": "ULT7QeTOpTHa" }, "source": [ - "# 9. How to query aggregated time series events?" + "# 11. How to query aggregated time series events?" ] }, { @@ -1802,22 +1747,13 @@ "# In this case all counts except the start and finish are different (24 hours * 7 days = 168, meaning every hour an event (or data entry) can be found)" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "xMSHap8KpTH3" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { "id": "BRpsPgaOpTH3" }, "source": [ - "# 10. How to query percentiles of time series events?\n" + "# 12. How to query percentiles of time series events?\n" ] }, { @@ -1826,7 +1762,6 @@ "id": "KoyZRKKX4qHp" }, "source": [ - "### Time series percentiles endpoint\n", "Lizard enables you to query percentiles of your time series events via the `percentiles` endpoint.
\n", "Again you will need the UUID of the time series object to query percentiles, template: **demo.lizard.net/api/v4/timeseries/*{uuid of time series object}*/percentiles/**\n", "\n", @@ -1896,21 +1831,26 @@ "d4A19-Mi2Ju4", "xyrx9Yrp2Rkh", "48c5pfSD1WtR", + "fx2AoF-RAlf-", "PyU7t2OTpTF3", + "NFdpUtVppTF8", + "we1dK3_KpTGe", + "6HaQ9jRApTGm", "lckOQM-xpTGv", + "29CgGW2KFFZl", "QZfqgPYqyy5Z", - "fboYunI_eA7G", - "8lRSTZrwgIHE", - "rpPGKe3kgW2H", + "mQJI6WDaFK4T", + "owpCH7YTpTG6", "inZHUj5qpTHH", "RJH3CkgvpTHM", "67y0h70XpTHR", "1VaNNfp2pTHU", + "ULT7QeTOpTHa", "nx9d3GcEpTHa", "etPheSDSpTHb", "jHqLHUzkpTHl", "Vz02gl5upTHw", - "KoyZRKKX4qHp" + "BRpsPgaOpTH3" ], "provenance": [] }, @@ -1934,4 +1874,4 @@ }, "nbformat": 4, "nbformat_minor": 0 -} \ No newline at end of file +} From 550aec2968f1038bca1902d59fff851be47c6062 Mon Sep 17 00:00:00 2001 From: joostsijm Date: Thu, 28 Dec 2023 14:45:37 +0100 Subject: [PATCH 4/9] Correct instructions install Jupyter dependencies --- .../Lizard_Time_Series_API_V4_Tutorial.ipynb | 410 ++++++++---------- 1 file changed, 191 insertions(+), 219 deletions(-) diff --git a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb index 422d66b..ce4bd5e 100644 --- a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb +++ b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb @@ -26,12 +26,12 @@ }, { "cell_type": "markdown", - "source": [ - "# The Time Series Data Model explained" - ], "metadata": { "id": "QgmXi_hH1htS" - } + }, + "source": [ + "# The Time Series Data Model explained" + ] }, { "cell_type": "markdown", @@ -46,16 +46,19 @@ }, { "cell_type": "markdown", + "metadata": { + "id": "d4A19-Mi2Ju4" + }, "source": [ "### Time Series Metadata\n", "The time series meta data consists of numerous attributes that are explained below. Some are mandatory, some optional and some are created by Lizard." - ], - "metadata": { - "id": "d4A19-Mi2Ju4" - } + ] }, { "cell_type": "markdown", + "metadata": { + "id": "uTW-bEMb2L5S" + }, "source": [ "| **Attribute** | **Example** | **Requirement**| **Format**\n", "|:------|:------|:------|:------|\n", @@ -75,36 +78,33 @@ "| **Extra_metadata** | {\"bla1\": bla1,\"bla2\": bla2,\"bla3\": bla3,\"bla4\":bla4} |Optional| valid JSON, null is NOT allowed\n", "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format" - ], - "metadata": { - "id": "uTW-bEMb2L5S" - } + ] }, { "cell_type": "markdown", + "metadata": { + "id": "xyrx9Yrp2Rkh" + }, "source": [ "### Time Series Events\n", "Time Series Events, or the actual values per time step, consist of a few attributes. An example is visible below this section." - ], - "metadata": { - "id": "xyrx9Yrp2Rkh" - } + ] }, { "cell_type": "markdown", + "metadata": { + "id": "oZ0rqyNu2XMs" + }, "source": [ "| **Attribute** | **Example** | **Requirement**| **Format**\n", "|:------|:------|:------|:------|\n", "| **Time** | 2020-04-23T00:00:00Z |Mandatory|string in ISO8601 format\n", "| **Value** | 1.709 |Optional|number, string or boolean (depends on given value_type attributa in time series object metadata\n", - "| **Flag** | 5 |Optional|integer\n", - "| **Comment** | Reliable |Optional|string\n", - "| **Last_modified** | 2020-04-23T00:00:00Z |Read only|number, string or boolean (depends on given value_type attributa in time series object metadata\n", - "| **Detection_limit** | < |Optional|<, > or empty string" - ], - "metadata": { - "id": "oZ0rqyNu2XMs" - } + "| **Flag** | 5 |Optional|integer\n", + "| **Comment** | Reliable |Optional|string\n", + "| **Last_modified** | 2020-04-23T00:00:00Z |Read only|number, string or boolean (depends on given value_type attributa in time series object metadata\n", + "| **Detection_limit** | < |Optional|<, > or empty string" + ] }, { "cell_type": "markdown", @@ -132,13 +132,13 @@ }, { "cell_type": "markdown", + "metadata": { + "id": "48c5pfSD1WtR" + }, "source": [ "### Response\n", "This is an example of a paginated API response in JSON. The default amount of objects the API returns is 10. You can extend the response size using the `page_size=` query parameter" - ], - "metadata": { - "id": "48c5pfSD1WtR" - } + ] }, { "cell_type": "markdown", @@ -148,40 +148,40 @@ "source": [ "```\n", "{\n", - " \"count\": 9925,\n", - " \"next\": \"https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/events/?page=2&time__gte=2020-04-23T00%3A00%3A00\",\n", - " \"previous\": null,\n", - " \"results\": [\n", - " {\n", - " \"time\": \"2020-04-23T00:00:00Z\",\n", - " \"value\": 1.709,\n", - " \"flag\": 0,\n", - " \"validation_code\": \"\",\n", - " \"comment\": \"\",\n", - " \"last_modified\": \"2020-04-25T03:58:56.839756Z\",\n", - " \"detection_limit\": \"\"\n", - " },\n", - " {\n", - " \"time\": \"2020-04-23T00:15:00Z\",\n", - " \"value\": 1.71,\n", - " \"flag\": 0,\n", - " \"validation_code\": \"\",\n", - " \"comment\": \"\",\n", - " \"last_modified\": \"2020-04-25T03:58:56.839898Z\",\n", - " \"detection_limit\": \"\"\n", - " },\n", - " {\n", - " \"time\": \"2020-04-23T00:30:00Z\",\n", - " \"value\": 1.71,\n", - " \"flag\": 0,\n", - " \"validation_code\": \"\",\n", - " \"comment\": \"\",\n", - " \"last_modified\": \"2020-04-25T03:58:56.839985Z\",\n", - " \"detection_limit\": \"\"\n", - " }\n", - " ]\n", - "}\n", - "```" + " \"count\": 9925,\n", + " \"next\": \"https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/events/?page=2&time__gte=2020-04-23T00%3A00%3A00\",\n", + " \"previous\": null,\n", + " \"results\": [\n", + " {\n", + " \"time\": \"2020-04-23T00:00:00Z\",\n", + " \"value\": 1.709,\n", + " \"flag\": 0,\n", + " \"validation_code\": \"\",\n", + " \"comment\": \"\",\n", + " \"last_modified\": \"2020-04-25T03:58:56.839756Z\",\n", + " \"detection_limit\": \"\"\n", + " },\n", + " {\n", + " \"time\": \"2020-04-23T00:15:00Z\",\n", + " \"value\": 1.71,\n", + " \"flag\": 0,\n", + " \"validation_code\": \"\",\n", + " \"comment\": \"\",\n", + " \"last_modified\": \"2020-04-25T03:58:56.839898Z\",\n", + " \"detection_limit\": \"\"\n", + " },\n", + " {\n", + " \"time\": \"2020-04-23T00:30:00Z\",\n", + " \"value\": 1.71,\n", + " \"flag\": 0,\n", + " \"validation_code\": \"\",\n", + " \"comment\": \"\",\n", + " \"last_modified\": \"2020-04-25T03:58:56.839985Z\",\n", + " \"detection_limit\": \"\"\n", + " }\n", + " ]\n", + "}\n", + "```" ] }, { @@ -219,62 +219,68 @@ "id": "7wxXyiJHpTFy" }, "source": [ - "First we have to make sure the correct packages are installed in a virtual environment.\n", - "Using Google Colab, the environment is automatically managed.\n", - "With using Jupyter Notebook, manual creating a local virtual environment is necessary.\n", - "Follow the 'Virtual environment' for Windows, Linux users are expected figure it out themselves." + "Before starting the tutorial, we have to make sure the correct packages are available.\n", + "Using Jupyter Notebook, the manual creating of a [virtual environment](https://docs.python.org/3/library/venv.html) is necessary.\n", + "Instructions are written for Windows, Linux users are expected to figure it out themselves.\n", + "When using [Google Colab](https://colab.research.google.com/github/nens/lizard-docs/blob/master/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb), the environment is automatically managed." ] }, { "cell_type": "markdown", + "metadata": { + "id": "fx2AoF-RAlf-" + }, "source": [ "### Jupyter Notebook\n", - "When using Jupyter Notebook, it's recommended to create a Python virtual environment.\n", + "When using Jupyter Notebook, it's recommended to create the Jupyter Kernel in a Python virtual environment.\n", "Once created and activated, packages can be installed in the environment with Conda or pip.\n", - "It is expected that Python is already installed." - ], - "metadata": { - "id": "fx2AoF-RAlf-" - } + "It is expected that Python and Jupyter Notebook are already installed." + ] }, { "cell_type": "markdown", + "metadata": { + "id": "hlk0hK3KAVFJ" + }, "source": [ - "1. Open a new terminal of the `cmd` command prompt .\n", + "1. Open a new terminal of the `cmd` command prompt.\n", "2. Navigate to a directory where you want to install your virtual environment.\n", " - Navigate to a directory by running the command `cd {directory}`.\n", - "3. Create the virtual environment in the selected directory, run: `py -m venv {virtual environment name}`.\n", + "3. Create the virtual environment in the selected directory.\n", + " - Run: `py -m venv {virtual environment name}`.\n", " - Example, run: `py -m venv lizard`.\n", - "4. Activate the environment, run: `./{virtual environment name}\\Scripts\\activate.bat\"`.\n", + "4. Activate the environment.\n", + " - Run: `./{virtual environment name}\\Scripts\\activate.bat\"`.\n", " - You should now see `({virtual environment name})` before the terminal line.\n", - "5. Create a Jupyter kernal, run: `ipython kernel install --user --name=lizard`.\n", - "6. Open the notebook from inside the environment, run: `jupyter notebook`.\n", + "5. Create a Jupyter kernel.\n", + " - Run: `ipython kernel install --user --name=lizard`.\n", + "6. Download the [requirements.txt](https://github.com/nens/lizard-docs/blob/master/source/files/tutorials/requirements.txt) file which describes the required packages.\n", + " - Example: `wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt`\n", + "7. To install the packages.\n", + " - Run: `pip install -r \\path\\to\\requirements.txt.\n", + " - Example: `pip install -r C:\\Users\\steven\\Downloads\\requirements.txt`.\n", + "8. Open the Jupiter Notebook from inside the environment.\n", + " - Run: `jupyter notebook`.\n", "\n", - "Once your notebook is started, the created kernel can be selected through the menu.\n", - "Next step is installing the missing package in the new kernel.\n" - ], - "metadata": { - "id": "hlk0hK3KAVFJ" - } + "Once Jupiter has started open this notebook, the created kernel can be selected through the menu.\n", + "Next step is installing the missing package in the new kernel." + ] }, { "cell_type": "markdown", - "source": [ - "### Installing dependencies\n", - "Once our kernel is set up, we can install the required package dependencies in our coding environment.\n", - "In the following snippet the `requirments.txt` file is downloaded, and the packages it contains installed using pip.\n", - "\n" - ], "metadata": { "id": "En0-S9E1AfNB" - } + }, + "source": [ + "### Google Colab\n", + "When using the notebook in [Google Colab](https://colab.research.google.com/github/nens/lizard-docs/blob/master/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb), setup of a kernel isn't necessary.\n", + "Required packages can be installed directly in the coding environment.\n", + "In the following snippet, the `requirments.txt` file is downloaded, and the contained packages are then installed using pip." + ] }, { "cell_type": "code", - "source": [ - "!wget https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", - "%pip install -r requirements.txt" - ], + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -282,59 +288,25 @@ "id": "bHaEtE7nj7l8", "outputId": "bd415c2b-5d34-485b-dd1d-84261f120cfd" }, - "execution_count": 8, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "--2023-12-28 10:53:07-- https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", - "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.111.133, 185.199.108.133, 185.199.109.133, ...\n", - "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.111.133|:443... connected.\n", - "HTTP request sent, awaiting response... 200 OK\n", - "Length: 883 [text/plain]\n", - "Saving to: ‘requirements.txt.1’\n", - "\n", - "\rrequirements.txt.1 0%[ ] 0 --.-KB/s \rrequirements.txt.1 100%[===================>] 883 --.-KB/s in 0s \n", - "\n", - "2023-12-28 10:53:07 (63.9 MB/s) - ‘requirements.txt.1’ saved [883/883]\n", - "\n", - "Requirement already satisfied: certifi==2023.11.17 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 7)) (2023.11.17)\n", - "Requirement already satisfied: charset-normalizer==3.3.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 9)) (3.3.2)\n", - "Requirement already satisfied: contourpy==1.2.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 11)) (1.2.0)\n", - "Requirement already satisfied: cycler==0.12.1 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 13)) (0.12.1)\n", - "Requirement already satisfied: fonttools==4.47.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 15)) (4.47.0)\n", - "Requirement already satisfied: idna==3.6 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 17)) (3.6)\n", - "Requirement already satisfied: kiwisolver==1.4.5 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 19)) (1.4.5)\n", - "Requirement already satisfied: matplotlib==3.8.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 21)) (3.8.2)\n", - "Requirement already satisfied: numpy==1.26.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 23)) (1.26.2)\n", - "Requirement already satisfied: packaging==23.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 28)) (23.2)\n", - "Requirement already satisfied: pandas==2.1.4 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 30)) (2.1.4)\n", - "Requirement already satisfied: pillow==10.1.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 32)) (10.1.0)\n", - "Requirement already satisfied: pyparsing==3.1.1 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 34)) (3.1.1)\n", - "Requirement already satisfied: python-dateutil==2.8.2 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 36)) (2.8.2)\n", - "Requirement already satisfied: pytz==2023.3.post1 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 40)) (2023.3.post1)\n", - "Requirement already satisfied: requests==2.31.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 42)) (2.31.0)\n", - "Requirement already satisfied: six==1.16.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 44)) (1.16.0)\n", - "Requirement already satisfied: tzdata==2023.3 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 46)) (2023.3)\n", - "Requirement already satisfied: urllib3==2.1.0 in /usr/local/lib/python3.10/dist-packages (from -r requirements.txt (line 48)) (2.1.0)\n" - ] - } + "outputs": [], + "source": [ + "!wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", + "%pip install -r requirements.txt" ] }, { "cell_type": "markdown", + "metadata": { + "id": "qIUrWx67DJNm" + }, "source": [ "# 1. Importing Python dependencies\n", "The following snippet installs the required modules, we have just installed, to run the code." - ], - "metadata": { - "id": "qIUrWx67DJNm" - } + ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": { "id": "hX3ZywfQpTFz" }, @@ -389,10 +361,10 @@ "password = '...' # Generate your own API key at the Lizard Management page as practice\n", "\n", "json_headers = {\n", - " \"username\": username,\n", - " \"password\": password,\n", - " \"Content-Type\": \"application/json\",\n", - " }" + " \"username\": username,\n", + " \"password\": password,\n", + " \"Content-Type\": \"application/json\",\n", + " }" ] }, { @@ -433,7 +405,7 @@ "\n", "\n", "[{'time': '2019-01-28T15:44:13Z', 'value': 0.000471},
\n", - "{'time': '2019-01-28T15:45:07Z', 'value': 0.00045}]" + "{'time': '2019-01-28T15:45:07Z', 'value': 0.00045}]" ] }, { @@ -447,15 +419,15 @@ "# Here is a test time series, feel free to import your own or adjust the data as much as you would like\n", "\n", "time_series = [{'time': '2019-01-27T12:00:00Z', 'value': '0.03'},\n", - " {'time': '2019-01-28T00:00:00Z', 'value': '0.036'},\n", - " {'time': '2019-01-28T12:00:00Z', 'value': '0.05'},\n", - " {'time': '2019-01-29T00:00:00Z', 'value': '0.055'},\n", - " {'time': '2019-01-29T12:00:00Z', 'value': '0.025'},\n", - " {'time': '2019-01-30T00:00:00Z', 'value': '0.04'},\n", - " {'time': '2019-02-01T00:00:00Z', 'value': '0.08'},\n", - " {'time': '2019-02-03T12:00:00Z', 'value': '0.04'},\n", - " {'time': '2019-02-06T00:00:00Z', 'value': '0.015'},\n", - " {'time': '2019-02-25T12:00:00Z', 'value': '0.005'}]" + " {'time': '2019-01-28T00:00:00Z', 'value': '0.036'},\n", + " {'time': '2019-01-28T12:00:00Z', 'value': '0.05'},\n", + " {'time': '2019-01-29T00:00:00Z', 'value': '0.055'},\n", + " {'time': '2019-01-29T12:00:00Z', 'value': '0.025'},\n", + " {'time': '2019-01-30T00:00:00Z', 'value': '0.04'},\n", + " {'time': '2019-02-01T00:00:00Z', 'value': '0.08'},\n", + " {'time': '2019-02-03T12:00:00Z', 'value': '0.04'},\n", + " {'time': '2019-02-06T00:00:00Z', 'value': '0.015'},\n", + " {'time': '2019-02-25T12:00:00Z', 'value': '0.005'}]" ] }, { @@ -500,22 +472,22 @@ "# Fill in the additional data required!\n", "\n", "data = {'name':'...', # Give a name to your location\n", - " 'access_modifier':., # Determine what access modifier you want to give the location, supply an integer\n", - " 'code':'...', # Give a unique code for your location (can be letters and numbers)\n", - " 'organisation': organisation_uuid,\n", - " 'geometry':{\n", - " \"type\": \"Point\",\n", - " \"coordinates\": [\n", - " 4.683839188453384,\n", - " 52.49446759721568,\n", - " 0.0\n", - " ]\n", - " },\n", - " 'ddsc_show_on_map':True}\n", - "\n", - "r = requests.post(url=location_url, data=json.dumps(data), headers=json_headers)\n", - "\n", - "print(r.json())" + " 'access_modifier':., # Determine what access modifier you want to give the location, supply an integer\n", + " 'code':'...', # Give a unique code for your location (can be letters and numbers)\n", + " 'organisation': organisation_uuid,\n", + " 'geometry':{\n", + " \"type\": \"Point\",\n", + " \"coordinates\": [\n", + " 4.683839188453384,\n", + " 52.49446759721568,\n", + " 0.0\n", + " ]\n", + " },\n", + " 'ddsc_show_on_map':True}\n", + "\n", + "r = requests.post(url=location_url, data=json.dumps(data), headers=json_headers)\n", + "\n", + "print(r.json())" ] }, { @@ -573,18 +545,18 @@ "observation_code = ... # Give the code for hydraulic head\n", "\n", "data = {'name':'', # Give a name to your location\n", - " 'access_modifier':, # Determine what access modifier you want to give the location, supply an integer\n", - " 'code':'', # Give a unique code for your location (can be letters and numbers)\n", - " 'location': location_uuid,\n", - " 'value_type':1,\n", - " 'observation_type': observation_code,\n", - " 'timeseries_type':None}\n", - "\n", - "r = requests.post(url=timeseries_url,\n", - " data=json.dumps(data),\n", - " headers=json_headers)\n", - "\n", - "print(r.json())" + " 'access_modifier':, # Determine what access modifier you want to give the location, supply an integer\n", + " 'code':'', # Give a unique code for your location (can be letters and numbers)\n", + " 'location': location_uuid,\n", + " 'value_type':1,\n", + " 'observation_type': observation_code,\n", + " 'timeseries_type':None}\n", + "\n", + "r = requests.post(url=timeseries_url,\n", + " data=json.dumps(data),\n", + " headers=json_headers)\n", + "\n", + "print(r.json())" ] }, { @@ -618,8 +590,8 @@ "data_url = timeseries_url + timeseries_uuid + '/events/'\n", "\n", "r = requests.post(url=data_url,\n", - " data=json.dumps(time_series),\n", - " headers=json_headers)" + " data=json.dumps(time_series),\n", + " headers=json_headers)" ] }, { @@ -733,16 +705,16 @@ "\n", "# Send the 'post' request\n", "res = requests.post(url=data_url,\n", - " data=json.dumps(dataupload),\n", - " headers=json_headers)\n", - "\n", - "# Send the 'get' request\n", - "res = requests.get(data_url,headers=json_headers).json()['results']\n", - "\n", - "# Inspect the results\n", - "updated_table = pd.DataFrame(res)\n", - "updated_table.index = pd.to_datetime(updated_table['time'])\n", - "print(updated_table[0:5])" + " data=json.dumps(dataupload),\n", + " headers=json_headers)\n", + "\n", + "# Send the 'get' request\n", + "res = requests.get(data_url,headers=json_headers).json()['results']\n", + "\n", + "# Inspect the results\n", + "updated_table = pd.DataFrame(res)\n", + "updated_table.index = pd.to_datetime(updated_table['time'])\n", + "print(updated_table[0:5])" ] }, { @@ -769,7 +741,7 @@ "date = '2019-01-29T12:00:00Z'\n", "url = 'https://demo.lizard.net/api/v4/timeseries/{}/events/{}/'.format(timeseries_uuid, date)\n", "res = requests.delete(url=url,\n", - " headers=json_headers)" + " headers=json_headers)" ] }, { @@ -805,12 +777,12 @@ }, { "cell_type": "markdown", - "source": [ - "# 7. How to filter time series objects by metadata attributes?\n" - ], "metadata": { "id": "29CgGW2KFFZl" - } + }, + "source": [ + "# 7. How to filter time series objects by metadata attributes?\n" + ] }, { "cell_type": "markdown", @@ -880,12 +852,12 @@ }, { "cell_type": "markdown", - "source": [ - "# 9. Monitoring Networks" - ], "metadata": { "id": "mQJI6WDaFK4T" - } + }, + "source": [ + "# 9. Monitoring Networks" + ] }, { "cell_type": "markdown", @@ -960,21 +932,21 @@ "source": [ "# Add our individual elements into a data dictionary\n", "data = {'name': name,\n", - " 'organisation': organisation_uuid,\n", - " 'access_modifier': acces_modifier,\n", - " 'description': description\n", - " }\n", - "\n", - "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/'\n", - "\n", - "# Since we are creating a new monitoring network we are using the POST functionality again.\n", - "res = requests.post(url = url,\n", - " data = json.dumps(data),\n", - " headers = json_headers)\n", - "\n", - "# get the information of the monitoring from the request response:\n", - "response = res.json()\n", - "print(response)" + " 'organisation': organisation_uuid,\n", + " 'access_modifier': acces_modifier,\n", + " 'description': description\n", + " }\n", + "\n", + "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/'\n", + "\n", + "# Since we are creating a new monitoring network we are using the POST functionality again.\n", + "res = requests.post(url = url,\n", + " data = json.dumps(data),\n", + " headers = json_headers)\n", + "\n", + "# get the information of the monitoring from the request response:\n", + "response = res.json()\n", + "print(response)" ] }, { @@ -1855,9 +1827,9 @@ "provenance": [] }, "kernelspec": { - "display_name": "Python 3", + "display_name": "lizard2", "language": "python", - "name": "python3" + "name": "lizard2" }, "language_info": { "codemirror_mode": { @@ -1869,9 +1841,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.11.6" } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 4 } From 0b42ba335473c51cc6d200494718319ab026ada1 Mon Sep 17 00:00:00 2001 From: joostsijm Date: Tue, 2 Jan 2024 11:04:33 +0100 Subject: [PATCH 5/9] chore: Autoformattinu on tutorials notebooks --- ...ng_familiair_with_Lizard_Rasters_API.ipynb | 6416 ++++++++--------- ...d_in_the_Scenario_Archive_in_Lizard_.ipynb | 2156 +++--- .../Lizard_Time_Series_API_V4_Tutorial.ipynb | 3692 +++++----- 3 files changed, 6127 insertions(+), 6137 deletions(-) diff --git a/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb b/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb index de2dcec..096b7f3 100644 --- a/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb +++ b/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb @@ -1,3228 +1,3220 @@ { - "nbformat": 4, - "nbformat_minor": 0, - "metadata": { + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "dMFERmjmX_dy" + }, + "source": [ + "\n", + "\n", + "# Getting familiair with Lizard Rasters API V4\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FQ79duRxpTFt" + }, + "source": [ + "Welcome! In this Notebook we will help you get more familiair with the Lizard Rasters API V4. If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl. \n", + "\n", + "## Introduction\n", + "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment. The Lizard Raster Server allows for storage of (temporal) raster data. \n", + "\n", + "The storage of rasters data and the disclosure in the API within Lizard are focussed on high performance and retrieving relevant information out of it for data science & visualisation purposes. There are options to make advanced queries to:\n", + "\n", + "- Retrieve values for a specific location or area\n", + "\n", + "- Analyse data for a particular period or moment in time\n", + "\n", + "- Map visualization in the lizard portal\n", + "\n", + "- Exporting to a geotiff file\n", + "\n", + "- Connecting with external applications via WMS\n", + "\n", + "- Base block for on-the-fly map calculations and conversions\n", + "\n", + "- API interactions: list, create, (partial) update, retrieve and delete\n", + "\n", + "If you wish to skip to a certain question in this Notebook you can fold out the **Table of Contents** in the panel on the left here.
\n", + "<----------------------------\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "cDGZ8DRZX_d0" + }, + "source": [ + "# Raster Server\n", + "\n", + "Let us first explain a bit more about rasters and the way Lizard stores them.\n", + "\n", + "A raster is a grid of cells organized into rows and columns. Each cell contains a value that represents real-world phenomena, such as water depth. The values can be continuous (e.g. 28.5 degrees) or integer numbers. Integer numbers can represent classes, which is for example used for the raster land use (e.g. 1: Water, 2: Land).\n", + "\n", + "Raster data can be static or temporal: \n", + "* Rasters with static data: each raster grid cell contains one value which is constant over a time period\n", + "* Rasters with temporal data: each raster grid cell contains one value which can change over time\n", + "\n", + "Both types of rasters can be stored in Lizard's Raster Server. Examples of rasters with static data are digital elevation models and land cover maps (can be temporal as well, but these values do not change rapidly over time). Examples of temporal raster datasets are radar measurements of precipitation, air quality or hydrodynamic model results such as flood depths.\n", + "\n", + "\n", + "\n", + "Raster with static data: Digital elevation model | Raster with temporal data: Daily rainfall\n", + "- | - \n", + "\"Drawing\" | \"Drawing\"\n", + "https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ | https://nens.lizard.net/api/v4/rasters/a6ce2c34-fb3f-42f8-9077-784d80cde9c7/" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "g5tpqbTNX_d0" + }, + "source": [ + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dn7df30ypTFu" + }, + "source": [ + "\n", + "---\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NwuyAcGyX_d1" + }, + "source": [ + "## The Raster data model explained Raster layers within Lizard\n", + "When working with Rasters in Lizard you'll have to deal with two main compontents of the raster data model: \n", + "`Raster source` and `Raster layer`. You will first configure a `raster source`, then you'll upload your raster data and that you will publish you data by configuring a `raster layer`. \n", + "\n", + "\"Drawing\"\n", + "\n", + "### Raster Source\n", + "`Raster Source` is the first component you'll have to deal with first when uploading your raster data. The Raster Source will describe all characteristics of your raster and how Lizard has to interpred the data you're going to upload. For example, if the raster is temporal or non-temporal. And if temporal at which interval the raster series will be supplied.\n", + "\n", + "When configuring a raster source, it does not contain any raster data yet. Once configured you can [upload your data to Lizard](https://colab.research.google.com/drive/1m9ECiz_mkkMWdxksAOUReOMHK4X7u-bH#scrollTo=Pd4OivLNX_eC). Lizard requires your data to be in GeoTIFF format. \n", + "\n", + "\n", + "Below you'll find an overview of the attributes of a raster source and which are mandatory, optional or read-only. \n", + "\n", + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **id** | 2 |Read only| integer\n", + "| **uuid** | 1d65a4e1-ac2f-4e66-9e52-1d130d870a34 |Read only | string(36)\n", + "| **url** | https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ |Read only| string(76) https://nens.lizard.net/api/v4/rasters/<--uuid-->/\n", + "| **name** | Hoogte |Mandatory| string(64)\n", + "| **organisation uuid** | eabd2988-1b59-4855-9b82-4b5efa1cef28\" |Mandatory| Organisations use an uuid (universal id). The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations \n", + "| **access modifier** | Public |Mandatory| Public, Common, Private. For more info go to https://docs.lizard.net/b_usermanagement.html#organisations\n", + "| **supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **supplier_code** | raster_1 |Optional| string (code that can be used for your own administration) \n", + "| **temporal** | false |Optional| true, false (default)\n", + "| **interval** | 1 01:00:00|Optional| ISO 8601 format. only required when temporal is true\n", + "| **first value timestamp** | 1970-01-01T00:00:00Z |Read only| string in ISO 8601 format\n", + "| **last value timestamp** | 1970-01-01T00:00:00Z |Read only | string in ISO 8601 format\n", + "| **spatial bounds** | \"west\": 3.227518327467766, \"east\": 7.275203840803029, \"north\": 53.59620052933691, \"south\": 50.72844979465181 |Read only | coordinates in WGS84\n", + "| **projection** | EPSG:28992 |Read only | spatial reference system\n", + "| **origin_x** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **origin_y** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **pixelsize_x** | 0.5 |Read only| null is allowed\n", + "| **pixelsize_y** | -0.5|Read only| null is allowed\n", + "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", + "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format\n", + "| **writable** | false |Optional| true, false (default)\n", + "| **layers** | false |Optional| true, false (default)\n", + "| **labeltypes** | false |Optional| true, false (default)\n", + "| **size** | 4624171 |Read only| size in bytes\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WilpK539pTFv" + }, + "source": [ + "### Raster Layer \n", + "Once you've created a `raster source` and uploaded your raster data to Lizard you can publish your raster to make it visible in Lizard Portal, Lizard Catalogue and to be able to make advanced queries on your data. \n", + "\n", + "Below you'll find that attributes of a raster layer and which are mandatory, optional or read-only. \n", + "\n", + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **id** | 2 |Read only| integer\n", + "| **uuid** | 1d65a4e1-ac2f-4e66-9e52-1d130d870a34 |Read only | string(36)\n", + "| **url** | https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ |Read only| string(76) https://nens.lizard.net/api/v4/rasters/<--uuid-->/\n", + "| **name** | Hoogte |Mandatory| string(64)\n", + "| **organisation uuid** | eabd2988-1b59-4855-9b82-4b5efa1cef28\" |Mandatory| Organisations use an uuid (universal id). The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations \n", + "| **shared with** | Timeseries of precipitation |Optional| list of organisation uuid's for which this raster layer is shared with\n", + "| **observation type** |Hoogte (mNAP)|Mandatory| code (code to any of https://nens.lizard.net/api/v4/observationtypes/)\n", + "| **description** | Hoogte |Optional| string, empty string allowed, null allowed\n", + "| **supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **aggregation type** | curve |Optional| You can define the kind of figure of the raster layer here within Lizard. multiple options: none (default), counts, curve, histogram, sum, average \n", + "| **options** | {\"styles\": \"dem-nl\"} |Optional| dictionary used for the styling of the raster layer. Examples are: Blues, Reds, Greens, etc. (stylings to any of https://demo.lizard.net/api/v3/colormaps/)\n", + "| **rescalable** | false |Optional| true, false (default)\n", + "| **temporal** | false |Optional| true, false (default)\n", + "| **interval** | 1 01:00:00|Optional| ISO 8601 format. only required when temporal is true\n", + "| **access modifier** | Public |Mandatory| Public, Common, Private. For more info go to https://docs.lizard.net/b_usermanagement.html#organisations\n", + "| **first value timestamp** | 1970-01-01T00:00:00Z |Read only| string in ISO 8601 format\n", + "| **last value timestamp** | 1970-01-01T00:00:00Z |Read only | string in ISO 8601 format\n", + "| **source** | |Optional| geoblocks configuration dictionary\n", + "| **spatial bounds** | \"west\": 3.227518327467766, \"east\": 7.275203840803029, \"north\": 53.59620052933691, \"south\": 50.72844979465181 |Read only | coordinates in WGS84\n", + "| **projection** | EPSG:28992 |Read only | spatial reference system\n", + "| **origin_x** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **origin_y** | 0.0 |Read only| in WGS84, null is allowed\n", + "| **pixelsize_x** | 0.5 |Read only| null is allowed\n", + "| **pixelsize_y** | -0.5|Read only| null is allowed\n", + "| **last modified** | 020-07-29T13:26:28.770167Z |Read only | string in ISO 8601 format\n", + "| **datasets** | 2020-07-02T08:56:36Z |Optional| list of string https://demo.lizard.net/api/v4/datasets/\n", + "| **raster sources** |https://nens.lizard.net/api/v4/rastersources/ec469dde-deed-438e-b62e-4dfdd0abd5cc/ |Read only|string(82) as https://nens.lizard.net/api/v4/rastersources/<--raster source uuid-->/\n", + "| **is geoblock** |true |Read only| true or false" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LWn4AcxLpTFv" + }, + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "\n", + "---\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vnj53_KipTFw" + }, + "source": [ + "## The Lizard API explained\n", + "\n", + "Before we will guide you through the API process of creating a `raster source`, uploading data and creating a `raster layer` some information on how the Lizard API works is needed. \n", + "\n", + "The [Lizard API](demo.lizard.net/api/v4/rasters) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API. \n", + "\n", + "### HTTP Methods to use in the Lizard API \n", + "**GET** = use the GET method to retrieve existing raster sources metadata, raster layers metadata or raster data from this layer from the Lizard API
\n", + "**POST** = use the POST method to create a raster source, upload raster data to this raster source and make a raster layer
\n", + "**PUT** = use the PUT method to update raster source and layer metadata, or to update the raster data itself
\n", + "**PATCH** = use the PATCH method to partially update raster source and layer metadata or raster data
\n", + "**DELETE** = use the DELETE method to delete raster layers and raster sources, or its metadata. Also raster data can be deleted from the raster source
\n", + "\n", + "\n", + "#### Response\n", + "This is an example of a paginated API response in JSON from a raster layer. Its metadata is shown here:\n", + "\n", + " {\n", + " \"id\": 91936,\n", + " \"url\": \"https://demo.lizard.net/api/v4/rasters/3eb8ec06-d836-48ea-b103-ae99902d8d5c/\",\n", + " \"name\": \"ncu_rainradar_010min_m_s\",\n", + " \"organisation\": {\n", + " \"url\": \"https://demo.lizard.net/api/v4/organisations/74983d5a-0fd8-4c22-bb09-e7656d570fb6/\",\n", + " \"uuid\": \"74983d5a-0fd8-4c22-bb09-e7656d570fb6\",\n", + " \"name\": \"N&S Branch Office\"\n", + " },\n", + " \"shared_with\": [],\n", + " \"observation_type\": {\n", + " \"url\": \"https://demo.lizard.net/api/v4/observationtypes/822/\",\n", + " \"id\": 822,\n", + " \"code\": \"PRCP_3DI\",\n", + " \"parameter\": \"Precipitation\",\n", + " \"unit\": \"m/s\",\n", + " \"scale\": \"interval\",\n", + " \"description\": \"Precipitation intensity for modelling purposes\",\n", + " \"domain_values\": null,\n", + " \"reference_frame\": \"\",\n", + " \"compartment\": \"\"\n", + " },\n", + " \"description\": \"QPE & QPF every 10 mins from NCU. unit: m/s\",\n", + " \"supplier\": \"zih\",\n", + " \"supplier_code\": null,\n", + " \"aggregation_type\": \"none\",\n", + " \"options\": {\n", + " \"styles\": \"radar-ms\"\n", + " },\n", + " \"rescalable\": true,\n", + " \"temporal\": true,\n", + " \"interval\": \"00:10:00\",\n", + " \"access_modifier\": \"Public\",\n", + " \"first_value_timestamp\": \"2020-08-01T00:00:00Z\",\n", + " \"last_value_timestamp\": \"2020-10-16T20:30:00Z\",\n", + " \"source\": {\n", + " \"name\": \"raster\",\n", + " \"graph\": {\n", + " \"raster\": [\n", + " \"lizard_nxt.blocks.LizardRasterSource\",\n", + " \"1b43057f-a57e-49fa-a0da-508c015c6dac\"\n", + " ]\n", + " }\n", + " },\n", + " \"spatial_bounds\": {\n", + " \"west\": 115.0,\n", + " \"east\": 126.5125,\n", + " \"north\": 29.0125,\n", + " \"south\": 17.987499999999997\n", + " },\n", + " \"projection\": \"EPSG:4326\",\n", + " \"origin_x\": 115.0,\n", + " \"origin_y\": 29.0,\n", + " \"pixelsize_x\": 0.0125,\n", + " \"pixelsize_y\": -0.0125,\n", + " \"last_modified\": \"2020-10-16T14:58:30.030973Z\",\n", + " \"uuid\": \"3eb8ec06-d836-48ea-b103-ae99902d8d5c\",\n", + " \"wms_info\": {\n", + " \"endpoint\": \"https://demo.lizard.net/wms/\",\n", + " \"layer\": \"ns-branch-office:ncu_rainradar_010min_m_s\"\n", + " },\n", + " \"writable\": false,\n", + " \"datasets\": [],\n", + " \"raster_sources\": [],\n", + " \"is_geoblock\": false\n", + " }" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "G1YoTESHpTFx" + }, + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "\n", + "---\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hmZM8s-DpTFx" + }, + "source": [ + "# Tutorial\n", + "Let us now guide you through all the possibilities of the API. We will first show you how a raster layer can be created within Lizard using the POST method (From raster source to raster layer). Then we will show you how to update/change the data of an existing raster source and layer using the PATCH method. After that we will show you how to query raster data from raster layers within Lizard using the GET method, including all the data functionalities for raster data. \n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "9SnHdbpSpTFy" + }, + "source": [ + "## 1. How to import the right Python dependencies" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "7wxXyiJHpTFy" + }, + "source": [ + "We start with importing the right Python dependencies. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { "colab": { - "name": "Getting_familiair_with_Lizard_Rasters_API.ipynb", - "provenance": [], - "collapsed_sections": [] - }, - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.7" + "base_uri": "https://localhost:8080/", + "height": 350 + }, + "id": "hX3ZywfQpTFz", + "outputId": "2725f7cf-2117-4a09-ae6d-e0aa9b08bacf" + }, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "ignored", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0msys\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 11\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mmatplotlib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpyplot\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 12\u001b[0;31m \u001b[0;32mimport\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 13\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mshow\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'rasterio'", + "", + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0;32m\nNOTE: If your import is failing due to a missing package, you can\nmanually install dependencies using either !pip or !apt.\n\nTo view examples of installing some common dependencies, click the\n\"Open Examples\" button below.\n\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n" + ] } + ], + "source": [ + "import os, getpass\n", + "import pandas as pd\n", + "from pandas.io.json import json_normalize\n", + "import requests\n", + "from requests import get, post\n", + "import numpy as np\n", + "import csv, json\n", + "import datetime\n", + "import pickle\n", + "import sys\n", + "import matplotlib.pyplot as plt\n", + "import rasterio\n", + "from rasterio.plot import show" + ] }, - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "dMFERmjmX_dy" - }, - "source": [ - "\n", - "\n", - "# Getting familiair with Lizard Rasters API V4\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "FQ79duRxpTFt" - }, - "source": [ - "Welcome! In this Notebook we will help you get more familiair with the Lizard Rasters API V4. If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl. \n", - "\n", - "## Introduction\n", - "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment. The Lizard Raster Server allows for storage of (temporal) raster data. \n", - "\n", - "The storage of rasters data and the disclosure in the API within Lizard are focussed on high performance and retrieving relevant information out of it for data science & visualisation purposes. There are options to make advanced queries to:\n", - "\n", - "- Retrieve values for a specific location or area\n", - "\n", - "- Analyse data for a particular period or moment in time\n", - "\n", - "- Map visualization in the lizard portal\n", - "\n", - "- Exporting to a geotiff file\n", - "\n", - "- Connecting with external applications via WMS\n", - "\n", - "- Base block for on-the-fly map calculations and conversions\n", - "\n", - "- API interactions: list, create, (partial) update, retrieve and delete\n", - "\n", - "If you wish to skip to a certain question in this Notebook you can fold out the **Table of Contents** in the panel on the left here.
\n", - "<----------------------------\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "cDGZ8DRZX_d0" - }, - "source": [ - "#Raster Server\n", - "\n", - "Let us first explain a bit more about rasters and the way Lizard stores them.\n", - "\n", - "A raster is a grid of cells organized into rows and columns. Each cell contains a value that represents real-world phenomena, such as water depth. The values can be continuous (e.g. 28.5 degrees) or integer numbers. Integer numbers can represent classes, which is for example used for the raster land use (e.g. 1: Water, 2: Land).\n", - "\n", - "Raster data can be static or temporal: \n", - "* Rasters with static data: each raster grid cell contains one value which is constant over a time period\n", - "* Rasters with temporal data: each raster grid cell contains one value which can change over time\n", - "\n", - "Both types of rasters can be stored in Lizard's Raster Server. Examples of rasters with static data are digital elevation models and land cover maps (can be temporal as well, but these values do not change rapidly over time). Examples of temporal raster datasets are radar measurements of precipitation, air quality or hydrodynamic model results such as flood depths.\n", - "\n", - "\n", - "\n", - "Raster with static data: Digital elevation model | Raster with temporal data: Daily rainfall\n", - "- | - \n", - "\"Drawing\" | \"Drawing\"\n", - "https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ | https://nens.lizard.net/api/v4/rasters/a6ce2c34-fb3f-42f8-9077-784d80cde9c7/" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "g5tpqbTNX_d0" - }, - "source": [ - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "dn7df30ypTFu" - }, - "source": [ - "\n", - "---\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "NwuyAcGyX_d1" - }, - "source": [ - "## The Raster data model explained Raster layers within Lizard\n", - "When working with Rasters in Lizard you'll have to deal with two main compontents of the raster data model: \n", - "`Raster source` and `Raster layer`. You will first configure a `raster source`, then you'll upload your raster data and that you will publish you data by configuring a `raster layer`. \n", - "\n", - "\"Drawing\"\n", - "\n", - "### Raster Source\n", - "`Raster Source` is the first component you'll have to deal with first when uploading your raster data. The Raster Source will describe all characteristics of your raster and how Lizard has to interpred the data you're going to upload. For example, if the raster is temporal or non-temporal. And if temporal at which interval the raster series will be supplied.\n", - "\n", - "When configuring a raster source, it does not contain any raster data yet. Once configured you can [upload your data to Lizard](https://colab.research.google.com/drive/1m9ECiz_mkkMWdxksAOUReOMHK4X7u-bH#scrollTo=Pd4OivLNX_eC). Lizard requires your data to be in GeoTIFF format. \n", - "\n", - "\n", - "Below you'll find an overview of the attributes of a raster source and which are mandatory, optional or read-only. \n", - "\n", - "| **Attribute** | **Example** | **Requirement**| **Format**\n", - "|:------|:------|:------|:------|\n", - "| **id** | 2 |Read only| integer\n", - "| **uuid** | 1d65a4e1-ac2f-4e66-9e52-1d130d870a34 |Read only | string(36)\n", - "| **url** | https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ |Read only| string(76) https://nens.lizard.net/api/v4/rasters/<--uuid-->/\n", - "| **name** | Hoogte |Mandatory| string(64)\n", - "| **organisation uuid** | eabd2988-1b59-4855-9b82-4b5efa1cef28\" |Mandatory| Organisations use an uuid (universal id). The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations \n", - "| **access modifier** | Public |Mandatory| Public, Common, Private. For more info go to https://docs.lizard.net/b_usermanagement.html#organisations\n", - "| **supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", - "| **supplier_code** | raster_1 |Optional| string (code that can be used for your own administration) \n", - "| **temporal** | false |Optional| true, false (default)\n", - "| **interval** | 1 01:00:00|Optional| ISO 8601 format. only required when temporal is true\n", - "| **first value timestamp** | 1970-01-01T00:00:00Z |Read only| string in ISO 8601 format\n", - "| **last value timestamp** | 1970-01-01T00:00:00Z |Read only | string in ISO 8601 format\n", - "| **spatial bounds** | \"west\": 3.227518327467766, \"east\": 7.275203840803029, \"north\": 53.59620052933691, \"south\": 50.72844979465181 |Read only | coordinates in WGS84\n", - "| **projection** | EPSG:28992 |Read only | spatial reference system\n", - "| **origin_x** | 0.0 |Read only| in WGS84, null is allowed\n", - "| **origin_y** | 0.0 |Read only| in WGS84, null is allowed\n", - "| **pixelsize_x** | 0.5 |Read only| null is allowed\n", - "| **pixelsize_y** | -0.5|Read only| null is allowed\n", - "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", - "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format\n", - "| **writable** | false |Optional| true, false (default)\n", - "| **layers** | false |Optional| true, false (default)\n", - "| **labeltypes** | false |Optional| true, false (default)\n", - "| **size** | 4624171 |Read only| size in bytes\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "WilpK539pTFv" - }, - "source": [ - "### Raster Layer \n", - "Once you've created a `raster source` and uploaded your raster data to Lizard you can publish your raster to make it visible in Lizard Portal, Lizard Catalogue and to be able to make advanced queries on your data. \n", - "\n", - "Below you'll find that attributes of a raster layer and which are mandatory, optional or read-only. \n", - "\n", - "| **Attribute** | **Example** | **Requirement**| **Format**\n", - "|:------|:------|:------|:------|\n", - "| **id** | 2 |Read only| integer\n", - "| **uuid** | 1d65a4e1-ac2f-4e66-9e52-1d130d870a34 |Read only | string(36)\n", - "| **url** | https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/ |Read only| string(76) https://nens.lizard.net/api/v4/rasters/<--uuid-->/\n", - "| **name** | Hoogte |Mandatory| string(64)\n", - "| **organisation uuid** | eabd2988-1b59-4855-9b82-4b5efa1cef28\" |Mandatory| Organisations use an uuid (universal id). The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations \n", - "| **shared with** | Timeseries of precipitation |Optional| list of organisation uuid's for which this raster layer is shared with\n", - "| **observation type** |Hoogte (mNAP)|Mandatory| code (code to any of https://nens.lizard.net/api/v4/observationtypes/)\n", - "| **description** | Hoogte |Optional| string, empty string allowed, null allowed\n", - "| **supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", - "| **aggregation type** | curve |Optional| You can define the kind of figure of the raster layer here within Lizard. multiple options: none (default), counts, curve, histogram, sum, average \n", - "| **options** | {\"styles\": \"dem-nl\"} |Optional| dictionary used for the styling of the raster layer. Examples are: Blues, Reds, Greens, etc. (stylings to any of https://demo.lizard.net/api/v3/colormaps/)\n", - "| **rescalable** | false |Optional| true, false (default)\n", - "| **temporal** | false |Optional| true, false (default)\n", - "| **interval** | 1 01:00:00|Optional| ISO 8601 format. only required when temporal is true\n", - "| **access modifier** | Public |Mandatory| Public, Common, Private. For more info go to https://docs.lizard.net/b_usermanagement.html#organisations\n", - "| **first value timestamp** | 1970-01-01T00:00:00Z |Read only| string in ISO 8601 format\n", - "| **last value timestamp** | 1970-01-01T00:00:00Z |Read only | string in ISO 8601 format\n", - "| **source** | |Optional| geoblocks configuration dictionary\n", - "| **spatial bounds** | \"west\": 3.227518327467766, \"east\": 7.275203840803029, \"north\": 53.59620052933691, \"south\": 50.72844979465181 |Read only | coordinates in WGS84\n", - "| **projection** | EPSG:28992 |Read only | spatial reference system\n", - "| **origin_x** | 0.0 |Read only| in WGS84, null is allowed\n", - "| **origin_y** | 0.0 |Read only| in WGS84, null is allowed\n", - "| **pixelsize_x** | 0.5 |Read only| null is allowed\n", - "| **pixelsize_y** | -0.5|Read only| null is allowed\n", - "| **last modified** | 020-07-29T13:26:28.770167Z |Read only | string in ISO 8601 format\n", - "| **datasets** | 2020-07-02T08:56:36Z |Optional| list of string https://demo.lizard.net/api/v4/datasets/\n", - "| **raster sources** |https://nens.lizard.net/api/v4/rastersources/ec469dde-deed-438e-b62e-4dfdd0abd5cc/ |Read only|string(82) as https://nens.lizard.net/api/v4/rastersources/<--raster source uuid-->/\n", - "| **is geoblock** |true |Read only| true or false" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "LWn4AcxLpTFv" - }, - "source": [ - "\n", - "\n", - "---\n", - "\n", - "\n", - "\n", - "---\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "vnj53_KipTFw" - }, - "source": [ - "## The Lizard API explained\n", - "\n", - "Before we will guide you through the API process of creating a `raster source`, uploading data and creating a `raster layer` some information on how the Lizard API works is needed. \n", - "\n", - "The [Lizard API](demo.lizard.net/api/v4/rasters) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API. \n", - "\n", - "### HTTP Methods to use in the Lizard API \n", - "**GET** = use the GET method to retrieve existing raster sources metadata, raster layers metadata or raster data from this layer from the Lizard API
\n", - "**POST** = use the POST method to create a raster source, upload raster data to this raster source and make a raster layer
\n", - "**PUT** = use the PUT method to update raster source and layer metadata, or to update the raster data itself
\n", - "**PATCH** = use the PATCH method to partially update raster source and layer metadata or raster data
\n", - "**DELETE** = use the DELETE method to delete raster layers and raster sources, or its metadata. Also raster data can be deleted from the raster source
\n", - "\n", - "\n", - "#### Response\n", - "This is an example of a paginated API response in JSON from a raster layer. Its metadata is shown here:\n", - "\n", - " {\n", - " \"id\": 91936,\n", - " \"url\": \"https://demo.lizard.net/api/v4/rasters/3eb8ec06-d836-48ea-b103-ae99902d8d5c/\",\n", - " \"name\": \"ncu_rainradar_010min_m_s\",\n", - " \"organisation\": {\n", - " \"url\": \"https://demo.lizard.net/api/v4/organisations/74983d5a-0fd8-4c22-bb09-e7656d570fb6/\",\n", - " \"uuid\": \"74983d5a-0fd8-4c22-bb09-e7656d570fb6\",\n", - " \"name\": \"N&S Branch Office\"\n", - " },\n", - " \"shared_with\": [],\n", - " \"observation_type\": {\n", - " \"url\": \"https://demo.lizard.net/api/v4/observationtypes/822/\",\n", - " \"id\": 822,\n", - " \"code\": \"PRCP_3DI\",\n", - " \"parameter\": \"Precipitation\",\n", - " \"unit\": \"m/s\",\n", - " \"scale\": \"interval\",\n", - " \"description\": \"Precipitation intensity for modelling purposes\",\n", - " \"domain_values\": null,\n", - " \"reference_frame\": \"\",\n", - " \"compartment\": \"\"\n", - " },\n", - " \"description\": \"QPE & QPF every 10 mins from NCU. unit: m/s\",\n", - " \"supplier\": \"zih\",\n", - " \"supplier_code\": null,\n", - " \"aggregation_type\": \"none\",\n", - " \"options\": {\n", - " \"styles\": \"radar-ms\"\n", - " },\n", - " \"rescalable\": true,\n", - " \"temporal\": true,\n", - " \"interval\": \"00:10:00\",\n", - " \"access_modifier\": \"Public\",\n", - " \"first_value_timestamp\": \"2020-08-01T00:00:00Z\",\n", - " \"last_value_timestamp\": \"2020-10-16T20:30:00Z\",\n", - " \"source\": {\n", - " \"name\": \"raster\",\n", - " \"graph\": {\n", - " \"raster\": [\n", - " \"lizard_nxt.blocks.LizardRasterSource\",\n", - " \"1b43057f-a57e-49fa-a0da-508c015c6dac\"\n", - " ]\n", - " }\n", - " },\n", - " \"spatial_bounds\": {\n", - " \"west\": 115.0,\n", - " \"east\": 126.5125,\n", - " \"north\": 29.0125,\n", - " \"south\": 17.987499999999997\n", - " },\n", - " \"projection\": \"EPSG:4326\",\n", - " \"origin_x\": 115.0,\n", - " \"origin_y\": 29.0,\n", - " \"pixelsize_x\": 0.0125,\n", - " \"pixelsize_y\": -0.0125,\n", - " \"last_modified\": \"2020-10-16T14:58:30.030973Z\",\n", - " \"uuid\": \"3eb8ec06-d836-48ea-b103-ae99902d8d5c\",\n", - " \"wms_info\": {\n", - " \"endpoint\": \"https://demo.lizard.net/wms/\",\n", - " \"layer\": \"ns-branch-office:ncu_rainradar_010min_m_s\"\n", - " },\n", - " \"writable\": false,\n", - " \"datasets\": [],\n", - " \"raster_sources\": [],\n", - " \"is_geoblock\": false\n", - " }" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "G1YoTESHpTFx" - }, - "source": [ - "\n", - "\n", - "---\n", - "\n", - "\n", - "\n", - "---\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "hmZM8s-DpTFx" - }, - "source": [ - "# Tutorial\n", - "Let us now guide you through all the possibilities of the API. We will first show you how a raster layer can be created within Lizard using the POST method (From raster source to raster layer). Then we will show you how to update/change the data of an existing raster source and layer using the PATCH method. After that we will show you how to query raster data from raster layers within Lizard using the GET method, including all the data functionalities for raster data. \n", - "\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "9SnHdbpSpTFy" - }, - "source": [ - "## 1. How to import the right Python dependencies" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "7wxXyiJHpTFy" - }, - "source": [ - "We start with importing the right Python dependencies. " - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "hX3ZywfQpTFz", - "colab": { - "base_uri": "https://localhost:8080/", - "height": 350 - }, - "outputId": "2725f7cf-2117-4a09-ae6d-e0aa9b08bacf" - }, - "source": [ - "import os, getpass\n", - "import pandas as pd\n", - "from pandas.io.json import json_normalize\n", - "import requests\n", - "from requests import get, post\n", - "import numpy as np\n", - "import csv, json\n", - "import datetime\n", - "import pickle\n", - "import sys\n", - "import matplotlib.pyplot as plt\n", - "import rasterio\n", - "from rasterio.plot import show" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "error", - "ename": "ModuleNotFoundError", - "evalue": "ignored", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0msys\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 11\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mmatplotlib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpyplot\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 12\u001b[0;31m \u001b[0;32mimport\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 13\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mshow\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'rasterio'", - "", - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0;32m\nNOTE: If your import is failing due to a missing package, you can\nmanually install dependencies using either !pip or !apt.\n\nTo view examples of installing some common dependencies, click the\n\"Open Examples\" button below.\n\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n" - ] - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "16EJWmMIpTF2" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "PyU7t2OTpTF3" - }, - "source": [ - "## 2. How to authenticate with Lizard\n", - "Authenticating to the REST API outside of a browser is done by attaching a Personal API Key to every request. You can attach a Personal API Key to a request by using HTTP Basic Authentication with password = {your api key}. The username needs to be fixed to __key__ (with double underscores on both sides of the word “key”).\n", - "\n", - "Generate a Personal API key at https://demo.lizard.net/management/. It is considered best practise to generate one Personal API Key per application or script, so that you can selectively revoke keys in case they are compromised. Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n", - "\n", - "For this tutorial we made a personal api key:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "PZYpvRuKpTF3" - }, - "source": [ - "username = '__key__'\n", - "password = 'hXDjanv5.edJEoaohJrpKDK9h6Yp5f4oF4U3foXWk'\n", - "json_headers = {\n", - " \"username\": username,\n", - " \"password\": password,\n", - " \"Content-Type\": \"application/json\",\n", - " }" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "j6MhQclYpTF8" - }, - "source": [ - "\n", - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Pd4OivLNX_eC" - }, - "source": [ - "## 3. How to create a raster source and upload raster data to it using the POST method? \n", - "\n", - "In this section, we will show you how to create a raster source and upload the raster data to this raster source. The steps are elaborated below:\n", - "\n", - "\"Drawing\"" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "PwmQxiyXX_eC" - }, - "source": [ - "**Step 1: Create a raster source and define its configurations**\n", - "\n", - "First of all, we need to create a raster source within Lizard and define its configurations. For the configuration settings some variables are mandatory, whereas others are optional: \n", - "\n", - "| **Attribute** | **Example** | **Requirement**| **Format**\n", - "|:------|:------|:------|:------|\n", - "| **name** | Test raster |Read only| String(64)\n", - "| **description** | This is the description of the test raster |Optional| string\n", - "| **supplier** |<--username--> |Optional| string (recommended to use your own username or the one from your service account)\n", - "| **acces_modifier** | Private |Mandatory| Private, Public\n", - "| **organisation** | 70b0c750-d234-43b9-bb75-3454b05c2b0d |Mandatory| The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations\n", - "| **temporal** | False |Mandatory| False, true (for temperal rasters you need to define temporal:True and interval:e.g. 1 01:00:00 [ISO-8601-format])\n", - "\n", - "In the example below, we create a raster source with the example variables elaborated above." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "vWVDpEWyX_eD", - "colab": { - "base_uri": "https://localhost:8080/" - }, - "outputId": "30767a72-8389-4e71-b3c1-04d003490207" - }, - "source": [ - "raster_sources_url = \"https://nens.lizard.net/api/v4/rastersources/\" #use rastersources endpoint\n", - "\n", - "configuration = {'name': 'Test raster',\n", - " 'description': 'This is the decription of the test raster', \n", - " #'supplier': 'valerie.demetriades',\n", - " 'access_modifier': 'Private', \n", - " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #geoblocks demo organisation\n", - " 'temporal': False #temporal=true then interval\n", - " #'interval': \"01:00:00\", #ISO 8601-format, (\"1 01:00:00\")\n", - " }\n", - "\n", - "r = post(url=raster_sources_url, json = configuration, headers=json_headers)\n", - "\n", - "r_rastersource = r.json() # save the r.json response as a new parameter \"r_rastersource\"\n", - "print(r_rastersource)" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "{'id': 123846, 'uuid': '3ccdc91d-bbf6-44d7-8b2a-76093d3613cb', 'url': 'https://nens.lizard.net/api/v4/rastersources/3ccdc91d-bbf6-44d7-8b2a-76093d3613cb/', 'name': 'Test raster', 'description': 'This is the decription of the test raster', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'access_modifier': 'Private', 'supplier': None, 'supplier_code': None, 'temporal': False, 'interval': None, 'first_value_timestamp': None, 'last_value_timestamp': None, 'spatial_bounds': None, 'projection': None, 'origin_x': None, 'origin_y': None, 'pixelsize_x': None, 'pixelsize_y': None, 'created': '2021-04-08T10:52:04.897592Z', 'last_modified': '2021-04-08T10:52:04.897566Z', 'writable': True, 'layers': [], 'labeltypes': [], 'size': None}\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Ydk8cPSZX_eH" - }, - "source": [ - "Now a raster source is created with the uuid b8f72818-e5eb-4aca-8225-84cd4840f0a5. The metadata of this raster source is available at https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/. All other metadata variables that are optional or read only are visible in this url. The next step is to add data to this raster source." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "NSz2vAnQX_eH" - }, - "source": [ - "**Step 2: Upload the raster data(raster.tiff) to the newly created raster source from step 1**\n", - "\n", - "A raster source has now been made, e.g., raster with uuid \"b8f72818-e5eb-4aca-8225-84cd4840f0a5\". The next step is to post raster data to this raster layer:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "BOHuyiDbX_eI", - "colab": { - "base_uri": "https://localhost:8080/", - "height": 214 - }, - "outputId": "f1236b92-71e7-4982-d53a-2cd4cbe4b37c" - }, - "source": [ - "url = r_rastersource[\"url\"]+\"data/\" #r_rastersource['url'] can be used from step 1 and use the endpoint data/\n", - "data_raster = \"hoogteZ_2020-09-30T13_14_56Z.tiff\" #example of a raster.tiff\n", - "\n", - "r = post(url=url, files={\"file\": open(data_raster, \"rb\")}, headers=json_headers)\n", - "print(r.json())" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "error", - "ename": "FileNotFoundError", - "evalue": "ignored", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0mdata_raster\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m\"hoogteZ_2020-09-30T13_14_56Z.tiff\"\u001b[0m \u001b[0;31m#example of a raster.tiff\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0mr\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpost\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfiles\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m{\u001b[0m\u001b[0;34m\"file\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata_raster\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"rb\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mheaders\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mjson_headers\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'hoogteZ_2020-09-30T13_14_56Z.tiff'" - ] - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Fxo0H4u_X_eL" - }, - "source": [ - "After this step, the raster source contains raster data. The status of this post can be seen here: https://nens.lizard.net/api/v4/tasks/1d3740cd-6523-47de-a1d1-8d278d617f6c. The post is approved when status is SUCCESS.\n", - "After the raster data post, some of the metadata variables of the raster source are updated according to the raster data. For example the variables pixel_size and projection (https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/)." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "jzDooe0TX_eL" - }, - "source": [ - "## 4. How to create a raster layer?\n", - "A raster source is now available with raster data. The next step is to create the raster layer itself such that this raster layer is visible within Lizard. For the configuration settings of the raster layer, all mandatory variables of the \"raster layers metadata table\" are necessary for the POST request.\n", - "\n", - "\"Drawing\"\n" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "5bnhESehX_eM", - "outputId": "8a67669b-b1dc-4b3c-e48a-061366a3288a" - }, - "source": [ - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "\n", - "configuration = {'name': 'Test raster - layer', #naam van raster layer \n", - " 'description': 'This is the decription of the waterdepth raster layer', #optional\n", - " #'supplier': 'valerie.demetriades', #optional\n", - " 'aggregation_type': 'curve', #optional\n", - " 'observation_type': \"Waterlevel(mLGH)\", #observation code \n", - " 'options':{'styles': 'Blues:0:0.3'} , #Blue colormap with scale from 0 to 0.3\n", - " 'access_modifier': \"Private\",\n", - " 'rescalable': True,\n", - " 'temporal': False,\n", - " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #must be equal to the organisation of the raster source\n", - " \"source\": {\n", - " \"graph\": {\n", - " \"rastersource\": [\n", - " \"lizard_nxt.blocks.LizardRasterSource\", \n", - " r_rastersource[\"uuid\"] #uuid of rastersource\n", - " ]\n", - " },\n", - " \"name\": \"rastersource\" \n", - " }\n", - " }\n", - "\n", - "r = post(\n", - " url=raster_url,\n", - " json = configuration,\n", - " headers=json_headers,\n", - " )\n", - "\n", - "print(r.json())" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "{'id': 96701, 'url': 'https://nens.lizard.net/api/v4/rasters/4c40476b-f9f4-457b-81a6-62d865452e4b/', 'name': 'Test raster - layer', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'shared_with': [], 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/824/', 'id': 824, 'code': 'Waterlevel(mLGH)', 'parameter': 'Water level', 'unit': 'm', 'scale': 'interval', 'description': 'Parramatta', 'domain_values': None, 'reference_frame': 'LGH', 'compartment': ''}, 'description': 'This is the decription of the waterdepth raster layer', 'supplier': None, 'supplier_code': None, 'aggregation_type': 'curve', 'options': {'styles': 'Blues:0:0.3'}, 'rescalable': True, 'temporal': False, 'interval': None, 'access_modifier': 'Private', 'first_value_timestamp': '1970-01-01T00:00:00Z', 'last_value_timestamp': '1970-01-01T00:00:00Z', 'source': {'graph': {'rastersource': ['lizard_nxt.blocks.LizardRasterSource', 'b8f72818-e5eb-4aca-8225-84cd4840f0a5']}, 'name': 'rastersource'}, 'spatial_bounds': {'west': 5.108428, 'east': 5.130873, 'north': 52.095881, 'south': 52.084438}, 'projection': 'EPSG:4326', 'origin_x': 5.108428, 'origin_y': 52.095881, 'pixelsize_x': 8.767578125000106e-05, 'pixelsize_y': -4.469921874999949e-05, 'last_modified': '2020-10-16T12:00:22.813234Z', 'uuid': '4c40476b-f9f4-457b-81a6-62d865452e4b', 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'geoblocks-demo:test-raster-layer'}, 'writable': True, 'datasets': [], 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/'], 'is_geoblock': False}\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "0mXq-GwsX_eO" - }, - "source": [ - "A raster layer with the name \"Test raster - layer\" is now visible within Lizard with a Blue colormap (https://nens.lizard.net/api/v4/rasters/4c40476b-f9f4-457b-81a6-62d865452e4b/).\n", - "\"Drawing\"" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "NRDsGCHGX_eO" - }, - "source": [ - "Note that it is possible to create multiple raster layers within the same raster source. You can choose for another styling for example. Let's create another raster layer from the same raster source but now with a Red colormap. The name is \"Test raster - layer2." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "4fcL2TsuX_eP", - "outputId": "f44b76ea-6a20-4044-fbce-5aa61bbee480" - }, - "source": [ - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "\n", - "configuration = {'name': 'Test raster - layer2', #naam van raster layer \n", - " 'description': 'This is the decription of the waterdepth raster layer', #optional\n", - " #'supplier': 'valerie.demetriades', #optional\n", - " 'aggregation_type': 'curve', #optional\n", - " 'observation_type': \"Waterlevel(mLGH)\", #observation code \n", - " 'options':{'styles': 'Reds:0:14'} , #Red colormap with scale from 0 to 14\n", - " 'access_modifier': \"Private\",\n", - " 'rescalable': True,\n", - " 'temporal': False,\n", - " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #must be equal to the organisation of the raster source\n", - " \"source\": {\n", - " \"graph\": {\n", - " \"rastersource\": [\n", - " \"lizard_nxt.blocks.LizardRasterSource\", \n", - " r_rastersource[\"uuid\"] #uuid of rastersource\n", - " ]\n", - " },\n", - " \"name\": \"rastersource\" \n", - " }\n", - " }\n", - "\n", - "r = post(\n", - " url=raster_url,\n", - " json = configuration,\n", - " headers=json_headers,\n", - " )\n", - "\n", - "print(r.json())" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "{'id': 96703, 'url': 'https://nens.lizard.net/api/v4/rasters/9edf6c04-ba8d-414f-9f8c-f7098214e6b9/', 'name': 'Test raster - layer2', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'shared_with': [], 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/824/', 'id': 824, 'code': 'Waterlevel(mLGH)', 'parameter': 'Water level', 'unit': 'm', 'scale': 'interval', 'description': 'Parramatta', 'domain_values': None, 'reference_frame': 'LGH', 'compartment': ''}, 'description': 'This is the decription of the waterdepth raster layer', 'supplier': None, 'supplier_code': None, 'aggregation_type': 'curve', 'options': {'styles': 'Reds:0:14'}, 'rescalable': True, 'temporal': False, 'interval': None, 'access_modifier': 'Private', 'first_value_timestamp': '1970-01-01T00:00:00Z', 'last_value_timestamp': '1970-01-01T00:00:00Z', 'source': {'graph': {'rastersource': ['lizard_nxt.blocks.LizardRasterSource', 'b8f72818-e5eb-4aca-8225-84cd4840f0a5']}, 'name': 'rastersource'}, 'spatial_bounds': {'west': 5.108428, 'east': 5.130873, 'north': 52.095881, 'south': 52.084438}, 'projection': 'EPSG:4326', 'origin_x': 5.108428, 'origin_y': 52.095881, 'pixelsize_x': 8.767578125000106e-05, 'pixelsize_y': -4.469921874999949e-05, 'last_modified': '2020-10-16T12:09:38.388911Z', 'uuid': '9edf6c04-ba8d-414f-9f8c-f7098214e6b9', 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'geoblocks-demo:test-raster-layer2'}, 'writable': True, 'datasets': [], 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/'], 'is_geoblock': False}\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "pXX7oAN-X_eR" - }, - "source": [ - "\"Drawing\"" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "5XddFuMQX_eR" - }, - "source": [ - "In the raster source url (https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/), you can see which raster layers are created from this raster source. " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "hmEKPfEqX_eS" - }, - "source": [ - "## 5. How to update the metadata of a raster source and upload using the PATCH method?" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "baLVpYb7X_eV" - }, - "source": [ - "requests.patch(\".../rastes//\", data=, headers=json_headers)" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "_UVQztviX_eX" - }, - "source": [ - "## 6. How to delete a raster layer using the DELETE method?\n", - "\n", - "It is possible to delete the raster layer by using the DELETE request as follows:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "XLNuse7VX_eX", - "outputId": "19223b41-dec8-41e2-ae10-e693a8be1634" - }, - "source": [ - "uuid = \"9edf6c04-ba8d-414f-9f8c-f7098214e6b9\"\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/\" # we use the rasters endpoint to delete a raster layer\n", - "r = requests.delete(url=get_url,\n", - " headers=json_headers)\n", - "r.json()" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "{'status': 404,\n", - " 'code': 10,\n", - " 'message': 'Resource not found. #404.10',\n", - " 'detail': 'No RasterLayer matches the given query.'}" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 21 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "pxIKhOOvX_ea" - }, - "source": [ - "Note that when you delete a raster layer, the raster source itself is still available within Lizard. Also the raster data within the raster source is still available. It is also possible to delete a raster source. This is only possible if alle the raster layers within this raster source are deleted." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "VNXx8jlyX_ea", - "outputId": "79c14e56-627c-45db-b387-18f2bd3d25a5" - }, - "source": [ - "uuid = \"b8f72818-e5eb-4aca-8225-84cd4840f0a5\"\n", - "raster_url = \"https://nens.lizard.net/api/v4/rastersources/\"\n", - "get_url = f\"{raster_url}{uuid}/\" # we use the rastersources endpoint to delete a raster layer\n", - "r = requests.delete(url=get_url,\n", - " headers=json_headers)\n", - "r.json()" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "{'status': 404,\n", - " 'code': 10,\n", - " 'message': 'Resource not found. #404.10',\n", - " 'detail': 'No RasterSource matches the given query.'}" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 22 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "lckOQM-xpTGv" - }, - "source": [ - "## 7. How to query a list of available raster layers within Lizard? " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "BCvU0ojUX_ed" - }, - "source": [ - "API endpoint for rasterlayer objects can be accesed by using the `rasters` endpoint. Each raster has a unique id. The metadata of each raster is also visible when using the `rasters` endpoint, as can be seen in the dataframe below." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "8gawxMkVpTGw", - "scrolled": false, - "colab": { - "base_uri": "https://localhost:8080/", - "height": 380 - }, - "outputId": "8dd50ab9-5ba7-4528-e608-b28c76531ba5" - }, - "source": [ - "#Call the Lizard API V4 Rasters endpoint:\n", - "url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "rasters_list = pd.DataFrame(requests.get(url,headers=json_headers).json()['results'])\n", - "# print only the first 5 rows of the dataframe\n", - "rasters_list[0:4] " - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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idurlnameorganisationshared_withobservation_typedescriptionsuppliersupplier_codeaggregation_type...origin_ypixelsize_xpixelsize_ylast_modifieduuidwms_infowritabledatasetsraster_sourcesis_geoblock
081754https://nens.lizard.net/api/v4/rasters/4cee119...ncu_rainradar_010min{'url': 'https://nens.lizard.net/api/v4/organi...[]{'url': 'https://nens.lizard.net/api/v4/observ...QPE & QPF every 10 mins from NCU.zihNonenone...29.0000.0125-0.01252020-09-30T12:51:57.969501Z4cee1191-a698-4b00-bbc4-8e6b0733d8a3{'endpoint': 'https://nens.lizard.net/wms/', '...False[][]False
15518https://nens.lizard.net/api/v4/rasters/4d7ef79...Parramatta rain (int, m/s){'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...Parramatta precipitation for operational 3Di s...NoneNoneaverage...-33.6950.0100-0.01002020-09-30T12:51:53.509397Z4d7ef79c-a730-4bcf-b1ab-d48ecc812a53{'endpoint': 'https://nens.lizard.net/wms/', '...False[][https://nens.lizard.net/api/v4/rastersources/...True
217529https://nens.lizard.net/api/v4/rasters/942d9bf...Rain measured{'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...Interpolated rain grid for the Parramatta area...sa_parramattaparra_raingrid_int_5minaverage...-33.6950.0100-0.01002020-09-30T12:51:53.502942Z942d9bf2-e3fe-4896-824c-244428d3b026{'endpoint': 'https://nens.lizard.net/wms/', '...False[][https://nens.lizard.net/api/v4/rastersources/...False
33https://nens.lizard.net/api/v4/rasters/730d667...Regen{'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...RegenNoneNoneaverage...NaNNaNNaN2020-09-30T12:50:25.616330Z730d6675-35dd-4a35-aa9b-bfb8155f9ca7{'endpoint': 'https://nens.lizard.net/wms/', '...False[{'url': 'https://nens.lizard.net/api/v4/datas...[https://nens.lizard.net/api/v4/rastersources/...True
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4 rows × 31 columns

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" - ], - "text/plain": [ - " id url \\\n", - "0 81754 https://nens.lizard.net/api/v4/rasters/4cee119... \n", - "1 5518 https://nens.lizard.net/api/v4/rasters/4d7ef79... \n", - "2 17529 https://nens.lizard.net/api/v4/rasters/942d9bf... \n", - "3 3 https://nens.lizard.net/api/v4/rasters/730d667... \n", - "\n", - " name \\\n", - "0 ncu_rainradar_010min \n", - "1 Parramatta rain (int, m/s) \n", - "2 Rain measured \n", - "3 Regen \n", - "\n", - " organisation \\\n", - "0 {'url': 'https://nens.lizard.net/api/v4/organi... \n", - "1 {'url': 'https://nens.lizard.net/api/v4/organi... \n", - "2 {'url': 'https://nens.lizard.net/api/v4/organi... \n", - "3 {'url': 'https://nens.lizard.net/api/v4/organi... \n", - "\n", - " shared_with \\\n", - "0 [] \n", - "1 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", - "2 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", - "3 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", - "\n", - " observation_type \\\n", - "0 {'url': 'https://nens.lizard.net/api/v4/observ... \n", - "1 {'url': 'https://nens.lizard.net/api/v4/observ... \n", - "2 {'url': 'https://nens.lizard.net/api/v4/observ... \n", - "3 {'url': 'https://nens.lizard.net/api/v4/observ... \n", - "\n", - " description supplier \\\n", - "0 QPE & QPF every 10 mins from NCU. zih \n", - "1 Parramatta precipitation for operational 3Di s... None \n", - "2 Interpolated rain grid for the Parramatta area... sa_parramatta \n", - "3 Regen None \n", - "\n", - " supplier_code aggregation_type ... origin_y pixelsize_x \\\n", - "0 None none ... 29.000 0.0125 \n", - "1 None average ... -33.695 0.0100 \n", - "2 parra_raingrid_int_5min average ... -33.695 0.0100 \n", - "3 None average ... NaN NaN \n", - "\n", - " pixelsize_y last_modified \\\n", - "0 -0.0125 2020-09-30T12:51:57.969501Z \n", - "1 -0.0100 2020-09-30T12:51:53.509397Z \n", - "2 -0.0100 2020-09-30T12:51:53.502942Z \n", - "3 NaN 2020-09-30T12:50:25.616330Z \n", - "\n", - " uuid \\\n", - "0 4cee1191-a698-4b00-bbc4-8e6b0733d8a3 \n", - "1 4d7ef79c-a730-4bcf-b1ab-d48ecc812a53 \n", - "2 942d9bf2-e3fe-4896-824c-244428d3b026 \n", - "3 730d6675-35dd-4a35-aa9b-bfb8155f9ca7 \n", - "\n", - " wms_info writable \\\n", - "0 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", - "1 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", - "2 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", - "3 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", - "\n", - " datasets \\\n", - "0 [] \n", - "1 [] \n", - "2 [] \n", - "3 [{'url': 'https://nens.lizard.net/api/v4/datas... \n", - "\n", - " raster_sources is_geoblock \n", - "0 [] False \n", - "1 [https://nens.lizard.net/api/v4/rastersources/... True \n", - "2 [https://nens.lizard.net/api/v4/rastersources/... False \n", - "3 [https://nens.lizard.net/api/v4/rastersources/... True \n", - "\n", - "[4 rows x 31 columns]" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 3 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "NUci7Tv8pTG1" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Iyb5yzwAX_eg" - }, - "source": [ - "## 8. How to filter rasterlayer objects by metadata attributes? \n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "l_AgAe-npTG1" - }, - "source": [ - "\n", - "### Available query parameters\n", - "To filter time series objects by metadata attributes you can use the following query parameters:\n", - "\n", - "- name\n", - "- uuid\n", - "- organisation\n", - "- observation_type\n", - "- datasets\n", - "- first_value_timestamp\n", - "- last_value_timestamp\n", - "- ordering\n", - "\n", - "Some examples of different quries that can be used:\n", - "\n", - "`?name__icontains=Elevation`\n", - "\n", - "`?organisation__name=DDSC`\n", - "\n", - "`?organisation__uuid=61f5a464c35044c19bc7d4b42d7f58cb`\n", - "\n", - "`?organisation__name__startswith=Nelen`\n", - "\n", - "`?organisation__name__icontains=Schuur`\n", - "\n", - "`?observation_type__code=HOOGTEmNAP`\n", - "\n", - "`?observation_type__parameter=Hoogte`\n", - "\n", - "`?uuid=10415ccb-ec31-4d43-bdb3-db597061527b,4a544b7a-772b-45fb-9aa4-a69447f34f52`\n", - "\n", - "`?first_value_timestamp=2016-06-21T06:05:00Z`\n", - "\n", - "`?first_value_timestamp__lt=2016-06-21T06:05:00Z`\n", - "\n", - "`?datasets__slug=10855cc`\n", - "\n", - "`?ordering=name` \n", - "\n", - "`?ordering=-last_modified`\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "QZfqgPYqyy5Z" - }, - "source": [ - "### 8.1 How to filter raster objects by their name? " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "dTCfZRXkX_eh" - }, - "source": [ - "We will filter the available rasters using `name` query parameter. In this example we filter on the rasters all starting with 'H' in their name:" - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": false, - "id": "8Lt1YN5bX_ei", - "colab": { - "base_uri": "https://localhost:8080/", - "height": 69 - }, - "outputId": "ae5a5957-9e0c-492c-ea36-7fb305321971" - }, - "source": [ - "# Call the Lizard API V4 Raster endpoint\n", - "url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "\n", - "# Add filter for name attribute \n", - "params= {'name__startswith':'H'}\n", - "\n", - "# Retrieve the 'results' attribute using a JSON interpreter\n", - "rasters_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", - "# print only the rasters where their access_modifier is common\n", - "rasters_list[rasters_list['access_modifier']=='Common']" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - "Empty DataFrame\n", - "Columns: [id, uuid, url, last_modified, created, organisation, access_modifier, supplier, shared_with, writable, is_geoblock, name, description, observation_type, temporal, datasets, supplier_code, first_value_timestamp, last_value_timestamp, spatial_bounds, projection, origin_x, origin_y, pixelsize_x, pixelsize_y, interval, wms_info, options, rescalable, aggregation_type]\n", - "Index: []" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 4 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "buPjQWM1X_ek" - }, - "source": [ - "##9. Additional queries for raster layers using `endpoints` \n", - "We now know how to query a specific raster and its metadata. Next step is to actually retrieve the data itself from the raster layer. Also, additional functionalities can be used. For each raster instance some additional queries can be performed using different `endpoints`. Available `endpoints` for raster instances are:\n", - "\n", - "- `data`\n", - "- `zonal`\n", - "- `counts`\n", - "- `curve`\n", - "- `line`\n", - "- `point`\n", - "- `projections`\n", - "- `rrc (rain recurrence statistics)`\n", - "- `timesteps`\n", - "\n", - "Each raster 'endpoint' will be discussed below and shown by an example." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "8Gb3E9pkX_el" - }, - "source": [ - "### 9.1 How to query data for a selected raster layer?\n", - "`data` endpoint is used to request data for the selected raster within a bounding box. \n", - "\n", - "**nens.lizard.net/api/v4/rasters/**{uuid}**/data/**\n", - "\n", - "Let's have a look at the raster DEM, for which we use: https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/data/" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "sHpW8UFiX_el" - }, - "source": [ - "# Find the uuid of the rasterobject you want to query\n", - "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/data/\" # we use the data endpoint\n", - "\n", - "# Define the bounding box x1, y1, x2, y2\n", - "bbox = '5.108428,52.084438,5.130873,52.095881'\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"bbox\": bbox,\n", - " \"format\": 'geotiff' \n", - " }\n", - ")" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "metadata": { - "id": "k7WE33NaX_ep", - "outputId": "5f8671d0-1857-4eb9-a800-64760cefaf67" - }, - "source": [ - "r" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 52 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "gcqR_-pwX_er" - }, - "source": [ - "Since only a geotiff format is allowed for this endpoint query (and not a json format), you should put the above url in your internet browser instead of using it in jupyter notebook. It will give you back a \"geotiff\" format of the raster within the defined bbox. By using the module rasterio, you can visualise this geotiff. Another option is to use this geotiff in GIS for other analyses." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "ueOog9ZFX_es" - }, - "source": [ - "url = \"https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/data/?bbox=5.108428,52.084438,5.130873,52.095881&format=geotiff\"" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "metadata": { - "id": "sLPqyp2FX_et", - "outputId": "f42d31b6-94d6-49e5-d951-c067c8861ae9" - }, - "source": [ - "fp = \"hoogteZ_2020-09-30T13_14_56Z.tiff\"\n", - "raster = rasterio.open(fp)\n", - "plt.figure(figsize=(20,7))\n", - "show(raster,title=\"Geotiff of raster DEM within the defined bbox\");" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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" - ] - }, - "metadata": { - "tags": [], - "needs_background": "light" - } - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "km7cbN36X_ex" - }, - "source": [ - "### 9.2 How to query zonal statistics of static raster data (spatial aggregation)?\n", - "\n", - "The `zonal` endpoint of rasters is used to request zonal statistics for rasters. This means that for a raster within a certain polygon the following statistics can be calculated:\n", - "- sum\n", - "- count\n", - "- min\n", - "- max\n", - "- mean\n", - "- median\n", - "- p\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "C8Cggw-JX_ex" - }, - "source": [ - "Spatial Aggregation - by using the endpoint **sum**| Spatial aggregation - by using the endpoint **mean**\n", - "- | - \n", - "\"Drawing\" | \"Drawing\"" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "YvFTXNXyX_ex" - }, - "source": [ - "For the zonal statistics endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/zonal/**\n", - "\n", - "In the example below, let's calculate the mean value of the raster DEM within a defined polygon:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "4dZgMAKTX_ey", - "colab": { - "base_uri": "https://localhost:8080/", - "height": 80 - }, - "outputId": "5bb210e7-7040-4f36-dfd4-369fdd882b85" - }, - "source": [ - "#define you polygon here\n", - "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", - "\n", - "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/zonal/\"\n", - "\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom,\n", - " #spatial aggregation averaged per month \n", - " \"zonal_statistic\": \"mean\",\n", - " \"pixel_size\": \"100\",\n", - " \"zonal_projection\":\"EPSG:28992\", #projection to perform the aggregation in\n", - " }\n", - ")\n", - "# write the data to a dataframe and convert the timestamp to datetime\n", - "mean_dem = pd.DataFrame(r.json()['results'], columns=['timestamp', 'mean'])\n", - "mean_dem['timestamp'] = pd.to_datetime(mean_dem['timestamp'], unit='s')\n", - "mean_dem" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " timestamp mean\n", - "0 NaT NaN" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 7 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "X-ulE1dJX_e0" - }, - "source": [ - "### 9.3 How to query zonal statistics of temporal raster data (temporal & spatial aggregation)?\n", - "\n", - "For temporal rasters it is also possible to not only spatially aggregate (like previous example), but also perform aggregation over time. For this, we also use the `zonal` endpoint of rasters. In addition to the parameter \"zonal_statistic\", we also need to use the parameter \"temporal_statistic\".\n", - "\n", - "In the example below using the Daily Rainfall Raster, let's calculate the monthly sum of the 5-minutes rainfall from April 1 to October 1, 2019. In addition, let's calculate the mean monthly rainfall within the defined polygon. So we need two different aggregation types:\n", - "* `temporal aggregation`: calculate per pixel the monthly rainfall sum from April 1 to October 1, 2019.\n", - "* `spatial aggregation`: calculate the mean value of all those pixels with the monthly rainfall sum, within the defined polygon\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "-tywe9ktX_e0", - "outputId": "6331d68b-386b-4914-c000-96616dcc5bd5" - }, - "source": [ - "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", - "\n", - "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/zonal/\"\n", - "\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom,\n", - " #spatial aggregation averaged per month \n", - " \"zonal_statistic\": \"mean\",\n", - " \"pixel_size\": \"100\", #pixel size to perform the aggregation in\n", - " \"zonal_projection\":\"EPSG:28992\",\n", - " #temporal aggregation monthly sum\n", - " \"start\": \"2019-04-01T00:0:00\", \n", - " \"stop\": \"2019-10-01T00:00:00\",\n", - " \"temporal_statistic\":\"sum\", # also possible to use count, min, max, mean and median\n", - " \"frequency\":'M', # monthly data\n", - "\n", - " }\n", - ")\n", - "\n", - "# write the data to a dataframe and convert the timestamp to datetime\n", - "rain = pd.DataFrame(r.json()['results'], columns=['timestamp', 'average monthly rainfall sum'])\n", - "rain['timestamp'] = pd.to_datetime(rain['timestamp'], unit='s')\n", - "rain" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "error", - "ename": "NameError", - "evalue": "name 'requests' is not defined", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", - "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mget_url\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34mf\"{raster_url}{uuid}/zonal/\"\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 7\u001b[1;33m r = requests.get(\n\u001b[0m\u001b[0;32m 8\u001b[0m \u001b[0murl\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mget_url\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 9\u001b[0m \u001b[0mheaders\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mheaders\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", - "\u001b[1;31mNameError\u001b[0m: name 'requests' is not defined" - ] - } - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "576HrY_zX_e3", - "outputId": "32896120-daee-4c93-fa2e-a913709b1ed5" - }, - "source": [ - "plt.figure(figsize=(15,4))\n", - "plt.style.use('seaborn')\n", - "bars = rain['timestamp']\n", - "y_pos = np.arange(len(bars))\n", - "plt.bar(y_pos, rain['average monthly rainfall sum'], width=0.3, color='#008080')\n", - "plt.xticks(y_pos, bars, rotation=30, fontsize=15)\n", - "plt.yticks(fontsize=15)\n", - "plt.ylabel('Rainfall [mm/month]]', fontsize=20)\n", - "plt.title('Average rainfall per month within defined polygon', fontsize=20)\n", - "plt.show()" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "MdaSgVMbX_e5" - }, - "source": [ - "### 9.4 How to query counts of unique values in nominal data?\n", - " The `counts` endpoint is used to request the labeled counts of unique values in nominal raster data. An example of a raster with nominal data is the \"Landuse\" raster. For raster object defined by `uuid` and for the selected geometry `geom` using the colormapDefinition described by `style`, `counts` query returns:\n", - "\n", - "- results: A list of dictionaries containing class number, sample count, color and label for that class.\n", - "- total : An estimate of the total amount of samples taken from the raster intersecting with `geom` \n", - "\n", - "For the `counts` rasters endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/counts/**\n", - "\n", - "\n", - "In the example below, let's query all the different categories of landuse within the raster \"Landuse\", and count the different land use categories within the defined polygon." - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": false, - "id": "HOXE3Zt0X_e5", - "colab": { - "base_uri": "https://localhost:8080/", - "height": 359 - }, - "outputId": "b7e7cd51-ffce-4d90-9bf5-e06cec813ecb" - }, - "source": [ - "# uuid of the rasterobject you want to quary\n", - "uuid = \"b464c2e4-b1f4-4af4-b9b8-6282461e941e\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/counts/\"\n", - "\n", - "# geometry and style is required\n", - "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", - "style = 'lc-fun-1801c' \n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom,\n", - " \"style\" : style\n", - " }\n", - ")\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "landuse = pd.DataFrame(r.json()['results'])\n", - "landuse " - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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classcountcolorlabel
02729012#ffffe5Verkeerseiland
11443729#ad7623Spruitjes
21201182#ad7623Peulen
316546#dbdbdbBedrijventerrein
4254459#235aadTop10 - Water
5253282#ffffffOnbekend
62245#ad2323Woonfunctie
7252240#00ffff252
814226#ad2323Overige gebruiksfunctie
939183#6b8019Bos/Natuur
\n", - "
" - ], - "text/plain": [ - " class count color label\n", - "0 27 29012 #ffffe5 Verkeerseiland\n", - "1 144 3729 #ad7623 Spruitjes\n", - "2 120 1182 #ad7623 Peulen\n", - "3 16 546 #dbdbdb Bedrijventerrein\n", - "4 254 459 #235aad Top10 - Water\n", - "5 253 282 #ffffff Onbekend\n", - "6 2 245 #ad2323 Woonfunctie\n", - "7 252 240 #00ffff 252\n", - "8 14 226 #ad2323 Overige gebruiksfunctie\n", - "9 39 183 #6b8019 Bos/Natuur" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 8 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "kNx8F6kTX_e7" - }, - "source": [ - "We will get back from the API a dataframe with the different categories landuse within the defined polygon, and how many pixels within that dataframe belong to a certain categorie (count column). Let's easily calculate the percentages according to the counts:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "cIzoV4VsX_e8", - "outputId": "7c195b29-a80f-4e35-fb2f-f50c2ad58145" - }, - "source": [ - "#total amount of pixels\n", - "np.sum(landuse['count'])\n", - "# voeg een kolom in de dataframe toe met percentage landgebruik\n", - "landuse['percentage'] = landuse['count']/np.sum(landuse['count']) * 100\n", - "landuse" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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classcountcolorlabelpercentage
02729012#ffffe5Verkeerseiland80.356747
11443729#ad7623Spruitjes10.328495
21201182#ad7623Peulen3.273875
316546#dbdbdbBedrijventerrein1.512298
4254459#235aadTop10 - Water1.271327
5253282#ffffffOnbekend0.781077
62245#ad2323Woonfunctie0.678595
7252240#00ffff2520.664746
814226#ad2323Overige gebruiksfunctie0.625969
939183#6b8019Bos/Natuur0.506869
\n", - "
" - ], - "text/plain": [ - " class count color label percentage\n", - "0 27 29012 #ffffe5 Verkeerseiland 80.356747\n", - "1 144 3729 #ad7623 Spruitjes 10.328495\n", - "2 120 1182 #ad7623 Peulen 3.273875\n", - "3 16 546 #dbdbdb Bedrijventerrein 1.512298\n", - "4 254 459 #235aad Top10 - Water 1.271327\n", - "5 253 282 #ffffff Onbekend 0.781077\n", - "6 2 245 #ad2323 Woonfunctie 0.678595\n", - "7 252 240 #00ffff 252 0.664746\n", - "8 14 226 #ad2323 Overige gebruiksfunctie 0.625969\n", - "9 39 183 #6b8019 Bos/Natuur 0.506869" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 146 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "EFazkdU-X_e-" - }, - "source": [ - "Let's plot the percentages of the landuse categories within a barplot:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "SkGIy1MEX_e_", - "outputId": "3d813831-0b85-4e98-bce2-0548d8c597e9" - }, - "source": [ - "plt.figure(figsize=(20,7))\n", - "plt.style.use('seaborn')\n", - "bars = landuse['label']\n", - "colors = landuse['color']\n", - "y_pos = np.arange(len(bars))\n", - "plt.bar(y_pos, landuse['percentage'], color=colors)\n", - "plt.xticks(y_pos, bars, rotation=30, fontsize=15)\n", - "plt.yticks(fontsize=15)\n", - "plt.ylabel('% Landuse', fontsize=20)\n", - "plt.title('Landuse distribution within defined polygon', fontsize=20)\n", - "plt.show()" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "zINMrD43X_fB" - }, - "source": [ - "### 9.5 How to query distribution of data in a raster with a CURVE \n", - "The `curve` endpoint is used to request percentile values describing the distribution of data in a selection of a raster. It is possible to calculate this for the whole raster, or for a certain region within the raster (defined by \"geom\"). \n", - "\n", - "For the `curve` rasters endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/curve/**\n", - "\n", - "In the example below, let's query the percentile distribution of the raster DEM within a defined polygon." - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": false, - "id": "Dord-8RxX_fB", - "outputId": "751eacdb-19d0-4f50-a80c-13735fcf9165" - }, - "source": [ - "# Find the uuid of the rasterobject you want to query\n", - "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/curve/\" # we use the curve endpoint\n", - "\n", - "# Geometry defining the special extend of this raster data\n", - "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom\n", - " }\n", - ")\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "#and write it to a dataframe with column names percentage and value\n", - "dem_curve = pd.DataFrame(r.json()['results'], columns=['percentage', 'value'])\n", - "dem_curve" + { + "cell_type": "markdown", + "metadata": { + "id": "16EJWmMIpTF2" + }, + "source": [ + "-------------------------------------------------------------------------------------------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "PyU7t2OTpTF3" + }, + "source": [ + "## 2. How to authenticate with Lizard\n", + "Authenticating to the REST API outside of a browser is done by attaching a Personal API Key to every request. You can attach a Personal API Key to a request by using HTTP Basic Authentication with password = {your api key}. The username needs to be fixed to __key__ (with double underscores on both sides of the word “key”).\n", + "\n", + "Generate a Personal API key at https://demo.lizard.net/management/. It is considered best practise to generate one Personal API Key per application or script, so that you can selectively revoke keys in case they are compromised. Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n", + "\n", + "For this tutorial we made a personal api key:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "PZYpvRuKpTF3" + }, + "outputs": [], + "source": [ + "username = '__key__'\n", + "password = 'hXDjanv5.edJEoaohJrpKDK9h6Yp5f4oF4U3foXWk'\n", + "json_headers = {\n", + " \"username\": username,\n", + " \"password\": password,\n", + " \"Content-Type\": \"application/json\",\n", + " }" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j6MhQclYpTF8" + }, + "source": [ + "\n", + "-------------------------------------------------------------------------------------------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Pd4OivLNX_eC" + }, + "source": [ + "## 3. How to create a raster source and upload raster data to it using the POST method? \n", + "\n", + "In this section, we will show you how to create a raster source and upload the raster data to this raster source. The steps are elaborated below:\n", + "\n", + "\"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "PwmQxiyXX_eC" + }, + "source": [ + "**Step 1: Create a raster source and define its configurations**\n", + "\n", + "First of all, we need to create a raster source within Lizard and define its configurations. For the configuration settings some variables are mandatory, whereas others are optional: \n", + "\n", + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **name** | Test raster |Read only| String(64)\n", + "| **description** | This is the description of the test raster |Optional| string\n", + "| **supplier** |<--username--> |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **acces_modifier** | Private |Mandatory| Private, Public\n", + "| **organisation** | 70b0c750-d234-43b9-bb75-3454b05c2b0d |Mandatory| The organisation uuid's can be found here: https://nens.lizard.net/api/v4/organisations\n", + "| **temporal** | False |Mandatory| False, true (for temperal rasters you need to define temporal:True and interval:e.g. 1 01:00:00 [ISO-8601-format])\n", + "\n", + "In the example below, we create a raster source with the example variables elaborated above." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "vWVDpEWyX_eD", + "outputId": "30767a72-8389-4e71-b3c1-04d003490207" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'id': 123846, 'uuid': '3ccdc91d-bbf6-44d7-8b2a-76093d3613cb', 'url': 'https://nens.lizard.net/api/v4/rastersources/3ccdc91d-bbf6-44d7-8b2a-76093d3613cb/', 'name': 'Test raster', 'description': 'This is the decription of the test raster', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'access_modifier': 'Private', 'supplier': None, 'supplier_code': None, 'temporal': False, 'interval': None, 'first_value_timestamp': None, 'last_value_timestamp': None, 'spatial_bounds': None, 'projection': None, 'origin_x': None, 'origin_y': None, 'pixelsize_x': None, 'pixelsize_y': None, 'created': '2021-04-08T10:52:04.897592Z', 'last_modified': '2021-04-08T10:52:04.897566Z', 'writable': True, 'layers': [], 'labeltypes': [], 'size': None}\n" + ] + } + ], + "source": [ + "raster_sources_url = \"https://nens.lizard.net/api/v4/rastersources/\" #use rastersources endpoint\n", + "\n", + "configuration = {'name': 'Test raster',\n", + " 'description': 'This is the decription of the test raster', \n", + " #'supplier': 'valerie.demetriades',\n", + " 'access_modifier': 'Private', \n", + " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #geoblocks demo organisation\n", + " 'temporal': False #temporal=true then interval\n", + " #'interval': \"01:00:00\", #ISO 8601-format, (\"1 01:00:00\")\n", + " }\n", + "\n", + "r = post(url=raster_sources_url, json = configuration, headers=json_headers)\n", + "\n", + "r_rastersource = r.json() # save the r.json response as a new parameter \"r_rastersource\"\n", + "print(r_rastersource)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Ydk8cPSZX_eH" + }, + "source": [ + "Now a raster source is created with the uuid b8f72818-e5eb-4aca-8225-84cd4840f0a5. The metadata of this raster source is available at https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/. All other metadata variables that are optional or read only are visible in this url. The next step is to add data to this raster source." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NSz2vAnQX_eH" + }, + "source": [ + "**Step 2: Upload the raster data(raster.tiff) to the newly created raster source from step 1**\n", + "\n", + "A raster source has now been made, e.g., raster with uuid \"b8f72818-e5eb-4aca-8225-84cd4840f0a5\". The next step is to post raster data to this raster layer:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 214 + }, + "id": "BOHuyiDbX_eI", + "outputId": "f1236b92-71e7-4982-d53a-2cd4cbe4b37c" + }, + "outputs": [ + { + "ename": "FileNotFoundError", + "evalue": "ignored", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0mdata_raster\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m\"hoogteZ_2020-09-30T13_14_56Z.tiff\"\u001b[0m \u001b[0;31m#example of a raster.tiff\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0mr\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpost\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfiles\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m{\u001b[0m\u001b[0;34m\"file\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata_raster\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"rb\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mheaders\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mjson_headers\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'hoogteZ_2020-09-30T13_14_56Z.tiff'" + ] + } + ], + "source": [ + "url = r_rastersource[\"url\"]+\"data/\" #r_rastersource['url'] can be used from step 1 and use the endpoint data/\n", + "data_raster = \"hoogteZ_2020-09-30T13_14_56Z.tiff\" #example of a raster.tiff\n", + "\n", + "r = post(url=url, files={\"file\": open(data_raster, \"rb\")}, headers=json_headers)\n", + "print(r.json())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Fxo0H4u_X_eL" + }, + "source": [ + "After this step, the raster source contains raster data. The status of this post can be seen here: https://nens.lizard.net/api/v4/tasks/1d3740cd-6523-47de-a1d1-8d278d617f6c. The post is approved when status is SUCCESS.\n", + "After the raster data post, some of the metadata variables of the raster source are updated according to the raster data. For example the variables pixel_size and projection (https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jzDooe0TX_eL" + }, + "source": [ + "## 4. How to create a raster layer?\n", + "A raster source is now available with raster data. The next step is to create the raster layer itself such that this raster layer is visible within Lizard. For the configuration settings of the raster layer, all mandatory variables of the \"raster layers metadata table\" are necessary for the POST request.\n", + "\n", + "\"Drawing\"\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "5bnhESehX_eM", + "outputId": "8a67669b-b1dc-4b3c-e48a-061366a3288a" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'id': 96701, 'url': 'https://nens.lizard.net/api/v4/rasters/4c40476b-f9f4-457b-81a6-62d865452e4b/', 'name': 'Test raster - layer', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'shared_with': [], 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/824/', 'id': 824, 'code': 'Waterlevel(mLGH)', 'parameter': 'Water level', 'unit': 'm', 'scale': 'interval', 'description': 'Parramatta', 'domain_values': None, 'reference_frame': 'LGH', 'compartment': ''}, 'description': 'This is the decription of the waterdepth raster layer', 'supplier': None, 'supplier_code': None, 'aggregation_type': 'curve', 'options': {'styles': 'Blues:0:0.3'}, 'rescalable': True, 'temporal': False, 'interval': None, 'access_modifier': 'Private', 'first_value_timestamp': '1970-01-01T00:00:00Z', 'last_value_timestamp': '1970-01-01T00:00:00Z', 'source': {'graph': {'rastersource': ['lizard_nxt.blocks.LizardRasterSource', 'b8f72818-e5eb-4aca-8225-84cd4840f0a5']}, 'name': 'rastersource'}, 'spatial_bounds': {'west': 5.108428, 'east': 5.130873, 'north': 52.095881, 'south': 52.084438}, 'projection': 'EPSG:4326', 'origin_x': 5.108428, 'origin_y': 52.095881, 'pixelsize_x': 8.767578125000106e-05, 'pixelsize_y': -4.469921874999949e-05, 'last_modified': '2020-10-16T12:00:22.813234Z', 'uuid': '4c40476b-f9f4-457b-81a6-62d865452e4b', 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'geoblocks-demo:test-raster-layer'}, 'writable': True, 'datasets': [], 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/'], 'is_geoblock': False}\n" + ] + } + ], + "source": [ + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "configuration = {'name': 'Test raster - layer', #naam van raster layer \n", + " 'description': 'This is the decription of the waterdepth raster layer', #optional\n", + " #'supplier': 'valerie.demetriades', #optional\n", + " 'aggregation_type': 'curve', #optional\n", + " 'observation_type': \"Waterlevel(mLGH)\", #observation code \n", + " 'options':{'styles': 'Blues:0:0.3'} , #Blue colormap with scale from 0 to 0.3\n", + " 'access_modifier': \"Private\",\n", + " 'rescalable': True,\n", + " 'temporal': False,\n", + " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #must be equal to the organisation of the raster source\n", + " \"source\": {\n", + " \"graph\": {\n", + " \"rastersource\": [\n", + " \"lizard_nxt.blocks.LizardRasterSource\", \n", + " r_rastersource[\"uuid\"] #uuid of rastersource\n", + " ]\n", + " },\n", + " \"name\": \"rastersource\" \n", + " }\n", + " }\n", + "\n", + "r = post(\n", + " url=raster_url,\n", + " json = configuration,\n", + " headers=json_headers,\n", + " )\n", + "\n", + "print(r.json())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "0mXq-GwsX_eO" + }, + "source": [ + "A raster layer with the name \"Test raster - layer\" is now visible within Lizard with a Blue colormap (https://nens.lizard.net/api/v4/rasters/4c40476b-f9f4-457b-81a6-62d865452e4b/).\n", + "\"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NRDsGCHGX_eO" + }, + "source": [ + "Note that it is possible to create multiple raster layers within the same raster source. You can choose for another styling for example. Let's create another raster layer from the same raster source but now with a Red colormap. The name is \"Test raster - layer2." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "4fcL2TsuX_eP", + "outputId": "f44b76ea-6a20-4044-fbce-5aa61bbee480" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'id': 96703, 'url': 'https://nens.lizard.net/api/v4/rasters/9edf6c04-ba8d-414f-9f8c-f7098214e6b9/', 'name': 'Test raster - layer2', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'shared_with': [], 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/824/', 'id': 824, 'code': 'Waterlevel(mLGH)', 'parameter': 'Water level', 'unit': 'm', 'scale': 'interval', 'description': 'Parramatta', 'domain_values': None, 'reference_frame': 'LGH', 'compartment': ''}, 'description': 'This is the decription of the waterdepth raster layer', 'supplier': None, 'supplier_code': None, 'aggregation_type': 'curve', 'options': {'styles': 'Reds:0:14'}, 'rescalable': True, 'temporal': False, 'interval': None, 'access_modifier': 'Private', 'first_value_timestamp': '1970-01-01T00:00:00Z', 'last_value_timestamp': '1970-01-01T00:00:00Z', 'source': {'graph': {'rastersource': ['lizard_nxt.blocks.LizardRasterSource', 'b8f72818-e5eb-4aca-8225-84cd4840f0a5']}, 'name': 'rastersource'}, 'spatial_bounds': {'west': 5.108428, 'east': 5.130873, 'north': 52.095881, 'south': 52.084438}, 'projection': 'EPSG:4326', 'origin_x': 5.108428, 'origin_y': 52.095881, 'pixelsize_x': 8.767578125000106e-05, 'pixelsize_y': -4.469921874999949e-05, 'last_modified': '2020-10-16T12:09:38.388911Z', 'uuid': '9edf6c04-ba8d-414f-9f8c-f7098214e6b9', 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'geoblocks-demo:test-raster-layer2'}, 'writable': True, 'datasets': [], 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/'], 'is_geoblock': False}\n" + ] + } + ], + "source": [ + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "configuration = {'name': 'Test raster - layer2', #naam van raster layer \n", + " 'description': 'This is the decription of the waterdepth raster layer', #optional\n", + " #'supplier': 'valerie.demetriades', #optional\n", + " 'aggregation_type': 'curve', #optional\n", + " 'observation_type': \"Waterlevel(mLGH)\", #observation code \n", + " 'options':{'styles': 'Reds:0:14'} , #Red colormap with scale from 0 to 14\n", + " 'access_modifier': \"Private\",\n", + " 'rescalable': True,\n", + " 'temporal': False,\n", + " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #must be equal to the organisation of the raster source\n", + " \"source\": {\n", + " \"graph\": {\n", + " \"rastersource\": [\n", + " \"lizard_nxt.blocks.LizardRasterSource\", \n", + " r_rastersource[\"uuid\"] #uuid of rastersource\n", + " ]\n", + " },\n", + " \"name\": \"rastersource\" \n", + " }\n", + " }\n", + "\n", + "r = post(\n", + " url=raster_url,\n", + " json = configuration,\n", + " headers=json_headers,\n", + " )\n", + "\n", + "print(r.json())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pXX7oAN-X_eR" + }, + "source": [ + "\"Drawing\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5XddFuMQX_eR" + }, + "source": [ + "In the raster source url (https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/), you can see which raster layers are created from this raster source. " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hmEKPfEqX_eS" + }, + "source": [ + "## 5. How to update the metadata of a raster source and upload using the PATCH method?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "baLVpYb7X_eV" + }, + "outputs": [], + "source": [ + "requests.patch(\".../rastes//\", data=, headers=json_headers)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_UVQztviX_eX" + }, + "source": [ + "## 6. How to delete a raster layer using the DELETE method?\n", + "\n", + "It is possible to delete the raster layer by using the DELETE request as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XLNuse7VX_eX", + "outputId": "19223b41-dec8-41e2-ae10-e693a8be1634" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'status': 404,\n", + " 'code': 10,\n", + " 'message': 'Resource not found. #404.10',\n", + " 'detail': 'No RasterLayer matches the given query.'}" + ] + }, + "execution_count": 21, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "uuid = \"9edf6c04-ba8d-414f-9f8c-f7098214e6b9\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/\" # we use the rasters endpoint to delete a raster layer\n", + "r = requests.delete(url=get_url,\n", + " headers=json_headers)\n", + "r.json()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pxIKhOOvX_ea" + }, + "source": [ + "Note that when you delete a raster layer, the raster source itself is still available within Lizard. Also the raster data within the raster source is still available. It is also possible to delete a raster source. This is only possible if alle the raster layers within this raster source are deleted." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "VNXx8jlyX_ea", + "outputId": "79c14e56-627c-45db-b387-18f2bd3d25a5" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'status': 404,\n", + " 'code': 10,\n", + " 'message': 'Resource not found. #404.10',\n", + " 'detail': 'No RasterSource matches the given query.'}" + ] + }, + "execution_count": 22, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "uuid = \"b8f72818-e5eb-4aca-8225-84cd4840f0a5\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rastersources/\"\n", + "get_url = f\"{raster_url}{uuid}/\" # we use the rastersources endpoint to delete a raster layer\n", + "r = requests.delete(url=get_url,\n", + " headers=json_headers)\n", + "r.json()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "lckOQM-xpTGv" + }, + "source": [ + "## 7. How to query a list of available raster layers within Lizard? " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BCvU0ojUX_ed" + }, + "source": [ + "API endpoint for rasterlayer objects can be accesed by using the `rasters` endpoint. Each raster has a unique id. The metadata of each raster is also visible when using the `rasters` endpoint, as can be seen in the dataframe below." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 380 + }, + "id": "8gawxMkVpTGw", + "outputId": "8dd50ab9-5ba7-4528-e608-b28c76531ba5" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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081754https://nens.lizard.net/api/v4/rasters/4cee119...ncu_rainradar_010min{'url': 'https://nens.lizard.net/api/v4/organi...[]{'url': 'https://nens.lizard.net/api/v4/observ...QPE & QPF every 10 mins from NCU.zihNonenone...29.0000.0125-0.01252020-09-30T12:51:57.969501Z4cee1191-a698-4b00-bbc4-8e6b0733d8a3{'endpoint': 'https://nens.lizard.net/wms/', '...False[][]False
15518https://nens.lizard.net/api/v4/rasters/4d7ef79...Parramatta rain (int, m/s){'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...Parramatta precipitation for operational 3Di s...NoneNoneaverage...-33.6950.0100-0.01002020-09-30T12:51:53.509397Z4d7ef79c-a730-4bcf-b1ab-d48ecc812a53{'endpoint': 'https://nens.lizard.net/wms/', '...False[][https://nens.lizard.net/api/v4/rastersources/...True
217529https://nens.lizard.net/api/v4/rasters/942d9bf...Rain measured{'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...Interpolated rain grid for the Parramatta area...sa_parramattaparra_raingrid_int_5minaverage...-33.6950.0100-0.01002020-09-30T12:51:53.502942Z942d9bf2-e3fe-4896-824c-244428d3b026{'endpoint': 'https://nens.lizard.net/wms/', '...False[][https://nens.lizard.net/api/v4/rastersources/...False
33https://nens.lizard.net/api/v4/rasters/730d667...Regen{'url': 'https://nens.lizard.net/api/v4/organi...[{'url': 'https://nens.lizard.net/api/v4/organ...{'url': 'https://nens.lizard.net/api/v4/observ...RegenNoneNoneaverage...NaNNaNNaN2020-09-30T12:50:25.616330Z730d6675-35dd-4a35-aa9b-bfb8155f9ca7{'endpoint': 'https://nens.lizard.net/wms/', '...False[{'url': 'https://nens.lizard.net/api/v4/datas...[https://nens.lizard.net/api/v4/rastersources/...True
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" ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " percentage value\n", - "0 0 -3.026000\n", - "1 1 -2.516000\n", - "2 2 -2.486000\n", - "3 3 -2.457263\n", - "4 4 -2.427263\n", - ".. ... ...\n", - "96 96 -1.606000\n", - "97 97 -1.556000\n", - "98 98 -1.487367\n", - "99 99 -1.375000\n", - "100 100 0.361000\n", - "\n", - "[101 rows x 2 columns]" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 155 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "JuufVxXMX_fD" - }, - "source": [ - "We can use the data to plot the distribution of the DEM within the defined polygon:" - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": false, - "id": "yjDl-xXQX_fE", - "outputId": "3d669dbb-443b-4292-93fe-9c035c2af730" - }, - "source": [ - "dem_curve.set_index('percentage', inplace=True)\n", - "dem_curve.plot(figsize=(20,7));\n", - "plt.legend('');\n", - "plt.xticks(fontsize=20)\n", - "plt.yticks(fontsize=20)\n", - "plt.ylabel('DEM [m NAP]', fontsize=20)\n", - "plt.xlabel('%', fontsize=20)\n", - "plt.title('DEM distribution curve within defined polygon', fontsize=20)\n", - "plt.show()" + "text/plain": [ + " id url \\\n", + "0 81754 https://nens.lizard.net/api/v4/rasters/4cee119... \n", + "1 5518 https://nens.lizard.net/api/v4/rasters/4d7ef79... \n", + "2 17529 https://nens.lizard.net/api/v4/rasters/942d9bf... \n", + "3 3 https://nens.lizard.net/api/v4/rasters/730d667... \n", + "\n", + " name \\\n", + "0 ncu_rainradar_010min \n", + "1 Parramatta rain (int, m/s) \n", + "2 Rain measured \n", + "3 Regen \n", + "\n", + " organisation \\\n", + "0 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "1 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "2 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "3 {'url': 'https://nens.lizard.net/api/v4/organi... \n", + "\n", + " shared_with \\\n", + "0 [] \n", + "1 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", + "2 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", + "3 [{'url': 'https://nens.lizard.net/api/v4/organ... \n", + "\n", + " observation_type \\\n", + "0 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "1 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "2 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "3 {'url': 'https://nens.lizard.net/api/v4/observ... \n", + "\n", + " description supplier \\\n", + "0 QPE & QPF every 10 mins from NCU. zih \n", + "1 Parramatta precipitation for operational 3Di s... None \n", + "2 Interpolated rain grid for the Parramatta area... sa_parramatta \n", + "3 Regen None \n", + "\n", + " supplier_code aggregation_type ... origin_y pixelsize_x \\\n", + "0 None none ... 29.000 0.0125 \n", + "1 None average ... -33.695 0.0100 \n", + "2 parra_raingrid_int_5min average ... -33.695 0.0100 \n", + "3 None average ... NaN NaN \n", + "\n", + " pixelsize_y last_modified \\\n", + "0 -0.0125 2020-09-30T12:51:57.969501Z \n", + "1 -0.0100 2020-09-30T12:51:53.509397Z \n", + "2 -0.0100 2020-09-30T12:51:53.502942Z \n", + "3 NaN 2020-09-30T12:50:25.616330Z \n", + "\n", + " uuid \\\n", + "0 4cee1191-a698-4b00-bbc4-8e6b0733d8a3 \n", + "1 4d7ef79c-a730-4bcf-b1ab-d48ecc812a53 \n", + "2 942d9bf2-e3fe-4896-824c-244428d3b026 \n", + "3 730d6675-35dd-4a35-aa9b-bfb8155f9ca7 \n", + "\n", + " wms_info writable \\\n", + "0 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "1 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "2 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "3 {'endpoint': 'https://nens.lizard.net/wms/', '... False \n", + "\n", + " datasets \\\n", + "0 [] \n", + "1 [] \n", + "2 [] \n", + "3 [{'url': 'https://nens.lizard.net/api/v4/datas... \n", + "\n", + " raster_sources is_geoblock \n", + "0 [] False \n", + "1 [https://nens.lizard.net/api/v4/rastersources/... True \n", + "2 [https://nens.lizard.net/api/v4/rastersources/... False \n", + "3 [https://nens.lizard.net/api/v4/rastersources/... True \n", + "\n", + "[4 rows x 31 columns]" + ] + }, + "execution_count": 3, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "#Call the Lizard API V4 Rasters endpoint:\n", + "url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "rasters_list = pd.DataFrame(requests.get(url,headers=json_headers).json()['results'])\n", + "# print only the first 5 rows of the dataframe\n", + "rasters_list[0:4] " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NUci7Tv8pTG1" + }, + "source": [ + "-------------------------------------------------------------------------------------------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Iyb5yzwAX_eg" + }, + "source": [ + "## 8. How to filter rasterlayer objects by metadata attributes? \n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "l_AgAe-npTG1" + }, + "source": [ + "\n", + "### Available query parameters\n", + "To filter time series objects by metadata attributes you can use the following query parameters:\n", + "\n", + "- name\n", + "- uuid\n", + "- organisation\n", + "- observation_type\n", + "- datasets\n", + "- first_value_timestamp\n", + "- last_value_timestamp\n", + "- ordering\n", + "\n", + "Some examples of different quries that can be used:\n", + "\n", + "`?name__icontains=Elevation`\n", + "\n", + "`?organisation__name=DDSC`\n", + "\n", + "`?organisation__uuid=61f5a464c35044c19bc7d4b42d7f58cb`\n", + "\n", + "`?organisation__name__startswith=Nelen`\n", + "\n", + "`?organisation__name__icontains=Schuur`\n", + "\n", + "`?observation_type__code=HOOGTEmNAP`\n", + "\n", + "`?observation_type__parameter=Hoogte`\n", + "\n", + "`?uuid=10415ccb-ec31-4d43-bdb3-db597061527b,4a544b7a-772b-45fb-9aa4-a69447f34f52`\n", + "\n", + "`?first_value_timestamp=2016-06-21T06:05:00Z`\n", + "\n", + "`?first_value_timestamp__lt=2016-06-21T06:05:00Z`\n", + "\n", + "`?datasets__slug=10855cc`\n", + "\n", + "`?ordering=name` \n", + "\n", + "`?ordering=-last_modified`\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QZfqgPYqyy5Z" + }, + "source": [ + "### 8.1 How to filter raster objects by their name? " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dTCfZRXkX_eh" + }, + "source": [ + "We will filter the available rasters using `name` query parameter. In this example we filter on the rasters all starting with 'H' in their name:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 69 + }, + "id": "8Lt1YN5bX_ei", + "outputId": "ae5a5957-9e0c-492c-ea36-7fb305321971" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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" ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "6kCNMzGwX_fG" - }, - "source": [ - "### 9.6. How to query a line crosssection of a raster?\n", - "The `line` endpoint is used to return a line crossection of a raster as (distance, value) pairs. \n", - "\n", - "For the `line` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/line/**\n", - "\n", - "In the example below we will query the surface level (DEM) profile of a cross section defined by `uuid` and `geom`." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "m4iF6B-WX_fH", - "outputId": "25c0468f-00b2-441b-c77e-740cb7341456" - }, - "source": [ - "# Find the uuid of the rasterobject you want to query\n", - "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/line/\" # we use the line endpoint\n", - "\n", - "# Geometry defining the linestring of this raster data (coordinates of point 1 to coordinates of point 2)\n", - "#distance starts calculating from point 1 (distance=0 at point 1)\n", - "geom = 'LINESTRING (5.5206298828125 51.964577109947506, 5.855712890625 52.07950600379697)'\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom\n", - " }\n", - ")\n", - "\n", - "#Retrive the 'results' attribute of the response using a JSON interpreter\n", - "# and write it to a dataframe with column names percentage and value\n", - "dem_crossection = pd.DataFrame(r.json()['results'], columns=['distance', 'DEM'])\n", - "dem_crossection" + "text/plain": [ + "Empty DataFrame\n", + "Columns: [id, uuid, url, last_modified, created, organisation, access_modifier, supplier, shared_with, writable, is_geoblock, name, description, observation_type, temporal, datasets, supplier_code, first_value_timestamp, last_value_timestamp, spatial_bounds, projection, origin_x, origin_y, pixelsize_x, pixelsize_y, interval, wms_info, options, rescalable, aggregation_type]\n", + "Index: []" + ] + }, + "execution_count": 4, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Call the Lizard API V4 Raster endpoint\n", + "url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "\n", + "# Add filter for name attribute \n", + "params= {'name__startswith':'H'}\n", + "\n", + "# Retrieve the 'results' attribute using a JSON interpreter\n", + "rasters_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", + "# print only the rasters where their access_modifier is common\n", + "rasters_list[rasters_list['access_modifier']=='Common']" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "buPjQWM1X_ek" + }, + "source": [ + "##9. Additional queries for raster layers using `endpoints` \n", + "We now know how to query a specific raster and its metadata. Next step is to actually retrieve the data itself from the raster layer. Also, additional functionalities can be used. For each raster instance some additional queries can be performed using different `endpoints`. Available `endpoints` for raster instances are:\n", + "\n", + "- `data`\n", + "- `zonal`\n", + "- `counts`\n", + "- `curve`\n", + "- `line`\n", + "- `point`\n", + "- `projections`\n", + "- `rrc (rain recurrence statistics)`\n", + "- `timesteps`\n", + "\n", + "Each raster 'endpoint' will be discussed below and shown by an example." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8Gb3E9pkX_el" + }, + "source": [ + "### 9.1 How to query data for a selected raster layer?\n", + "`data` endpoint is used to request data for the selected raster within a bounding box. \n", + "\n", + "**nens.lizard.net/api/v4/rasters/**{uuid}**/data/**\n", + "\n", + "Let's have a look at the raster DEM, for which we use: https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/data/" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "sHpW8UFiX_el" + }, + "outputs": [], + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/data/\" # we use the data endpoint\n", + "\n", + "# Define the bounding box x1, y1, x2, y2\n", + "bbox = '5.108428,52.084438,5.130873,52.095881'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"bbox\": bbox,\n", + " \"format\": 'geotiff' \n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "k7WE33NaX_ep", + "outputId": "5f8671d0-1857-4eb9-a800-64760cefaf67" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 52, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "r" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gcqR_-pwX_er" + }, + "source": [ + "Since only a geotiff format is allowed for this endpoint query (and not a json format), you should put the above url in your internet browser instead of using it in jupyter notebook. It will give you back a \"geotiff\" format of the raster within the defined bbox. By using the module rasterio, you can visualise this geotiff. Another option is to use this geotiff in GIS for other analyses." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ueOog9ZFX_es" + }, + "outputs": [], + "source": [ + "url = \"https://nens.lizard.net/api/v4/rasters/1d65a4e1-ac2f-4e66-9e52-1d130d870a34/data/?bbox=5.108428,52.084438,5.130873,52.095881&format=geotiff\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "sLPqyp2FX_et", + "outputId": "f42d31b6-94d6-49e5-d951-c067c8861ae9" + }, + "outputs": [ + { + "data": { + "image/png": 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" - ], - "text/plain": [ - " distance DEM\n", - "0 7.888914 5.479456\n", - "1 39.635947 6.629456\n", - "2 148.316459 6.629456\n", - "3 256.996971 5.729456\n", - "4 324.754340 6.033000\n", - ".. ... ...\n", - "322 26014.278360 38.654999\n", - "323 26122.958872 38.654999\n", - "324 26231.639384 39.855000\n", - "325 26307.719276 40.285000\n", - "326 26309.375608 43.735001\n", - "\n", - "[327 rows x 2 columns]" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 159 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "m55bcZrUX_fK" - }, - "source": [ - "We can use the data to plot the crosssection of the selected line:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "7yrzuwe8X_fL", - "outputId": "47e1abac-4dff-48cf-ce31-55c7e21ed622" - }, - "source": [ - "dem_crossection.set_index('distance', inplace=True)\n", - "dem_crossection.plot(figsize=(20,7));\n", - "plt.legend('');\n", - "plt.xticks(fontsize=20)\n", - "plt.yticks(fontsize=20)\n", - "plt.ylabel('Surface level (DEM) [m NAP]', fontsize=20)\n", - "plt.xlabel('Distance from point 1 [m]', fontsize=20)\n", - "plt.title('Surface level of a defined line crossection', fontsize=20)\n", - "plt.show()" + "text/plain": [ + " timestamp mean\n", + "0 NaT NaN" + ] + }, + "execution_count": 7, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "#define you polygon here\n", + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/zonal/\"\n", + "\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " #spatial aggregation averaged per month \n", + " \"zonal_statistic\": \"mean\",\n", + " \"pixel_size\": \"100\",\n", + " \"zonal_projection\":\"EPSG:28992\", #projection to perform the aggregation in\n", + " }\n", + ")\n", + "# write the data to a dataframe and convert the timestamp to datetime\n", + "mean_dem = pd.DataFrame(r.json()['results'], columns=['timestamp', 'mean'])\n", + "mean_dem['timestamp'] = pd.to_datetime(mean_dem['timestamp'], unit='s')\n", + "mean_dem" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "X-ulE1dJX_e0" + }, + "source": [ + "### 9.3 How to query zonal statistics of temporal raster data (temporal & spatial aggregation)?\n", + "\n", + "For temporal rasters it is also possible to not only spatially aggregate (like previous example), but also perform aggregation over time. For this, we also use the `zonal` endpoint of rasters. In addition to the parameter \"zonal_statistic\", we also need to use the parameter \"temporal_statistic\".\n", + "\n", + "In the example below using the Daily Rainfall Raster, let's calculate the monthly sum of the 5-minutes rainfall from April 1 to October 1, 2019. In addition, let's calculate the mean monthly rainfall within the defined polygon. So we need two different aggregation types:\n", + "* `temporal aggregation`: calculate per pixel the monthly rainfall sum from April 1 to October 1, 2019.\n", + "* `spatial aggregation`: calculate the mean value of all those pixels with the monthly rainfall sum, within the defined polygon\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "-tywe9ktX_e0", + "outputId": "6331d68b-386b-4914-c000-96616dcc5bd5" + }, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'requests' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0mget_url\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;34mf\"{raster_url}{uuid}/zonal/\"\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 7\u001b[1;33m r = requests.get(\n\u001b[0m\u001b[0;32m 8\u001b[0m \u001b[0murl\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mget_url\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 9\u001b[0m \u001b[0mheaders\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mheaders\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mNameError\u001b[0m: name 'requests' is not defined" + ] + } + ], + "source": [ + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/zonal/\"\n", + "\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " #spatial aggregation averaged per month \n", + " \"zonal_statistic\": \"mean\",\n", + " \"pixel_size\": \"100\", #pixel size to perform the aggregation in\n", + " \"zonal_projection\":\"EPSG:28992\",\n", + " #temporal aggregation monthly sum\n", + " \"start\": \"2019-04-01T00:0:00\", \n", + " \"stop\": \"2019-10-01T00:00:00\",\n", + " \"temporal_statistic\":\"sum\", # also possible to use count, min, max, mean and median\n", + " \"frequency\":'M', # monthly data\n", + "\n", + " }\n", + ")\n", + "\n", + "# write the data to a dataframe and convert the timestamp to datetime\n", + "rain = pd.DataFrame(r.json()['results'], columns=['timestamp', 'average monthly rainfall sum'])\n", + "rain['timestamp'] = pd.to_datetime(rain['timestamp'], unit='s')\n", + "rain" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "576HrY_zX_e3", + "outputId": "32896120-daee-4c93-fa2e-a913709b1ed5" + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(15,4))\n", + "plt.style.use('seaborn')\n", + "bars = rain['timestamp']\n", + "y_pos = np.arange(len(bars))\n", + "plt.bar(y_pos, rain['average monthly rainfall sum'], width=0.3, color='#008080')\n", + "plt.xticks(y_pos, bars, rotation=30, fontsize=15)\n", + "plt.yticks(fontsize=15)\n", + "plt.ylabel('Rainfall [mm/month]]', fontsize=20)\n", + "plt.title('Average rainfall per month within defined polygon', fontsize=20)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "MdaSgVMbX_e5" + }, + "source": [ + "### 9.4 How to query counts of unique values in nominal data?\n", + " The `counts` endpoint is used to request the labeled counts of unique values in nominal raster data. An example of a raster with nominal data is the \"Landuse\" raster. For raster object defined by `uuid` and for the selected geometry `geom` using the colormapDefinition described by `style`, `counts` query returns:\n", + "\n", + "- results: A list of dictionaries containing class number, sample count, color and label for that class.\n", + "- total : An estimate of the total amount of samples taken from the raster intersecting with `geom` \n", + "\n", + "For the `counts` rasters endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/counts/**\n", + "\n", + "\n", + "In the example below, let's query all the different categories of landuse within the raster \"Landuse\", and count the different land use categories within the defined polygon." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 359 + }, + "id": "HOXE3Zt0X_e5", + "outputId": "b7e7cd51-ffce-4d90-9bf5-e06cec813ecb" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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\n", + "
" ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "b9OaAYUwX_fO" - }, - "source": [ - "### 9.7 How to query data of a selected point within a raster?\n", - "The `point` endpoint is used to return data of the selected point location within the raster. \n", - "\n", - "For the `point` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/point/**\n", - "\n", - "In the example below we will request the surface level (DEM) of the point defined in the \"geometry\" parameter." - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": true, - "id": "Ar4twPpcX_fO", - "outputId": "a9ec2d66-3c96-4bb5-e6f9-8171fbccdc2b" - }, - "source": [ - "# Find the uuid of the rasterobject you want to query\n", - "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/point/\" # we use the point endpoint\n", - "\n", - "# Geometry defining the point geometry\n", - "geom = 'POINT (4.647216796875 51.84256565377846)'\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom\n", - " }\n", - ")\n", - "\n", - "#Retrive the 'results' attribute of the response using a JSON interpreter\n", - "# and write it to a dataframe with column names point and value\n", - "dem_point = pd.DataFrame(r.json()['results'], columns=['point', 'value'])\n", - "dem_point\n", - "\n", - "print ('The surface level (DEM) of the selected point is :', np.round(dem_point['value'][0],2), 'm NAP')" + "text/plain": [ + " class count color label\n", + "0 27 29012 #ffffe5 Verkeerseiland\n", + "1 144 3729 #ad7623 Spruitjes\n", + "2 120 1182 #ad7623 Peulen\n", + "3 16 546 #dbdbdb Bedrijventerrein\n", + "4 254 459 #235aad Top10 - Water\n", + "5 253 282 #ffffff Onbekend\n", + "6 2 245 #ad2323 Woonfunctie\n", + "7 252 240 #00ffff 252\n", + "8 14 226 #ad2323 Overige gebruiksfunctie\n", + "9 39 183 #6b8019 Bos/Natuur" + ] + }, + "execution_count": 8, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# uuid of the rasterobject you want to quary\n", + "uuid = \"b464c2e4-b1f4-4af4-b9b8-6282461e941e\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/counts/\"\n", + "\n", + "# geometry and style is required\n", + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "style = 'lc-fun-1801c' \n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " \"style\" : style\n", + " }\n", + ")\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "landuse = pd.DataFrame(r.json()['results'])\n", + "landuse " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "kNx8F6kTX_e7" + }, + "source": [ + "We will get back from the API a dataframe with the different categories landuse within the defined polygon, and how many pixels within that dataframe belong to a certain categorie (count column). Let's easily calculate the percentages according to the counts:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "cIzoV4VsX_e8", + "outputId": "7c195b29-a80f-4e35-fb2f-f50c2ad58145" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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classcountcolorlabelpercentage
02729012#ffffe5Verkeerseiland80.356747
11443729#ad7623Spruitjes10.328495
21201182#ad7623Peulen3.273875
316546#dbdbdbBedrijventerrein1.512298
4254459#235aadTop10 - Water1.271327
5253282#ffffffOnbekend0.781077
62245#ad2323Woonfunctie0.678595
7252240#00ffff2520.664746
814226#ad2323Overige gebruiksfunctie0.625969
939183#6b8019Bos/Natuur0.506869
\n", + "
" ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "The surface level (DEM) of the selected point is : -1.16 m NAP\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "wYjT5126X_fR" - }, - "source": [ - "In the example above the DEM raster is used, which is a raster with static data. The endpoint `point` can also be used for rasters with temporal data. So let's retrieve from the same point as in the example above, the daily summed up rainfall of the 5-minutes rainfall raster from April 1 to April 10, 2019." - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": true, - "id": "I492qE2VX_fR", - "outputId": "8c95a60a-6a95-4b84-a750-dc0dbc441cf6" - }, - "source": [ - "# Find the uuid of the rasterobject you want to query\n", - "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/point/\" # we use the point endpoint\n", - "\n", - "# Geometry defining the point geometry\n", - "geom = 'POINT (4.647216796875 51.84256565377846)'\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\": geom,\n", - " #temporal aggregation monthly sum\n", - " \"start\": \"2019-04-01T00:0:00\", \n", - " \"stop\": \"2019-04-10T00:00:00\",\n", - " \"statistic\":\"sum\", # also possible to use count, min, max, mean and median\n", - " \"frequency\":'D', # daily data\n", - " })\n", - "\n", - "rain_point = pd.DataFrame(r.json()['results'], columns=['timestamp', 'value'])\n", - "rain_point['timestamp'] = pd.to_datetime(rain_point['timestamp'], unit='s')\n", - "rain_point.set_index('timestamp', inplace=True)\n", - "rain_point" + "text/plain": [ + " class count color label percentage\n", + "0 27 29012 #ffffe5 Verkeerseiland 80.356747\n", + "1 144 3729 #ad7623 Spruitjes 10.328495\n", + "2 120 1182 #ad7623 Peulen 3.273875\n", + "3 16 546 #dbdbdb Bedrijventerrein 1.512298\n", + "4 254 459 #235aad Top10 - Water 1.271327\n", + "5 253 282 #ffffff Onbekend 0.781077\n", + "6 2 245 #ad2323 Woonfunctie 0.678595\n", + "7 252 240 #00ffff 252 0.664746\n", + "8 14 226 #ad2323 Overige gebruiksfunctie 0.625969\n", + "9 39 183 #6b8019 Bos/Natuur 0.506869" + ] + }, + "execution_count": 146, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "#total amount of pixels\n", + "np.sum(landuse['count'])\n", + "# voeg een kolom in de dataframe toe met percentage landgebruik\n", + "landuse['percentage'] = landuse['count']/np.sum(landuse['count']) * 100\n", + "landuse" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "EFazkdU-X_e-" + }, + "source": [ + "Let's plot the percentages of the landuse categories within a barplot:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "SkGIy1MEX_e_", + "outputId": "3d813831-0b85-4e98-bce2-0548d8c597e9" + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(20,7))\n", + "plt.style.use('seaborn')\n", + "bars = landuse['label']\n", + "colors = landuse['color']\n", + "y_pos = np.arange(len(bars))\n", + "plt.bar(y_pos, landuse['percentage'], color=colors)\n", + "plt.xticks(y_pos, bars, rotation=30, fontsize=15)\n", + "plt.yticks(fontsize=15)\n", + "plt.ylabel('% Landuse', fontsize=20)\n", + "plt.title('Landuse distribution within defined polygon', fontsize=20)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "zINMrD43X_fB" + }, + "source": [ + "### 9.5 How to query distribution of data in a raster with a CURVE \n", + "The `curve` endpoint is used to request percentile values describing the distribution of data in a selection of a raster. It is possible to calculate this for the whole raster, or for a certain region within the raster (defined by \"geom\"). \n", + "\n", + "For the `curve` rasters endpoint we use the following url: **nens.lizard.net/api/v4/rasters/**{uuid}**/curve/**\n", + "\n", + "In the example below, let's query the percentile distribution of the raster DEM within a defined polygon." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Dord-8RxX_fB", + "outputId": "751eacdb-19d0-4f50-a80c-13735fcf9165" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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percentagevalue
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" ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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value
timestamp
2019-04-010.00
2019-04-0213.04
2019-04-033.95
2019-04-040.00
2019-04-050.00
2019-04-060.00
2019-04-070.00
2019-04-080.61
2019-04-090.00
2019-04-100.00
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" - ], - "text/plain": [ - " value\n", - "timestamp \n", - "2019-04-01 0.00\n", - "2019-04-02 13.04\n", - "2019-04-03 3.95\n", - "2019-04-04 0.00\n", - "2019-04-05 0.00\n", - "2019-04-06 0.00\n", - "2019-04-07 0.00\n", - "2019-04-08 0.61\n", - "2019-04-09 0.00\n", - "2019-04-10 0.00" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 198 - } - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "yU_59jcAX_fT", - "outputId": "e6887fa5-f541-4137-c551-e026a0db2d92" - }, - "source": [ - "rain_point.plot(figsize=(20,7), kind='bar')\n", - "plt.xticks(fontsize=15)\n", - "plt.yticks(fontsize=20)\n", - "plt.ylabel('Rain [mm/day]', fontsize=20)\n", - "plt.xlabel('');\n", - "plt.title('Daily rainfall at a defined point within the temporal 5-minutes rainfall raster', fontsize=25)\n", - "plt.legend('');" + "text/plain": [ + " percentage value\n", + "0 0 -3.026000\n", + "1 1 -2.516000\n", + "2 2 -2.486000\n", + "3 3 -2.457263\n", + "4 4 -2.427263\n", + ".. ... ...\n", + "96 96 -1.606000\n", + "97 97 -1.556000\n", + "98 98 -1.487367\n", + "99 99 -1.375000\n", + "100 100 0.361000\n", + "\n", + "[101 rows x 2 columns]" + ] + }, + "execution_count": 155, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/curve/\" # we use the curve endpoint\n", + "\n", + "# Geometry defining the special extend of this raster data\n", + "geom = 'POLYGON ((4.804847821873415 52.11667280734238, 4.806713259859531 52.11808327571072, 4.805608147820809 52.11856102711491, 4.819366745114616 52.12916174862249, 4.820391627911995 52.12882844174937, 4.825146482688536 52.13155708895362, 4.836760218799797 52.1320950542045, 4.839831083487208 52.13138455359988, 4.841855268314998 52.13279519337573, 4.844997575437689 52.13266472167823, 4.851613567129445 52.13095545048285, 4.850995342194573 52.13013121164453, 4.855100260574258 52.12826534499285, 4.858115526952704 52.1255730225948, 4.857260037781153 52.12489270966972, 4.857432505687366 52.12358885970951, 4.856966250193945 52.12318812892995, 4.857412305450096 52.12198214729695, 4.855523610331791 52.12072942129434, 4.855459491604404 52.1195211452892, 4.856410703395785 52.11874023894567, 4.857189725526387 52.11758407511068, 4.857006548770007 52.11648398314836, 4.858161027579516 52.11509998252357, 4.860588442243921 52.11558196309642, 4.862378153957152 52.11356052316284, 4.863167486792669 52.11317747763539, 4.862651303280372 52.11034849069802, 4.864831936661076 52.10842539029259, 4.864544590469517 52.1078322025319, 4.866034352158711 52.1062563318614, 4.867314973640948 52.10409968552982, 4.86967559135546 52.10353023647684, 4.865590360499596 52.09723068553979, 4.86211402445756 52.09595894201262, 4.861573683244572 52.09520757940017, 4.852430695728541 52.09876627241331, 4.846469734862426 52.10185569966663, 4.842415244351158 52.10297254568547, 4.837985745856069 52.10266207609867, 4.832555777932917 52.10394128701714, 4.831113012822775 52.10480424504518, 4.829541164175933 52.10500217933986, 4.82775049958501 52.10544065304562, 4.824631499045423 52.10542581163859, 4.825548195162908 52.10741128945562, 4.804847821873415 52.11667280734238))'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom\n", + " }\n", + ")\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "#and write it to a dataframe with column names percentage and value\n", + "dem_curve = pd.DataFrame(r.json()['results'], columns=['percentage', 'value'])\n", + "dem_curve" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "JuufVxXMX_fD" + }, + "source": [ + "We can use the data to plot the distribution of the DEM within the defined polygon:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yjDl-xXQX_fE", + "outputId": "3d669dbb-443b-4292-93fe-9c035c2af730" + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + }, + "output_type": "display_data" + } + ], + "source": [ + "dem_curve.set_index('percentage', inplace=True)\n", + "dem_curve.plot(figsize=(20,7));\n", + "plt.legend('');\n", + "plt.xticks(fontsize=20)\n", + "plt.yticks(fontsize=20)\n", + "plt.ylabel('DEM [m NAP]', fontsize=20)\n", + "plt.xlabel('%', fontsize=20)\n", + "plt.title('DEM distribution curve within defined polygon', fontsize=20)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6kCNMzGwX_fG" + }, + "source": [ + "### 9.6. How to query a line crosssection of a raster?\n", + "The `line` endpoint is used to return a line crossection of a raster as (distance, value) pairs. \n", + "\n", + "For the `line` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/line/**\n", + "\n", + "In the example below we will query the surface level (DEM) profile of a cross section defined by `uuid` and `geom`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "m4iF6B-WX_fH", + "outputId": "25c0468f-00b2-441b-c77e-740cb7341456" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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\n", + "
" ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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Y2FgdPnzYPK9ubm7y9PSUpAwt/4+zd+9eLVy4UPnz51e5cuV06tQp89128+bN8vf3V2xsrHLlyqXnn39ehmHowoUL2r17t/lv6tSp5vaioqLUrVs3nT17Vm5ubipVqpSyZcums2fPauXKlQoICNDs2bPNe5OjypvVxx9/rP3796t8+fK6d++e3NzcGEQAjmcASLPz588bFovFsFgsxq5du1K0Tvv27Q2LxWKMHj3anHbmzBnDx8fHsFgsxuzZs43Y2Fhz3o0bN4w333zTsFgsho+PjxEVFWXOW7VqlWGxWIzGjRvb7KN3796GxWIxpk2bZk5bvny5YbFYjAYNGhhxcXFJ0jVhwgTDYrEYH330UYqOY+zYseaxf/LJJ0Z8fLxhGIYRGRnp0GOyWCzGkCFDjPDwcHPe5s2bjYoVKxoWi8X47rvvbNazbq958+ZJjsG6zW7dutlsLyEhwVizZo3h7e1tWCwWY+nSpTbrWdOxY8eOJ6b7caznsGXLlsaZM2ds5m3fvt2oWrWqYbFYjM8//9zuMaVmX4aR9uN9nP79+xsWi8Vo3769ce7cOXP6wYMHjcaNG5vnKnFZNAzD8Pf3NywWi/HSSy8ZBw8eNKfHxMQY06ZNMywWi1G5cmXj2LFjNutZz9nYsWNtpie+FsPCwszpM2fONKe3bt3aOHTokDnv1KlTRpMmTQyLxWL861//stnetm3bDC8vL8PHx8dYvHixWb4NwzB27txp1K9f37BYLMb06dNt1ps9e7ZhsViMmjVr2pSPK1eu2JThHj16PPHcWiVer2PHjjbn+ffffzeqVatmWCwW49///rfNep988olhsViMatWqGRs3bjSnx8fHG0uXLjUqVapk95p5XPm2WCxGw4YNjT/++MOcFx4ebt7XOnTokCT99rb3OFu3bjX386hGjRqZ23s0z86cOWNYLBajVq1a5v3Gmv+Pnu/HXUPNmzc39zF69Gjjxo0b5ryAgABz3rJly+yut3z5cnParl27zOWrVatmrFu3zpx369Yto2/fvobFYjHq1Klj976cHHv7Snxc1m1u3brVnBcZGWl0797dfA4kJCSY865cuWLUqVPHsFgsxvjx442bN2+a886ePWu88sorhsViMXr27JniNBpG8nl/9OhRw9fX1/Dy8jKmT59uxMTEmPOOHDlitGrVyrBYLMaYMWNs1kv83Hn11VeNq1evGoZhGA8ePDDeffddw2KxGN7e3oaXl5exYMEC48GDB4ZhGMb169eNTp06GRaLxejdu7fNNjPr+vL19TX27Nljpt9azqxltm7dujb3RsN4eF9t2LChYbFYjBEjRtg9jkfvtY9jvY9Vr17dTFfifw0bNjT27duX4u09eowWi8WYM2eOWbYvX75sXsPe3t6Gn5+fzTEGBQWZz/LVq1eb09P7/m4tR4nfwxJL7r0h8fX86PX6448/mvefgIAAc3pCQoIRGBholqPE1+zJkyfNZ92j75CJn8khISH2T3Qy6bY+52/dumUYxsPyn5CQYMTHxxsvvPCCYbFYjGHDhtm8e8XGxhpz5swx19+yZYs5L73Pf+LtnT9/3mZeepb/5NL9OImP6Y033jDu379vGMb/vdtGRUUZtWvXNiwWi/Hhhx8ad+/eNde9c+eOMXHiRHP948ePm/OmTJliPous2zKMh8+B4cOHm+cwsfQub4Zh+3wLDAw0pydOE+AoNLUDMpj1623iKq07duyQi4uLfHx89K9//ctmRLcCBQpo7Nixkh5+YU1rFeO2bdsqV65cunbtWpKmFvfv39fGjRslSZ07d07VdrNnz67Ro0ebX8asHfk66pgKFy6smTNn2owc1aJFC/MrkfUL+5NERkbqxIkTkqSJEyfabM/JyUmdOnUyO718XFOstIqPj1dwcLCcnJz03nvvmV/7rBo3bqy2bdtKkt0mRanliOM9ePCgmc/ffvutnn/+eXNelSpVbL72JRYaGqrAwEDlzJlTCxYsUJUqVcx52bNnl7+/v9q0aaP79+9r9uzZqT7W5EydOtWmdkvZsmXVr18/SUnLzbRp02QYhsaMGaM+ffrYfPmtX7++OVrXd999Z3Z4HhcXpwULFkiS3n//fTVo0MBcp1ixYvr222+f6oti7ty5NWfOHJvz7OfnZzZRmDt3rmJjYyVJV65c0U8//STpYX6/+OKL5jouLi7q1auX3nzzTUnSt99+qzt37qQ4HR988IFNbc2iRYtq+PDhkh7mbWq2ZU/9+vWVK1cuRUREmE2BJOnEiRO6evWqatasKWdnZ+3du9emGYq1tlPTpk3TZVTMcuXK6YsvvrDJsw4dOqhhw4aSHtYQSo2RI0fa1ODKmzev+TU6Kioq3ZuPjB8/Xk2bNjX/LlSokN555x1JD5vUJW7OumDBAkVFRcnPz08TJ05Uvnz5zHmlSpXS7NmzlSdPHgUHB9ttrpZa33zzjWJjY9W7d2+NGjXK5it+pUqVNHPmTLm4uGj9+vXmqGuJubq6atq0aWbtK2dnZw0ZMkTSw6auHTt21IABA+Ts/PA1t2DBgmazlb/++stumjL6+mrTpo1q165tpt9aznbu3ClnZ2cNHz7c5t4oPbyvWmvGPe1zISIiQpGRkZIenp8ZM2Zo7969OnDggBYtWqQqVaooIiJCgwcPTtL0OaUaN26sIUOGmMPAP/fcc2ZNu4SEBE2aNMnmGBs2bKiaNWtK0mO7BbAnNff39BYbG2s2d/3ss8/UoUMHc56Tk5Patm1rXuvffPON2aQycY2zR0dF7tSpk1599VW1a9fOLHepMWrUKHOgloIFC8rJyUmhoaGKioqSm5ubPv30U+XPn99cPlu2bBoyZIhZ/lNbvtLr/GdU+U+JsWPHmrUcre+2wcHBiouLk7u7u8aPH29TKy9Xrlx69913zedP4jRan2WtW7e2GfAib968Gj9+vBo0aKDatWunqP/XtJa3xGrVqmW+YyY+PsCRCDwBGSwuLk7Sw4eDVa9evXTw4EH98MMPdtdJ3Jzj3r17adpv7ty5zZfjgIAAm3m///67bt26JYvFkuqmQJUqVbLbnMpRx1S/fn2bHylW1hFXbt++naLtFC5cWLt27dLBgwft9m/x4MEDs4mBIzqCd3V11ebNm3Xw4EGzaVJihmGY5zU99u+I47X+0K9Zs6bdEb1q165tVu9PzNo0pU6dOskOZ9+xY0dJD5tW2usrIbWKFi1qt6lF2bJlJdmWmwsXLujo0aOSZPNCl1jTpk1VsGBBxcTEmH0pBAcH6/bt28qePbteeumlJOvkz5/f5kUvtdq2bWv3fL388svKnj27oqOjzeYJ27dvV3x8vNzd3ZPdZ+/evZUtWzbdvn1be/bsSVEaXFxc7DZTSjzikb3+j1LDzc3NDGwlDpJb/9+yZUtVqFBBt27dsgkipKSZXWq0aNHCblMTa99FifuUS4nmzZsnmZb4vN26dSuVKUyes7Oz3SbTiftdSpx+a9PQ5Mp7kSJFzIDbli1bniptsbGx2r59+2P35+XlJW9vbxmGYXd/Xl5eZvNjKw8PD/P/iQNuVtZge3LlM6OvL2uA5VE//vijDh06lOwQ89Yfuk/7XEhISNCgQYPUoUMHLV++XG3atFG+fPmUM2dO1a9fX99//728vLwUHR2tGTNmpGkf9p5t1nzKmTOn3RHNrPmUmgB2au7vjhASEqJr164pd+7cyd5/OnToIGdnZ4WHh5v3LWtz8dDQUH3xxRdJAnwffPCBpk6dmuqR35ydnVW9evUk0318fLR3717t3btXBQsWTDI/NjbWDEal5r0sPc9/RpX/J3F3d7cJQlu1aNFCISEh2rx5sxlQTez+/ftmEDnxObR+XJw/f77WrVtnc06KFSum7777ThMnTkxR8+20lrfEkrv/AI5EH09ABrM+bBJ/UbbKnj27Dh06pOPHj+v8+fM6d+6cjh8/rtOnT5vLGP9/x6lp0aVLF61evVq///67oqOjzUDD2rVrJaW+tpOkJ/b3kd7HlFygwvqwtvdl53Fy5Mihy5cv6+DBgzp37pzOnz+vU6dO6ejRo7p7964kpapzz9TKnj27IiMjdeDAAYWFhenChQs6ffq0jh49anb0nZ77T8/jtdbQsBfIsvL29k5SY8Fa8+rw4cPJ9mtj7bPpzp07Cg8PV4kSJVKUpuSkptxY0ydJb7zxRrLbtKbRWpat56N06dLJjtRj7SMiLR79+mvl5uamMmXKKDQ0VGFhYWrcuLGZpooVK5q1Ph6VK1culSlTRsePH9eZM2fsBkYelT9/frsvxomDwam9Bu3x8/PTpk2btGPHDg0cOFDS/wWe6tevr/Pnz+vYsWPatWuXfH19FR0dreDgYLm5uT1xsIWUSq7MpDUgbG97ic9legRYrawBhEcl7i8p8TVm7ax89uzZWrJkid1tWpdJfO9Oi7CwMLMGx8cff5zstXLp0qVk9/don1aS7ehY9n5U2/uRmFhGX1+Pe3ZaA1b79+9XWFiYzp8/r7CwMB09elTXrl2T9PTPhWLFiiXb/4v0sGwOHjxYY8aM0datWxUXF5fqmoSPBgclmdsoUKCA3XNnnZ+Z7wWpZX1mxMXFqVevXsku5+LiooSEBJ0+fVpVqlSRj4+P2rdvr/Xr12vhwoVauHChPDw8VL9+fTVq1EiNGzdOUx9b+fLle2wAI0eOHAoLC9Phw4fN94CTJ0/q2LFj5n0hNeUrvc9/RpT/J0lcK9yeHDlyKDQ0VKGhoea77cmTJ3XixAnzA3PiMjxw4ED98ssvioiI0Ntvvy1XV1dVrlxZDRo0UJMmTVS1alWbD9KPk9byllhK+uoD0huBJyADxcbGmi/vib90SzI7Fnz0i1fJkiXVtWtXLV++/Kn3X6tWLXl6eiosLEy//vqrunTpooiICAUFBcnV1TXZr8+PY6/2kZUjjik9mtBYnT59Wl9++aW2bdtm8xKTJ08e1apVS1evXrVp6pPeIiIi9MUXX+iXX34xX1Skh1/0KleurAcPHqS6Oc/jpPfxWmtoJNeBuCSbqvxW1uBrZGSk2dTjSft52sBTaspN4i+RKWkiYF0+JefDXsA5peydSyvrPq1psNbqsDa1SI71R01Kaxek5Dw+TXDcqlmzZnJxcVFwcLBiYmLk7Oys4OBgFSxYUF5eXqpfv76WLVumXbt2adCgQQoKClJcXJyaNm2abgMBPO7elhZPOnfpcd6sUpP2xDWAUtJ85WlrjyRe39rBcGr396ROp5MLBj1ORl9fyQUGoqOjNW3aNK1Zs8b8GCA9LD8+Pj6qWLGi/vjjj8fuN71YO2++d++erl+/LmdnZ40cOdLusk2bNtXQoUNtpj3uXpiWPEpOer4XpIW1jMbGxqbomZG4duOUKVNUr149rVixQgcPHtTFixe1cuVKrVy5UtmzZ1e3bt30zjvvJBugtedx1//Bgwf11VdfJamFV7BgQTVt2lR//fVXkpHTniQ9z/+zUv4fdw63bdumGTNmJKlJVLRoUb344ovavn17khGCixcvroCAAM2ZM0e//PKLwsPDzc7cZ82aJQ8PD40bNy5Fg/s8TXmzSunAGEB6IvAEZKBDhw6ZAQbrCBXSw9GTrP1ING7c2GxKUq5cOeXPn19xcXHpEniSHtZqmjZtmtavX68uXbooMDBQDx48UIsWLR472lRqZeQxpUVkZKR69+6tyMhIlShRQt26dVOlSpVUtmxZlSxZUk5OTho9erTDAk/3799X3759derUKRUoUECvvvqqfH19Va5cOZUqVUouLi6aPn16ugWeHHG81urkj2taZa9WiPVH44ABA8y+vp4l1h9LBQoUMJvWpERaz0dKPa7pg3Wf1mvYGnx5UpDA+kLqiFEbn0bBggVVvXp1BQcHa+/evXJzc9Pdu3fVtGlTOTk5qW7dunJxcdG+ffsUHx9v9juUXs3s/kkSB3HWr1//2BqM6SFxMGL//v3PTNl7Vq6vYcOGaffu3cqRI4f69++vqlWrqkKFCipdurSyZcum5cuXp+sP7/v37yf7IzvxBwpXV1fdu3cv2R+61mZjWUlywd7UdmlgvYZ8fHy0evXqVK3r5OSkrl27qmvXrrp+/bp2796tPXv2aNu2bbp48aK+//57SQ/7bHtap06dUvi7xdcAACAASURBVJ8+fRQTE6Py5curS5cu8vb2Vrly5cxaSz169Eh14Ck9ZXT5T61du3Zp6NChSkhIULVq1dS+fXtZLBaVK1fOvD80btzY7rqFCxfWuHHjNG7cOB07dkx79uzRrl27FBQUpIsXL2rkyJH66aefkq19afU05Q3ITASegAy0YsUKSQ+/ilg7FZWkOXPmSHrYmeQXX3yRZL0rV66kWxo6deqkr7/+Wnv37lVUVJTZ305amtk9TkYeU1qsWrVKkZGRKlCggFatWmW3Y8Xw8HCH7X/z5s06deqUXF1d9fPPPyfpXFxK33PkiOMtU6aMJJn9Idljr2Ng63qJm7Q96saNGzp9+rSKFy+u4sWLp7gKenqwpi8qKkoRERHJVkm31sDx8PBQjhw5zPXOnj2ru3fv2v3ab+98pFRytVHu3btnNvOz9qll7Vvj6NGjSkhIsFu7IDo62qyN+Cz+aPTz81NwcLCCgoLMH+7WDtvz5csnHx8fHTp0SAcOHNC2bdvk5OQkPz+/zExylpQvXz4VKVJE165d08mTJ5MNPB07dkwJCQkqUaLEY2sHPcnzzz8vFxcXPXjwQCdPnlTVqlXtLnfo0CFlz55dJUuWzJDg1LNwfR04cMAMds+ZM0f16tVLskx6PRemTZumhQsXqkyZMlq/fr3dZawdfBcqVEiFChWSk5OTQwbbyGjWvtsS1zRO7OrVq6nanvXeHxYWpvj4eLvNOg3D0O7du/Xcc8+pRIkScnNzM8tIrly5VLZsWRUqVEht2rRRmzZtlJCQoE8++UQ//vijAgIC0iXwtHjxYsXExKhs2bJauXKl3ZqDjnzveZKMLP9pNW/ePCUkJKhevXpauHBhkn4AY2NjzQFHEgsPD9eZM2dUrVo15ciRQ15eXvLy8tJrr72ma9euqVu3brp48aI2bNjwxMBTWssbkNnoXBzIIHv27NG6deskSUOGDLF5WFm/LtnrnFGSVq5caf7/afsqKFasmBo3bqz4+HitXr1aISEhKly4sN1OQJ9GRh5TWljTV6JECbtBmJMnT+rAgQOS0rfvlUf3nzt3brtBp2vXrpmdJT+6f+uPnNQ0zXHE8bZq1UrSw5dFe51XhoaG6tChQ0mmW/s6+fPPP3Xq1Cm72546dap69uyp1157zeF9OTyqXLly5g/FpUuX2l1m37596tWrl9q2bWuet1q1aqlw4cKKi4szg8yJ3bt3Txs2bEhzugIDA+1+iV+1apU5yo61JmWTJk3k6uqqiIgI/ec//7G7vaVLlyo+Pj7ZTn7TizVomNqmZNbaSzt27DCbhdSvX9+cbw1CzZs3T5GRkapWrVqK+61IyzX0LEnrOU2O9f6/dOlSu9fb7du31bdvX3Xq1EmLFy9+qnTmyZPHLG/J9Sd1/vx59ezZUx06dNAvv/yS4v09jWfh+kpc08TX1zfJ/Hv37ikwMFDS0z+XvL29FRcXp+PHj9tt8hgXF2fmdZs2bTI0+O9o1j7A7PUf9uDBA/33v/+1u17iAGPiMl27dm3lzZtXd+7cSbYGyvr169W3b1+1adPGDJ7MnDlTXbp0sftxztnZ2bzfpdc7SOKuHuwFnXbs2GH2reaI954nycjyn1bWNHp7e9sdfGLt2rVmQNP6bhsfH69OnTqpb9++5ntdYkWKFDED/onvv+ld3oDMRuAJcLA7d+5o2bJlev3115WQkKD69esn6VDZ+vX0559/tvnaFB0drW+++UZz5841p6XHSB5dunSR9HCY1QcPHqhDhw5P7Hg1tTL6mNKavtDQUP3666/mdMMwtH37dg0aNMh8eUjrSIIp2f/Nmze1ePFim5eKAwcOqH///oqKirK7/8T9jaR0BDFHHK+Xl5fatWsnwzA0fPhwm5pPJ06c0MiRI+3+MK5Vq5YZ/Bw8eLBN043Y2FjNnj3bDNwMHjzY7sudo1mHQp87d67mzZtnM5x1cHCwOb9atWrmV1kXFxdz+tSpU80XZOlhDa5Ro0bp8uXLaU7TlStX5O/vb/M1dePGjZoyZYok6a233jJfVIsXL65u3bpJkiZMmGDz4z0hIUE//PCDORzzsGHDnthXzdOwllfrD5qU8vT0VJkyZXTixAkdOHBAHh4eNqMMWc+79UU+NbWd0nINPUus6bf+kHxaQ4YMUa5cubRv3z69/fbbNiPeXbx4UUOGDNGNGzeUN2/ex3Zmm1w6H837ESNGyMXFRRs2bNDkyZNt+kA6fvy4hgwZori4OHl4eKh9+/ZPeXQp8yxcX9b7tCTNmjXL5qPMyZMnNXjwYLMW1dM+l1544QVzf/7+/jbBp8jISI0cOVJ//fWXChYsqGHDhj3Vvp411hG9Tpw4oSVLlpjPqZs3b2rcuHHJ1n5LXIs1cZnOlSuXhgwZIkmaNGmSVq1aZRNA2Lx5sz788ENJD4N41lFgO3ToICcnJ23dulXz5s2zqYF16dIl/fvf/5Zkf5TGtLDWlNmxY4eCg4PN6fHx8dqwYYP8/f3NaZn5XiY5vvynlTWNgYGBNh/O7t+/r6VLl+rTTz81p1nPoaurqznS7aRJk5J8kNu0aZOCgoIkyWZwjPQub0Bmo6kdkE4+/fRTm9FH4uPjdevWLZ0/f978MuPn56cpU6YkCfL4+/tr2LBhOnnypFq0aGHTZOf+/ft6/vnn5eTkpHPnzqXLl4vmzZurUKFC5o+L9G5mJ2X8MaVW165d9cMPP+js2bMaOXKkPDw8VLBgQV2+fFmRkZHKli2b6tSpoz179jik6rmfn5+qV6+ukJAQffbZZ5o3b56KFSumiIgIhYeHy8nJSQ0aNNDOnTt19epVGYZhfnH28vKSs7OzYmJi9OKLL6po0aJasGCB3ZGcHH28H374oS5duqT9+/erU6dOqlChgpycnHTixAnly5fP3OajpkyZotdff10HDx7Uq6++qpIlSyp//vw6f/682S9K3759kx1S2dFeeuklhYWF6ZtvvtFXX32lOXPmyNPTU9evXzd/7JcpU0azZ8+2Wa979+46fvy4li5dqrfeektfffWVChUqpBMnTig2NlYvvPCCOXR9alWoUEFbt25V06ZNVaFCBV2/ft18Ge3fv3+S6/i9995TeHi4fv/9d7355psqWrSonnvuOZ0/f978cd27d28NHjw4TelJqUqVKmnv3r1ms5GePXuqa9euKVrXz89PCxYsUFxcnE1tJ+nhj8ccOXKYL/cp6ZTVKi3X0LOkUqVKOn78uObPn6/t27erZcuWTxUcKF26tGbMmCF/f39t2LBBv/76q8qXL6+4uDizOUeuXLk0d+7cVPUFmFze16xZUxMnTtSHH36oRYsW6aefflK5cuV0584dnT17VoZhqEiRIlqwYEGGNRF5Fq6vSpUqqU2bNtq4caMWLlyoNWvWyMPDQ1FRUWZNi4YNG2rHjh26c+eOzei0qeXm5qZZs2apf//+OnfunLp27aqSJUsqb9685shcBQsW1Pz581WkSJE07eNZ1bRpU9WqVUvBwcGaNGmSFi5cqIIFC+r06dOKi4vTiBEjzMBhYp6ensqVK5fu3r2rbt26qWTJkpo0aZK8vb01ePBgnT9/XsuXL9e4ceM0ZcoUlSxZUuHh4WbTvRo1atgEJnx9fTVq1ChNnz5dX331lebOnauSJUvq3r17On/+vOLj41WqVCmzv8ynNWDAAG3YsEE3btxQr1695Onpqdy5c+vChQu6efOmcuXKZb6XZMZ7WUaW/7R64403tHPnTkVERKh9+/by9PSUm5ub2cS+UKFC5iiYic+hv7+/9u3bp7/++kuvvPKK+Q529epVs3y8+uqrNoGn9C5vQGajxhOQTo4fP679+/eb/w4fPqyIiAiVLVtWnTt31qJFi/T//t//s/uQbN68uVa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- "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "xRS8CtRXX_fW" - }, - "source": [ - "### 9.8 How to query applicable projections for a raster?\n", - "The `projections` endpoint is used to return the list of aplicable projections for a raster. \n", - "\n", - "For the `projections` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/projections/**\n", - "\n", - "In the example below, let's request the list of projections for the raster \"Landuse\"." - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": false, - "id": "O3JCOUrcX_fX", - "outputId": "887824cb-ad50-4383-f899-a8db19fffbb5" - }, - "source": [ - "# Find the uuid of the rasterobject you want to query\n", - "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/projections/\" # we use the projections endpoint\n", - "\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - ")\n", - "\n", - "#Retrive the 'results' attribute of the response using a JSON interpreter\n", - "projections_list = pd.DataFrame(r.json()['results'])\n", - "projections_list" + "text/plain": [ + " distance DEM\n", + "0 7.888914 5.479456\n", + "1 39.635947 6.629456\n", + "2 148.316459 6.629456\n", + "3 256.996971 5.729456\n", + "4 324.754340 6.033000\n", + ".. ... ...\n", + "322 26014.278360 38.654999\n", + "323 26122.958872 38.654999\n", + "324 26231.639384 39.855000\n", + "325 26307.719276 40.285000\n", + "326 26309.375608 43.735001\n", + "\n", + "[327 rows x 2 columns]" + ] + }, + "execution_count": 159, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/line/\" # we use the line endpoint\n", + "\n", + "# Geometry defining the linestring of this raster data (coordinates of point 1 to coordinates of point 2)\n", + "#distance starts calculating from point 1 (distance=0 at point 1)\n", + "geom = 'LINESTRING (5.5206298828125 51.964577109947506, 5.855712890625 52.07950600379697)'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom\n", + " }\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "# and write it to a dataframe with column names percentage and value\n", + "dem_crossection = pd.DataFrame(r.json()['results'], columns=['distance', 'DEM'])\n", + "dem_crossection" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "m55bcZrUX_fK" + }, + "source": [ + "We can use the data to plot the crosssection of the selected line:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "7yrzuwe8X_fL", + "outputId": "47e1abac-4dff-48cf-ce31-55c7e21ed622" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "tags": [] + }, + "output_type": "display_data" + } + ], + "source": [ + "dem_crossection.set_index('distance', inplace=True)\n", + "dem_crossection.plot(figsize=(20,7));\n", + "plt.legend('');\n", + "plt.xticks(fontsize=20)\n", + "plt.yticks(fontsize=20)\n", + "plt.ylabel('Surface level (DEM) [m NAP]', fontsize=20)\n", + "plt.xlabel('Distance from point 1 [m]', fontsize=20)\n", + "plt.title('Surface level of a defined line crossection', fontsize=20)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "b9OaAYUwX_fO" + }, + "source": [ + "### 9.7 How to query data of a selected point within a raster?\n", + "The `point` endpoint is used to return data of the selected point location within the raster. \n", + "\n", + "For the `point` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/point/**\n", + "\n", + "In the example below we will request the surface level (DEM) of the point defined in the \"geometry\" parameter." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Ar4twPpcX_fO", + "outputId": "a9ec2d66-3c96-4bb5-e6f9-8171fbccdc2b", + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The surface level (DEM) of the selected point is : -1.16 m NAP\n" + ] + } + ], + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/point/\" # we use the point endpoint\n", + "\n", + "# Geometry defining the point geometry\n", + "geom = 'POINT (4.647216796875 51.84256565377846)'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom\n", + " }\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "# and write it to a dataframe with column names point and value\n", + "dem_point = pd.DataFrame(r.json()['results'], columns=['point', 'value'])\n", + "dem_point\n", + "\n", + "print ('The surface level (DEM) of the selected point is :', np.round(dem_point['value'][0],2), 'm NAP')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wYjT5126X_fR" + }, + "source": [ + "In the example above the DEM raster is used, which is a raster with static data. The endpoint `point` can also be used for rasters with temporal data. So let's retrieve from the same point as in the example above, the daily summed up rainfall of the 5-minutes rainfall raster from April 1 to April 10, 2019." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "I492qE2VX_fR", + "outputId": "8c95a60a-6a95-4b84-a750-dc0dbc441cf6", + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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0https://nens.lizard.net/api/v4/projections/EPS...Belge 1950 (Brussels) / Belge Lambert 50EPSG:21500{'south': 49.5, 'west': 2.5, 'north': 51.51, '...
1https://nens.lizard.net/api/v4/projections/EPS...RGF93 / Lambert-93EPSG:2154{'south': 41.15, 'west': -9.86, 'north': 51.56...
2https://nens.lizard.net/api/v4/projections/EPS...US National Atlas Equal AreaEPSG:2163{'south': 15.56, 'west': -65.69, 'north': 74.7...
3https://nens.lizard.net/api/v4/projections/EPS...ED50 / France EuroLambertEPSG:2192{'south': 42.33, 'west': -4.87, 'north': 51.14...
4https://nens.lizard.net/api/v4/projections/EPS...ED50 / UTM zone 31NEPSG:23031{'south': 38.56, 'west': 0.0, 'north': 82.41, ...
5https://nens.lizard.net/api/v4/projections/EPS...ED50 / UTM zone 32NEPSG:23032{'south': 36.53, 'west': 5.99, 'north': 83.92,...
6https://nens.lizard.net/api/v4/projections/EPS...ED50 / TM 0 NEPSG:23090{'south': 51.03, 'west': -5.05, 'north': 62.03...
7https://nens.lizard.net/api/v4/projections/EPS...ED50 / TM 5 NEEPSG:23095{'south': 51.45, 'west': 2.53, 'north': 55.77,...
8https://nens.lizard.net/api/v4/projections/EPS...ETRS89 / UTM zone 31NEPSG:25831{'south': 37.0, 'west': 0.0, 'north': 82.41, '...
9https://nens.lizard.net/api/v4/projections/EPS...ETRS89 / UTM zone 32NEPSG:25832{'south': 38.76, 'west': 6.0, 'north': 83.92, ...
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" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 218 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "8AZzJEr7X_fa" - }, - "source": [ - "### 9.10 How to query rain recurrance statistics?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "xPGws0_cX_fb" - }, - "source": [ - "The `rrc` endpoint is used to return the rain recurrance statistics of a point defined by `geom`. \n", - "\n", - "For the `rrc` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/rrc/**" - ] - }, - { - "cell_type": "code", - "metadata": { - "scrolled": true, - "id": "57X7MjfwX_fc", - "outputId": "d3060aae-9605-4ed4-d141-e821fe90e7ee" - }, - "source": [ - "# Find the uuid of the rasterobject you want to quary\n", - "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/rrc/\" # we use the rrc endpoint\n", - "\n", - "# Geometry defining the point geometry\n", - "geom = 'POINT (4.647216796875 51.84256565377846)'\n", - "\n", - "# Start Stop timestamps in ISO8601 format \n", - "start = '2020-09-23T14:10:00'\n", - "stop = '2020-09-25T17:10:00'\n", - "\n", - "#integer time resolution in miliseconds\n", - "time_resolution = 3000\n", - "\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - " params=\n", - " {\"geom\" : geom,\n", - " \"start\": start,\n", - " \"stop\": stop,\n", - " \"time_resolution\": time_resolution\n", - " }\n", - ")\n", - "\n", - "#Retrive the 'results' attribute of the response using a JSON interpreter\n", - "rrc_statistics = pd.DataFrame(r.json()['results'])\n", - "rrc_statistics['start'] = pd.to_datetime(rrc_statistics['start'], unit='ms')\n", - "rrc_statistics['end'] = pd.to_datetime(rrc_statistics['end'], unit='ms')\n", - "rrc_statistics" + "text/plain": [ + " value\n", + "timestamp \n", + "2019-04-01 0.00\n", + "2019-04-02 13.04\n", + "2019-04-03 3.95\n", + "2019-04-04 0.00\n", + "2019-04-05 0.00\n", + "2019-04-06 0.00\n", + "2019-04-07 0.00\n", + "2019-04-08 0.61\n", + "2019-04-09 0.00\n", + "2019-04-10 0.00" + ] + }, + "execution_count": 198, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/point/\" # we use the point endpoint\n", + "\n", + "# Geometry defining the point geometry\n", + "geom = 'POINT (4.647216796875 51.84256565377846)'\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\": geom,\n", + " #temporal aggregation monthly sum\n", + " \"start\": \"2019-04-01T00:0:00\", \n", + " \"stop\": \"2019-04-10T00:00:00\",\n", + " \"statistic\":\"sum\", # also possible to use count, min, max, mean and median\n", + " \"frequency\":'D', # daily data\n", + " })\n", + "\n", + "rain_point = pd.DataFrame(r.json()['results'], columns=['timestamp', 'value'])\n", + "rain_point['timestamp'] = pd.to_datetime(rain_point['timestamp'], unit='s')\n", + "rain_point.set_index('timestamp', inplace=True)\n", + "rain_point" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yU_59jcAX_fT", + "outputId": "e6887fa5-f541-4137-c551-e026a0db2d92" + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + }, + "output_type": "display_data" + } + ], + "source": [ + "rain_point.plot(figsize=(20,7), kind='bar')\n", + "plt.xticks(fontsize=15)\n", + "plt.yticks(fontsize=20)\n", + "plt.ylabel('Rain [mm/day]', fontsize=20)\n", + "plt.xlabel('');\n", + "plt.title('Daily rainfall at a defined point within the temporal 5-minutes rainfall raster', fontsize=25)\n", + "plt.legend('');" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xRS8CtRXX_fW" + }, + "source": [ + "### 9.8 How to query applicable projections for a raster?\n", + "The `projections` endpoint is used to return the list of aplicable projections for a raster. \n", + "\n", + "For the `projections` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/projections/**\n", + "\n", + "In the example below, let's request the list of projections for the raster \"Landuse\"." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "O3JCOUrcX_fX", + "outputId": "887824cb-ad50-4383-f899-a8db19fffbb5" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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urlnamecodeextent
0https://nens.lizard.net/api/v4/projections/EPS...Belge 1950 (Brussels) / Belge Lambert 50EPSG:21500{'south': 49.5, 'west': 2.5, 'north': 51.51, '...
1https://nens.lizard.net/api/v4/projections/EPS...RGF93 / Lambert-93EPSG:2154{'south': 41.15, 'west': -9.86, 'north': 51.56...
2https://nens.lizard.net/api/v4/projections/EPS...US National Atlas Equal AreaEPSG:2163{'south': 15.56, 'west': -65.69, 'north': 74.7...
3https://nens.lizard.net/api/v4/projections/EPS...ED50 / France EuroLambertEPSG:2192{'south': 42.33, 'west': -4.87, 'north': 51.14...
4https://nens.lizard.net/api/v4/projections/EPS...ED50 / UTM zone 31NEPSG:23031{'south': 38.56, 'west': 0.0, 'north': 82.41, ...
5https://nens.lizard.net/api/v4/projections/EPS...ED50 / UTM zone 32NEPSG:23032{'south': 36.53, 'west': 5.99, 'north': 83.92,...
6https://nens.lizard.net/api/v4/projections/EPS...ED50 / TM 0 NEPSG:23090{'south': 51.03, 'west': -5.05, 'north': 62.03...
7https://nens.lizard.net/api/v4/projections/EPS...ED50 / TM 5 NEEPSG:23095{'south': 51.45, 'west': 2.53, 'north': 55.77,...
8https://nens.lizard.net/api/v4/projections/EPS...ETRS89 / UTM zone 31NEPSG:25831{'south': 37.0, 'west': 0.0, 'north': 82.41, '...
9https://nens.lizard.net/api/v4/projections/EPS...ETRS89 / UTM zone 32NEPSG:25832{'south': 38.76, 'west': 6.0, 'north': 83.92, ...
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startendttd_windowmaxt_choice
02020-09-23 14:10:002020-09-25 17:10:00-2 dag(en)13.84NaN
12020-09-23 17:00:002020-09-25 17:00:00T <= 12 dag(en)12.591.0
22020-09-23 14:15:002020-09-24 14:15:00T <= 11 dag(en)9.571.0
32020-09-23 20:25:002020-09-23 23:25:00T <= 13 uur6.241.0
42020-09-23 20:30:002020-09-23 21:30:00T <= 11 uur3.861.0
52020-09-23 21:00:002020-09-23 21:30:00T <= 130 minuten2.531.0
62020-09-23 21:00:002020-09-23 21:15:00T <= 115 minuten1.861.0
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So the query should give back all the 5-minutes timesteps between the start- and endtime." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "Y9vrxwrhX_fg", - "outputId": "4b51be6b-e8f5-4eaa-c318-fa806a45660b" - }, - "source": [ - "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/timesteps/\" # we use the timesteps endpoint\n", - "\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=json_headers,\n", - ")\n", - "\n", - "#Retrive the 'results' attribute of the response using a JSON interpreter\n", - "timesteps = pd.DataFrame(r.json())\n", - "timesteps['time_start'] = pd.to_datetime(timesteps['time_start'], unit='ms')\n", - "timesteps['time_end'] = pd.to_datetime(timesteps['time_end'], unit='ms')\n", - "timesteps['steps'] = pd.to_datetime(timesteps['steps'], unit='ms')\n", - "timesteps" + "text/plain": [ + " url \\\n", + "0 https://nens.lizard.net/api/v4/projections/EPS... \n", + "1 https://nens.lizard.net/api/v4/projections/EPS... \n", + "2 https://nens.lizard.net/api/v4/projections/EPS... \n", + "3 https://nens.lizard.net/api/v4/projections/EPS... \n", + "4 https://nens.lizard.net/api/v4/projections/EPS... \n", + "5 https://nens.lizard.net/api/v4/projections/EPS... \n", + "6 https://nens.lizard.net/api/v4/projections/EPS... \n", + "7 https://nens.lizard.net/api/v4/projections/EPS... \n", + "8 https://nens.lizard.net/api/v4/projections/EPS... \n", + "9 https://nens.lizard.net/api/v4/projections/EPS... \n", + "\n", + " name code \\\n", + "0 Belge 1950 (Brussels) / Belge Lambert 50 EPSG:21500 \n", + "1 RGF93 / Lambert-93 EPSG:2154 \n", + "2 US National Atlas Equal Area EPSG:2163 \n", + "3 ED50 / France EuroLambert EPSG:2192 \n", + "4 ED50 / UTM zone 31N EPSG:23031 \n", + "5 ED50 / UTM zone 32N EPSG:23032 \n", + "6 ED50 / TM 0 N EPSG:23090 \n", + "7 ED50 / TM 5 NE EPSG:23095 \n", + "8 ETRS89 / UTM zone 31N EPSG:25831 \n", + "9 ETRS89 / UTM zone 32N EPSG:25832 \n", + "\n", + " extent \n", + "0 {'south': 49.5, 'west': 2.5, 'north': 51.51, '... \n", + "1 {'south': 41.15, 'west': -9.86, 'north': 51.56... \n", + "2 {'south': 15.56, 'west': -65.69, 'north': 74.7... \n", + "3 {'south': 42.33, 'west': -4.87, 'north': 51.14... \n", + "4 {'south': 38.56, 'west': 0.0, 'north': 82.41, ... \n", + "5 {'south': 36.53, 'west': 5.99, 'north': 83.92,... \n", + "6 {'south': 51.03, 'west': -5.05, 'north': 62.03... \n", + "7 {'south': 51.45, 'west': 2.53, 'north': 55.77,... \n", + "8 {'south': 37.0, 'west': 0.0, 'north': 82.41, '... \n", + "9 {'south': 38.76, 'west': 6.0, 'north': 83.92, ... " + ] + }, + "execution_count": 218, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Find the uuid of the rasterobject you want to query\n", + "uuid = \"1d65a4e1-ac2f-4e66-9e52-1d130d870a34\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/projections/\" # we use the projections endpoint\n", + "\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "projections_list = pd.DataFrame(r.json()['results'])\n", + "projections_list" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8AZzJEr7X_fa" + }, + "source": [ + "### 9.10 How to query rain recurrance statistics?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xPGws0_cX_fb" + }, + "source": [ + "The `rrc` endpoint is used to return the rain recurrance statistics of a point defined by `geom`. \n", + "\n", + "For the `rrc` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/rrc/**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "57X7MjfwX_fc", + "outputId": "d3060aae-9605-4ed4-d141-e821fe90e7ee", + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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02020-09-23 14:10:002020-09-25 17:10:00-2 dag(en)13.84NaN
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" - ], - "text/plain": [ - " time_start time_end steps\n", - "0 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:00:00\n", - "1 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:05:00\n", - "2 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:10:00\n", - "3 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:15:00\n", - "4 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:20:00\n", - "... ... ... ...\n", - "1130852 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:40:00\n", - "1130853 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:45:00\n", - "1130854 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:50:00\n", - "1130855 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:55:00\n", - "1130856 2010-01-01 2020-10-01 14:00:00 2020-10-01 14:00:00\n", - "\n", - "[1130857 rows x 3 columns]" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 229 - } - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "ReTBay02X_fj" - }, - "source": [ - "" + "text/plain": [ + " start end t td_window max t_choice\n", + "0 2020-09-23 14:10:00 2020-09-25 17:10:00 - 2 dag(en) 13.84 NaN\n", + "1 2020-09-23 17:00:00 2020-09-25 17:00:00 T <= 1 2 dag(en) 12.59 1.0\n", + "2 2020-09-23 14:15:00 2020-09-24 14:15:00 T <= 1 1 dag(en) 9.57 1.0\n", + "3 2020-09-23 20:25:00 2020-09-23 23:25:00 T <= 1 3 uur 6.24 1.0\n", + "4 2020-09-23 20:30:00 2020-09-23 21:30:00 T <= 1 1 uur 3.86 1.0\n", + "5 2020-09-23 21:00:00 2020-09-23 21:30:00 T <= 1 30 minuten 2.53 1.0\n", + "6 2020-09-23 21:00:00 2020-09-23 21:15:00 T <= 1 15 minuten 1.86 1.0" + ] + }, + "execution_count": 224, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Find the uuid of the rasterobject you want to quary\n", + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/rrc/\" # we use the rrc endpoint\n", + "\n", + "# Geometry defining the point geometry\n", + "geom = 'POINT (4.647216796875 51.84256565377846)'\n", + "\n", + "# Start Stop timestamps in ISO8601 format \n", + "start = '2020-09-23T14:10:00'\n", + "stop = '2020-09-25T17:10:00'\n", + "\n", + "#integer time resolution in miliseconds\n", + "time_resolution = 3000\n", + "\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + " params=\n", + " {\"geom\" : geom,\n", + " \"start\": start,\n", + " \"stop\": stop,\n", + " \"time_resolution\": time_resolution\n", + " }\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "rrc_statistics = pd.DataFrame(r.json()['results'])\n", + "rrc_statistics['start'] = pd.to_datetime(rrc_statistics['start'], unit='ms')\n", + "rrc_statistics['end'] = pd.to_datetime(rrc_statistics['end'], unit='ms')\n", + "rrc_statistics" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "2EppL0agX_ff" + }, + "source": [ + "### 9.11 How to query timesteps of the raster?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1whHrfzyX_fg" + }, + "source": [ + "The `timesteps` endpoint is used to list the timesteps for a raster.\n", + "\n", + "For the `timesteps` rasters endpoint we use the following url:**nens.lizard.net/api/v4/rasters/**{uuid}**/timesteps/**\n", + "\n", + "In the example below, we use the \"5-minutes Rain\" raster. So the query should give back all the 5-minutes timesteps between the start- and endtime." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Y9vrxwrhX_fg", + "outputId": "4b51be6b-e8f5-4eaa-c318-fa806a45660b" + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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time_starttime_endsteps
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22010-01-012020-10-01 14:00:002010-01-01 00:10:00
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" ], - "execution_count": null, - "outputs": [] + "text/plain": [ + " time_start time_end steps\n", + "0 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:00:00\n", + "1 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:05:00\n", + "2 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:10:00\n", + "3 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:15:00\n", + "4 2010-01-01 2020-10-01 14:00:00 2010-01-01 00:20:00\n", + "... ... ... ...\n", + "1130852 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:40:00\n", + "1130853 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:45:00\n", + "1130854 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:50:00\n", + "1130855 2010-01-01 2020-10-01 14:00:00 2020-10-01 13:55:00\n", + "1130856 2010-01-01 2020-10-01 14:00:00 2020-10-01 14:00:00\n", + "\n", + "[1130857 rows x 3 columns]" + ] + }, + "execution_count": 229, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" } - ] -} \ No newline at end of file + ], + "source": [ + "uuid = \"730d6675-35dd-4a35-aa9b-bfb8155f9ca7\"\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/timesteps/\" # we use the timesteps endpoint\n", + "\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=json_headers,\n", + ")\n", + "\n", + "#Retrive the 'results' attribute of the response using a JSON interpreter\n", + "timesteps = pd.DataFrame(r.json())\n", + "timesteps['time_start'] = pd.to_datetime(timesteps['time_start'], unit='ms')\n", + "timesteps['time_end'] = pd.to_datetime(timesteps['time_end'], unit='ms')\n", + "timesteps['steps'] = pd.to_datetime(timesteps['steps'], unit='ms')\n", + "timesteps" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ReTBay02X_fj" + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "colab": { + "collapsed_sections": [], + "name": "Getting_familiair_with_Lizard_Rasters_API.ipynb", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/source/files/tutorials/How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb b/source/files/tutorials/How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb index 48edb93..93bd9c6 100644 --- a/source/files/tutorials/How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb +++ b/source/files/tutorials/How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb @@ -1,1104 +1,1102 @@ { - "nbformat": 4, - "nbformat_minor": 0, - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.10" - }, - "colab": { - "name": "How to download a maximum waterdepth raster from a 3Di-scenario stored in the Scenario Archive in Lizard .ipynb", - "provenance": [], - "collapsed_sections": [] - } + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "LYech7EJVAFy" + }, + "source": [ + "\"Drawing\" " + ] }, - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "LYech7EJVAFy" - }, - "source": [ - "\"Drawing\" " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "lc5ei2_WVAFz" - }, - "source": [ - "## How to download a maximum waterdepth raster from a **3Di-scenario** stored in the Scenario Archive in Lizard " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "L_B90RYKVAF0" - }, - "source": [ - "Welcome! In this notebook we will show how you can download a maximum waterdepth raster from your 3Di-scenario using Lizard API v4. This tutorial covers the following steps:\n", - "- **step 1:** Search for your 3Di-scenario and find your maximum water level raster uuid\n", - "- **step 2:** Determine the extent of the raster to be downloaded (total defined raster or by using a shapefile)\n", - "- **step 3:** Define the cell size of the raster to be downloaded\n", - "- **step 4:** Download the raster with the defined extent and cell size, and its projection\n", - "- **step 5:** Visualise the raster in a figure for a first impression" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "IQFuyCScVAF1" - }, - "source": [ - "Import all required packages:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "147zs2OwVAF1" - }, - "source": [ - "from datetime import datetime\n", - "from getpass import getpass\n", - "import pandas as pd\n", - "import json\n", - "from pandas.io.json import json_normalize\n", - "import matplotlib.pyplot as plt\n", - "from datetime import datetime, timedelta\n", - "import requests\n", - "from pathlib import Path\n", - "import numpy as np\n", - "import geopandas as gpd\n", - "import pyproj\n", - "from shapely.geometry import shape\n", - "from shapely.ops import transform\n", - "from functools import partial\n", - "import webbrowser\n", - "import rasterio\n", - "from rasterio.plot import show\n", - "import contextily as ctx\n", - "\n", - "import warnings\n", - "warnings.filterwarnings(\"ignore\")" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Zu9XQvB8VAF2" - }, - "source": [ - "### Define the variables of the to be downloaded raster:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "jj2rEIPGVAF2", - "outputId": "60837466-14f1-4d10-dfaa-06363aa9bcf4" - }, - "source": [ - "#define here in which projection you would like to download your raster\n", - "projection_raster = \"epsg:28992\"\n", - "\n", - "#define here the path of the shapefile and read this shapefile to determine the crs\n", - "path_shapefile = \"./shapefile/boundaries_shapefile.shp\"\n", - "shapefile = gpd.read_file(path_shapefile)\n", - "print (shapefile.crs)\n", - "\n", - "#define here what the pixelsize of your raster should be (note in this tutorial we choose only square pixels)\n", - "pixelsize_x = 10\n", - "pixelsize_y = pixelsize_x\n", - "\n", - "#define here if you would like to download the raster based on a predefined shapefile or the extent of the raster itself\n", - "based_on_shapefile = 'no' #if no then based on extent, if yes then based on shapefile\n", - "\n", - "#define here the scenario name of the 3Di scenario\n", - "scenario_name = 'BWN Schermer %2311 GLG piek T100 (2)' # a hastag is %23 in the api url" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "epsg:28992\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "KEtVGLl2VAF2" - }, - "source": [ - "### Step 1: Search for your 3Di-scenario and find your maximum water level raster uuid" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "laLelWM7VAF3" - }, - "source": [ - "Provide credentials to connect with the Lizard API - by using an API key:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "27wb8QIVVAF3" - }, - "source": [ - "username = '__key__'\n", - "api_key = 'kuXO19bW.bN20PPqQRXimoinm90vmc9eZ2LmIhnWU'\n", - "headers = {\n", - " \"username\": username,\n", - " \"password\": api_key,\n", - " \"Content-Type\": \"application/json\",\n", - " }" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "jIEApmGxVAF3" - }, - "source": [ - "Search for your 3Di scenario (v2_bergermeer) and look up all the rasters from the simulation:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "l4Jxnvd7VAF4", - "outputId": "d295dff9-e398-4e73-81f3-8412bdedc93a" - }, - "source": [ - "url = 'https://nens.lizard.net/api/v4/rasters/?name__icontains={}&page_size=100'.format(scenario_name)\n", - "raster_results = pd.DataFrame(requests.get(url=url, headers=headers).json()['results'])\n", - "raster_results = raster_results[['id', 'uuid', 'url', 'name', 'projection', 'spatial_bounds', 'options']]\n", - "raster_results" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/html": [ - "
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1433595029b90a-0e64-438d-a9f4-e8173459d24chttps://nens.lizard.net/api/v4/rasters/5029b90...BWN Schermer #11 GLG piek T100 (2) Max water d...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Blues:0.0:2.0'}
2433602ecc27c7-8eae-4681-9e4f-fd4d5cf132d4https://nens.lizard.net/api/v4/rasters/2ecc27c...BWN Schermer #11 GLG piek T100 (2) Flood hazar...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-fhr:0:2'}
343361c5d5d0d1-6f00-4c2f-b202-f16839ffe17ehttps://nens.lizard.net/api/v4/rasters/c5d5d0d...BWN Schermer #11 GLG piek T100 (2) Rate of riseEPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-rise-vel:0:1'}
4433622e2033a2-c33d-4aef-aa9e-533e36e632e3https://nens.lizard.net/api/v4/rasters/2e2033a...BWN Schermer #11 GLG piek T100 (2) Water level...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Spectral:-10:20'}
54336358062629-b164-4c40-a595-89bd7ac571d3https://nens.lizard.net/api/v4/rasters/5806262...BWN Schermer #11 GLG piek T100 (2) Max water l...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Spectral:-10:20'}
64336417afbfd0-f5ae-4fe7-9d10-2ab486f8734ahttps://nens.lizard.net/api/v4/rasters/17afbfd...BWN Schermer #11 GLG piek T100 (2) Max flow ve...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-ucr-max:0:3'}
7433654b5e9ffb-51cf-41b1-b711-53c49d48e63ehttps://nens.lizard.net/api/v4/rasters/4b5e9ff...BWN Schermer #11 GLG piek T100 (2) RainEPSG:28992{'west': 4.744831440888988, 'east': 4.88993568...{'styles': 'radar-hour'}
843366c5aab145-c097-4125-9387-ad3c82c492d4https://nens.lizard.net/api/v4/rasters/c5aab14...BWN Schermer #11 GLG piek T100 (2) Waterdepth ...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-depth:0.0:2.0'}
943367311f63a1-bae3-4440-bb7d-5db2b43a9e4ehttps://nens.lizard.net/api/v4/rasters/311f63a...BWN Schermer #11 GLG piek T100 (2) Damage (dir...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-damage'}
1043368f53fc347-97df-4be9-a0a5-e3111eeec6e0https://nens.lizard.net/api/v4/rasters/f53fc34...BWN Schermer #11 GLG piek T100 (2) Damage (ind...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-damage'}
114336978ae4944-f9fe-4a39-8b4b-efd7749f6013https://nens.lizard.net/api/v4/rasters/78ae494...BWN Schermer #11 GLG piek T100 (2) Total damageEPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-damage'}
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1433595029b90a-0e64-438d-a9f4-e8173459d24chttps://nens.lizard.net/api/v4/rasters/5029b90...BWN Schermer #11 GLG piek T100 (2) Max water d...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Blues:0.0:2.0'}
\n", - "
" - ], - "text/plain": [ - " id uuid \\\n", - "1 43359 5029b90a-0e64-438d-a9f4-e8173459d24c \n", - "\n", - " url \\\n", - "1 https://nens.lizard.net/api/v4/rasters/5029b90... \n", - "\n", - " name projection \\\n", - "1 BWN Schermer #11 GLG piek T100 (2) Max water d... EPSG:28992 \n", - "\n", - " spatial_bounds \\\n", - "1 {'west': 4.744835901134437, 'east': 4.88987670... \n", - "\n", - " options \n", - "1 {'styles': 'Blues:0.0:2.0'} " - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 5 - } - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "86d3gnYpVAF5", - "outputId": "c795bede-590e-459d-912e-731a9e0d5434" - }, - "source": [ - "# Define the uuid of the max_waterlevel_raster\n", - "uuid = max_waterdepth_raster['uuid'].iloc[0]\n", - "\n", - "raster_url = \"https://nens.lizard.net/api/v4/rasters/{}\".format(uuid)\n", - "raster_url" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "'https://nens.lizard.net/api/v4/rasters/5029b90a-0e64-438d-a9f4-e8173459d24c'" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 6 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "GSxnmgmiVAF5" - }, - "source": [ - "### Step 2: Determine the extent of the raster to be downloaded by using a shapefile or the bounds of the raster itself\n", - "\n", - " * a)shapefile\n", - " \n", - " * b)bounds of the raster itself" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "DJHmvsXHVAF5" - }, - "source": [ - "#### Step 2a): Determine the extent of the raster to be downloaded by using a shapefile" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "81jqi9-6VAF6" - }, - "source": [ - "For example: \n", - "\n", - "\n", - "
\"Drawing\"
" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "AF4kOCIiVAF6" - }, - "source": [ - "Determine the bounds of the shapefile:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "RYwQN5_IVAF6", - "outputId": "c50d56bd-07b9-4433-af55-2aedcbb5ad01" - }, - "source": [ - "if based_on_shapefile == 'yes':\n", - " print ('You have chosen to download the raster based on a chosen predefined shapefile')\n", - " x1= shapefile.bounds['minx'].iloc[0]\n", - " x2 =shapefile.bounds['maxx'].iloc[0]\n", - " y1 = shapefile.bounds['miny'].iloc[0]\n", - " y2 = shapefile.bounds['maxy'].iloc[0]\n", - "\n", - "\n", - "\n", - " if str(shapefile.crs) == projection_raster:\n", - " bbox = '{}, {}, {}, {}'.format(x1,y1,x2,y2)\n", - " bbox = bbox\n", - " geom = {'type': 'Polygon',\n", - " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", - " [x1, y1]]]}\n", - " print ('the crs of the shapefile is in:',shapefile.crs)\n", - " print (bbox)\n", - " \n", - " \n", - " #surface_area\n", - " s = shape(geom)\n", - " proj = partial(pyproj.transform, pyproj.Proj(init=shapefile.crs),\n", - " pyproj.Proj(init='epsg:28992'))\n", - "\n", - " s_new = transform(proj, s)\n", - " surface_area = s_new.area\n", - " print (surface_area)\n", - " \n", - " \n", - " else:\n", - " print ('the crs of the shapefile needs to be converted to the same projection of the raster to be downloaded:')\n", - " geom = {'type': 'Polygon',\n", - " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", - " [x1, y1]]]}\n", - " s=shape(geom)\n", - " #surface area\n", - " proj = partial(pyproj.transform, pyproj.Proj(init=shapefile.crs),\n", - " pyproj.Proj(init='epsg:28992'))\n", - "\n", - " s_new = transform(proj, s)\n", - " surface_area = s_new.area\n", - " \n", - " x1 = s_new.bounds[0]\n", - " x2 = s_new.bounds[2]\n", - " y1 = s_new.bounds[1]\n", - " y2 = s_new.bounds[3]\n", - "\n", - " geom = {'type': 'Polygon',\n", - " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", - " [x1, y1]]]}\n", - " surface_area = shape(geom).area\n", - " print (surface_area)\n", - " \n", - " #bbox transformation\n", - " s = shape(geom)\n", - " proj = partial(pyproj.transform, pyproj.Proj(init='epsg:28992'),\n", - " pyproj.Proj(init=projection_raster))\n", - "\n", - " s_new = transform(proj, s)\n", - " \n", - " x1 = s_new.bounds[0]\n", - " x2 = s_new.bounds[2]\n", - " y1 = s_new.bounds[1]\n", - " y2 = s_new.bounds[3]\n", - " bbox = '{}, {}, {}, {}'.format(x1, y1, x2, y2)\n", - " print (bbox)\n", - " \n", - "else:\n", - " print ('You have chosen to download the raster based on the extent itself and therefore we skip this step')\n" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "You have chosen to download the raster based on the extent itself and therefore we skip this step\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "qQSRjK6hVAF7" - }, - "source": [ - "#### Step 2b): Determine the extent of the raster to be downloaded by using the extent of the raster itself" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "VnEkxAGXVAF7" - }, - "source": [ - "Look up the raster with the Lizard API and define its spatial bounds as given. Note that these bounds are in epsg:4326 and need to be converted to the desired projection of the to be downloaded raster:" - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "Ja4CdFhjVAF7", - "outputId": "2b39d78a-a15e-4738-de3a-2bb2113cdf3f" - }, - "source": [ - "if based_on_shapefile == 'no':\n", - " print ('You have chosen to download the raster based on the extent of the raster itself')\n", - " raster_url = \"https://nens.lizard.net/api/v4/rasters/{}/\".format(uuid)\n", - " r = requests.get(url=raster_url, headers=headers)\n", - " spatial_bounds = r.json()['spatial_bounds'] #these bounds are in epsg4326\n", - " x1 = spatial_bounds['west']\n", - " x2 = spatial_bounds['east']\n", - " y1 = spatial_bounds['south']\n", - " y2 = spatial_bounds['north']\n", - "\n", - " bbox = '{}, {}, {}, {}'.format(x1,y1,x2,y2)\n", - " print (r.json())\n", - " print (bbox)\n", - " \n", - " #convert the bounds with epsg:4326 to the desired projection (projection_raster)\n", - " geom = {'type': 'Polygon',\n", - " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", - " [x1, y1]]]}\n", - "\n", - " s = shape(geom)\n", - " proj = partial(pyproj.transform, pyproj.Proj(init='epsg:4326'),\n", - " pyproj.Proj(init=projection_raster))\n", - " s_new = transform(proj, s)\n", - "\n", - " x1 = s_new.bounds[0]\n", - " x2 = s_new.bounds[2]\n", - " y1 = s_new.bounds[1]\n", - " y2 = s_new.bounds[3]\n", - "\n", - " bbox = '{}, {}, {}, {}'.format(x1, y1, x2, y2)\n", - " print (bbox)\n", - " \n", - " #for the surface area\n", - " proj = partial(pyproj.transform, pyproj.Proj(init='epsg:4326'),\n", - " pyproj.Proj(init='epsg:28992'))\n", - " s_new = transform(proj, s)\n", - " surface_area = s_new.area\n", - "\n", - " print (surface_area)\n", - "else:\n", - " print ('You have chosen to download the raster based on a predefined shapefile and therefore we skip this step')" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "You have chosen to download the raster based on the extent of the raster itself\n", - "{'id': 43359, 'uuid': '5029b90a-0e64-438d-a9f4-e8173459d24c', 'url': 'https://nens.lizard.net/api/v4/rasters/5029b90a-0e64-438d-a9f4-e8173459d24c/', 'last_modified': '2019-12-16T19:42:54.016209Z', 'created': '2019-12-16T19:42:53.956859Z', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/48dac75b-ef8a-42eb-bb52-e8f89bbdb9f2/', 'uuid': '48dac75b-ef8a-42eb-bb52-e8f89bbdb9f2', 'name': 'BWN HHNK'}, 'access_modifier': 'Private', 'supplier': 'matthijs.hekstra', 'shared_with': [], 'writable': True, 'is_geoblock': True, 'source': {'name': 'MaskBelow', 'graph': {'Snap': ['dask_geomodeling.raster.temporal.Snap', 'RasterStoreSource', 'ThreediResult'], 'Subtract': ['dask_geomodeling.raster.elemwise.Subtract', 'ThreediResult', 'Snap'], 'MaskBelow': ['dask_geomodeling.raster.misc.MaskBelow', 'Subtract', 0], 'ThreediResult': ['lizard_nxt.blocks.LizardRasterSource', 'de4d6895-28d0-4570-b400-1d20a7a3e33a'], 'RasterStoreSource': ['lizard_nxt.blocks.LizardRasterSource', 'e08537f8-046f-44e8-856f-eda61cc4eb62']}}, 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/de4d6895-28d0-4570-b400-1d20a7a3e33a/', 'https://nens.lizard.net/api/v4/rastersources/e08537f8-046f-44e8-856f-eda61cc4eb62/'], 'name': 'BWN Schermer #11 GLG piek T100 (2) Max water depth', 'description': '', 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/464/', 'id': 464, 'code': 'WATDPTE (m)', 'parameter': 'Water depth', 'unit': 'm', 'scale': 'interval', 'description': '', 'domain_values': None, 'reference_frame': None, 'compartment': None}, 'temporal': False, 'datasets': [], 'supplier_code': None, 'first_value_timestamp': '2000-01-01T00:00:00Z', 'last_value_timestamp': '2000-01-01T00:00:00Z', 'spatial_bounds': {'west': 4.744835901134437, 'east': 4.889876703880464, 'north': 52.63891478039807, 'south': 52.55657076968908}, 'projection': 'EPSG:28992', 'origin_x': None, 'origin_y': None, 'pixelsize_x': None, 'pixelsize_y': None, 'interval': None, 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'scenarios:9755:depth-max-dtri'}, 'options': {'styles': 'Blues:0.0:2.0'}, 'colormap': {}, 'rescalable': False, 'aggregation_type': 'none'}\n", - "4.744835901134437, 52.55657076968908, 4.889876703880464, 52.63891478039807\n", - "111436.34490331856, 507777.2734337933, 121335.44870596993, 517016.9120619462\n", - "90042497.8795536\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "TVl__3QgVAF8" - }, - "source": [ - "### Step 3: Define the cell size of the raster to be downloaded:" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "j2pjAvPoVAF8" - }, - "source": [ - "First calculate the surface area of the extent:" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "pAJcR8EmVAF9" - }, - "source": [ - "Calculate the number of pixels needed in horizontal and vertical direction if you choose a pixel of 0.5 by 0.5 (one cell size is 0.25 m2)." - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "731xm1_1VAF9", - "outputId": "6a487e82-7da8-4cc8-c2fc-604ac7e66c7c" - }, - "source": [ - "pixel_area = pixelsize_x * pixelsize_y\n", - "total_pixels = surface_area / pixel_area\n", - "pixels_in_horizontal_direction = np.round(np.sqrt(total_pixels))\n", - "pixels_in_vertical_direction = pixels_in_horizontal_direction\n", - "pixels_in_vertical_direction" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "949.0" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 9 - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "y9xzBa1GVAF9" - }, - "source": [ - "*Note that if you do not define the number of pixels needed in horizontal and vertical direction, its default is 256 in both directions.*" - ] - }, + { + "cell_type": "markdown", + "metadata": { + "id": "lc5ei2_WVAFz" + }, + "source": [ + "## How to download a maximum waterdepth raster from a **3Di-scenario** stored in the Scenario Archive in Lizard " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "L_B90RYKVAF0" + }, + "source": [ + "Welcome! In this notebook we will show how you can download a maximum waterdepth raster from your 3Di-scenario using Lizard API v4. This tutorial covers the following steps:\n", + "- **step 1:** Search for your 3Di-scenario and find your maximum water level raster uuid\n", + "- **step 2:** Determine the extent of the raster to be downloaded (total defined raster or by using a shapefile)\n", + "- **step 3:** Define the cell size of the raster to be downloaded\n", + "- **step 4:** Download the raster with the defined extent and cell size, and its projection\n", + "- **step 5:** Visualise the raster in a figure for a first impression" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IQFuyCScVAF1" + }, + "source": [ + "Import all required packages:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "147zs2OwVAF1" + }, + "outputs": [], + "source": [ + "from datetime import datetime\n", + "from getpass import getpass\n", + "import pandas as pd\n", + "import json\n", + "from pandas.io.json import json_normalize\n", + "import matplotlib.pyplot as plt\n", + "from datetime import datetime, timedelta\n", + "import requests\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import geopandas as gpd\n", + "import pyproj\n", + "from shapely.geometry import shape\n", + "from shapely.ops import transform\n", + "from functools import partial\n", + "import webbrowser\n", + "import rasterio\n", + "from rasterio.plot import show\n", + "import contextily as ctx\n", + "\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Zu9XQvB8VAF2" + }, + "source": [ + "### Define the variables of the to be downloaded raster:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "jj2rEIPGVAF2", + "outputId": "60837466-14f1-4d10-dfaa-06363aa9bcf4" + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "LI8P3hspVAF9" - }, - "source": [ - "### Step 4: Download the raster with the defined extent and cell size, and its projection" - ] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "epsg:28992\n" + ] + } + ], + "source": [ + "#define here in which projection you would like to download your raster\n", + "projection_raster = \"epsg:28992\"\n", + "\n", + "#define here the path of the shapefile and read this shapefile to determine the crs\n", + "path_shapefile = \"./shapefile/boundaries_shapefile.shp\"\n", + "shapefile = gpd.read_file(path_shapefile)\n", + "print (shapefile.crs)\n", + "\n", + "#define here what the pixelsize of your raster should be (note in this tutorial we choose only square pixels)\n", + "pixelsize_x = 10\n", + "pixelsize_y = pixelsize_x\n", + "\n", + "#define here if you would like to download the raster based on a predefined shapefile or the extent of the raster itself\n", + "based_on_shapefile = 'no' #if no then based on extent, if yes then based on shapefile\n", + "\n", + "#define here the scenario name of the 3Di scenario\n", + "scenario_name = 'BWN Schermer %2311 GLG piek T100 (2)' # a hastag is %23 in the api url" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KEtVGLl2VAF2" + }, + "source": [ + "### Step 1: Search for your 3Di-scenario and find your maximum water level raster uuid" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "laLelWM7VAF3" + }, + "source": [ + "Provide credentials to connect with the Lizard API - by using an API key:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "27wb8QIVVAF3" + }, + "outputs": [], + "source": [ + "username = '__key__'\n", + "api_key = 'kuXO19bW.bN20PPqQRXimoinm90vmc9eZ2LmIhnWU'\n", + "headers = {\n", + " \"username\": username,\n", + " \"password\": api_key,\n", + " \"Content-Type\": \"application/json\",\n", + " }" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jIEApmGxVAF3" + }, + "source": [ + "Search for your 3Di scenario (v2_bergermeer) and look up all the rasters from the simulation:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l4Jxnvd7VAF4", + "outputId": "d295dff9-e398-4e73-81f3-8412bdedc93a" + }, + "outputs": [ { - "cell_type": "code", - "metadata": { - "id": "KL1HUd0aVAF9", - "outputId": "bd829497-6c08-4694-f804-9902365500bc" - }, - "source": [ - "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", - "get_url = f\"{raster_url}{uuid}/data/\" # we use the data endpoint\n", - "\n", - "# request the data\n", - "r = requests.get(\n", - " url=get_url,\n", - " headers=headers,\n", - " params=\n", - " {\"bbox\": bbox,\n", - " \"format\": 'geotiff', #only geotiff is supported\n", - " 'projection': projection_raster,\n", - " 'async': True,\n", - " 'width':pixels_in_vertical_direction,\n", - " 'height':pixels_in_horizontal_direction\n", - " }\n", - ")\n", - "\n", - "task = r.json()\n", - "task_url = task['url']\n", - "r_geotiff= requests.get(url=task_url, headers=headers)\n", - "print (r_geotiff.json())\n", - "geotiff_raster = r_geotiff.json()['result']" + "data": { + "text/html": [ + "
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iduuidurlnameprojectionspatial_boundsoptions
043358dcc97018-fcb2-4785-85ba-93e63d503171https://nens.lizard.net/api/v4/rasters/dcc9701...BWN Schermer #11 GLG piek T100 (2) Water depth...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Blues:0.0:2.0'}
1433595029b90a-0e64-438d-a9f4-e8173459d24chttps://nens.lizard.net/api/v4/rasters/5029b90...BWN Schermer #11 GLG piek T100 (2) Max water d...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Blues:0.0:2.0'}
2433602ecc27c7-8eae-4681-9e4f-fd4d5cf132d4https://nens.lizard.net/api/v4/rasters/2ecc27c...BWN Schermer #11 GLG piek T100 (2) Flood hazar...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-fhr:0:2'}
343361c5d5d0d1-6f00-4c2f-b202-f16839ffe17ehttps://nens.lizard.net/api/v4/rasters/c5d5d0d...BWN Schermer #11 GLG piek T100 (2) Rate of riseEPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-rise-vel:0:1'}
4433622e2033a2-c33d-4aef-aa9e-533e36e632e3https://nens.lizard.net/api/v4/rasters/2e2033a...BWN Schermer #11 GLG piek T100 (2) Water level...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Spectral:-10:20'}
54336358062629-b164-4c40-a595-89bd7ac571d3https://nens.lizard.net/api/v4/rasters/5806262...BWN Schermer #11 GLG piek T100 (2) Max water l...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Spectral:-10:20'}
64336417afbfd0-f5ae-4fe7-9d10-2ab486f8734ahttps://nens.lizard.net/api/v4/rasters/17afbfd...BWN Schermer #11 GLG piek T100 (2) Max flow ve...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-ucr-max:0:3'}
7433654b5e9ffb-51cf-41b1-b711-53c49d48e63ehttps://nens.lizard.net/api/v4/rasters/4b5e9ff...BWN Schermer #11 GLG piek T100 (2) RainEPSG:28992{'west': 4.744831440888988, 'east': 4.88993568...{'styles': 'radar-hour'}
843366c5aab145-c097-4125-9387-ad3c82c492d4https://nens.lizard.net/api/v4/rasters/c5aab14...BWN Schermer #11 GLG piek T100 (2) Waterdepth ...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-depth:0.0:2.0'}
943367311f63a1-bae3-4440-bb7d-5db2b43a9e4ehttps://nens.lizard.net/api/v4/rasters/311f63a...BWN Schermer #11 GLG piek T100 (2) Damage (dir...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-damage'}
1043368f53fc347-97df-4be9-a0a5-e3111eeec6e0https://nens.lizard.net/api/v4/rasters/f53fc34...BWN Schermer #11 GLG piek T100 (2) Damage (ind...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-damage'}
114336978ae4944-f9fe-4a39-8b4b-efd7749f6013https://nens.lizard.net/api/v4/rasters/78ae494...BWN Schermer #11 GLG piek T100 (2) Total damageEPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': '3di-damage'}
\n", + "
" ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "{'uuid': 'aad93487-f123-4f8b-95d6-6782bc0836e4', 'url': 'https://nens.lizard.net/api/v4/tasks/aad93487-f123-4f8b-95d6-6782bc0836e4/', 'status': 'PENDING', 'result': None, 'detail': 'Task sent at 2021-05-04T08:01:13.080615Z'}\n" - ], - "name": "stdout" - } + "text/plain": [ + " id uuid \\\n", + "0 43358 dcc97018-fcb2-4785-85ba-93e63d503171 \n", + "1 43359 5029b90a-0e64-438d-a9f4-e8173459d24c \n", + "2 43360 2ecc27c7-8eae-4681-9e4f-fd4d5cf132d4 \n", + "3 43361 c5d5d0d1-6f00-4c2f-b202-f16839ffe17e \n", + "4 43362 2e2033a2-c33d-4aef-aa9e-533e36e632e3 \n", + "5 43363 58062629-b164-4c40-a595-89bd7ac571d3 \n", + "6 43364 17afbfd0-f5ae-4fe7-9d10-2ab486f8734a \n", + "7 43365 4b5e9ffb-51cf-41b1-b711-53c49d48e63e \n", + "8 43366 c5aab145-c097-4125-9387-ad3c82c492d4 \n", + "9 43367 311f63a1-bae3-4440-bb7d-5db2b43a9e4e \n", + "10 43368 f53fc347-97df-4be9-a0a5-e3111eeec6e0 \n", + "11 43369 78ae4944-f9fe-4a39-8b4b-efd7749f6013 \n", + "\n", + " url \\\n", + "0 https://nens.lizard.net/api/v4/rasters/dcc9701... \n", + "1 https://nens.lizard.net/api/v4/rasters/5029b90... \n", + "2 https://nens.lizard.net/api/v4/rasters/2ecc27c... \n", + "3 https://nens.lizard.net/api/v4/rasters/c5d5d0d... \n", + "4 https://nens.lizard.net/api/v4/rasters/2e2033a... \n", + "5 https://nens.lizard.net/api/v4/rasters/5806262... \n", + "6 https://nens.lizard.net/api/v4/rasters/17afbfd... \n", + "7 https://nens.lizard.net/api/v4/rasters/4b5e9ff... \n", + "8 https://nens.lizard.net/api/v4/rasters/c5aab14... \n", + "9 https://nens.lizard.net/api/v4/rasters/311f63a... \n", + "10 https://nens.lizard.net/api/v4/rasters/f53fc34... \n", + "11 https://nens.lizard.net/api/v4/rasters/78ae494... \n", + "\n", + " name projection \\\n", + "0 BWN Schermer #11 GLG piek T100 (2) Water depth... EPSG:28992 \n", + "1 BWN Schermer #11 GLG piek T100 (2) Max water d... EPSG:28992 \n", + "2 BWN Schermer #11 GLG piek T100 (2) Flood hazar... EPSG:28992 \n", + "3 BWN Schermer #11 GLG piek T100 (2) Rate of rise EPSG:28992 \n", + "4 BWN Schermer #11 GLG piek T100 (2) Water level... EPSG:28992 \n", + "5 BWN Schermer #11 GLG piek T100 (2) Max water l... EPSG:28992 \n", + "6 BWN Schermer #11 GLG piek T100 (2) Max flow ve... EPSG:28992 \n", + "7 BWN Schermer #11 GLG piek T100 (2) Rain EPSG:28992 \n", + "8 BWN Schermer #11 GLG piek T100 (2) Waterdepth ... EPSG:28992 \n", + "9 BWN Schermer #11 GLG piek T100 (2) Damage (dir... EPSG:28992 \n", + "10 BWN Schermer #11 GLG piek T100 (2) Damage (ind... EPSG:28992 \n", + "11 BWN Schermer #11 GLG piek T100 (2) Total damage EPSG:28992 \n", + "\n", + " spatial_bounds \\\n", + "0 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "1 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "2 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "3 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "4 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "5 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "6 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "7 {'west': 4.744831440888988, 'east': 4.88993568... \n", + "8 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "9 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "10 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "11 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "\n", + " options \n", + "0 {'styles': 'Blues:0.0:2.0'} \n", + "1 {'styles': 'Blues:0.0:2.0'} \n", + "2 {'styles': '3di-fhr:0:2'} \n", + "3 {'styles': '3di-rise-vel:0:1'} \n", + "4 {'styles': 'Spectral:-10:20'} \n", + "5 {'styles': 'Spectral:-10:20'} \n", + "6 {'styles': '3di-ucr-max:0:3'} \n", + "7 {'styles': 'radar-hour'} \n", + "8 {'styles': '3di-depth:0.0:2.0'} \n", + "9 {'styles': '3di-damage'} \n", + "10 {'styles': '3di-damage'} \n", + "11 {'styles': '3di-damage'} " ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "-jP_FU6rVAF-" - }, - "source": [ - "A task has started to download the maximum water depth raster with its defined bbox, format, projection and horizontal/vertical pixels. When the task has finished, you will see at status: SUCCESS" - ] - }, + }, + "execution_count": 4, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "url = 'https://nens.lizard.net/api/v4/rasters/?name__icontains={}&page_size=100'.format(scenario_name)\n", + "raster_results = pd.DataFrame(requests.get(url=url, headers=headers).json()['results'])\n", + "raster_results = raster_results[['id', 'uuid', 'url', 'name', 'projection', 'spatial_bounds', 'options']]\n", + "raster_results" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6EnpgHbUVAF4" + }, + "source": [ + "Search for the maximum waterdepth raster and its uuid:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Zo8uAXFUVAF4", + "outputId": "e0e957a4-e10a-49b0-c0c2-2155098f7e3d" + }, + "outputs": [ { - "cell_type": "code", - "metadata": { - "id": "4MgbRBvsVAF-", - "outputId": "9220e658-f4ae-46de-9504-edc52955e5b1" - }, - "source": [ - "r_geotiff = requests.get(url=task_url, headers=headers).json()\n", - "print (r_geotiff)" + "data": { + "text/html": [ + "
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iduuidurlnameprojectionspatial_boundsoptions
1433595029b90a-0e64-438d-a9f4-e8173459d24chttps://nens.lizard.net/api/v4/rasters/5029b90...BWN Schermer #11 GLG piek T100 (2) Max water d...EPSG:28992{'west': 4.744835901134437, 'east': 4.88987670...{'styles': 'Blues:0.0:2.0'}
\n", + "
" ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "{'uuid': 'aad93487-f123-4f8b-95d6-6782bc0836e4', 'url': 'https://nens.lizard.net/api/v4/tasks/aad93487-f123-4f8b-95d6-6782bc0836e4/', 'status': 'SUCCESS', 'result': 'https://nens.lizard.net/media/downloads/aad93487-f123-4f8b-95d6-6782bc0836e4/bwn-schermer-11-glg-piek-t100-2-max-water-depthZ_2021-05-04T08%3A06%3A03Z.tiff', 'detail': None}\n" - ], - "name": "stdout" - } + "text/plain": [ + " id uuid \\\n", + "1 43359 5029b90a-0e64-438d-a9f4-e8173459d24c \n", + "\n", + " url \\\n", + "1 https://nens.lizard.net/api/v4/rasters/5029b90... \n", + "\n", + " name projection \\\n", + "1 BWN Schermer #11 GLG piek T100 (2) Max water d... EPSG:28992 \n", + "\n", + " spatial_bounds \\\n", + "1 {'west': 4.744835901134437, 'east': 4.88987670... \n", + "\n", + " options \n", + "1 {'styles': 'Blues:0.0:2.0'} " ] - }, + }, + "execution_count": 5, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "max_waterdepth_raster = raster_results[raster_results['name'].str.contains('Max water depth')]\n", + "max_waterdepth_raster" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "86d3gnYpVAF5", + "outputId": "c795bede-590e-459d-912e-731a9e0d5434" + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "EcLVN1ULVAF_" - }, - "source": [ - "We can now locally download this raster:" + "data": { + "text/plain": [ + "'https://nens.lizard.net/api/v4/rasters/5029b90a-0e64-438d-a9f4-e8173459d24c'" ] - }, + }, + "execution_count": 6, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Define the uuid of the max_waterlevel_raster\n", + "uuid = max_waterdepth_raster['uuid'].iloc[0]\n", + "\n", + "raster_url = \"https://nens.lizard.net/api/v4/rasters/{}\".format(uuid)\n", + "raster_url" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GSxnmgmiVAF5" + }, + "source": [ + "### Step 2: Determine the extent of the raster to be downloaded by using a shapefile or the bounds of the raster itself\n", + "\n", + " * a)shapefile\n", + " \n", + " * b)bounds of the raster itself" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "DJHmvsXHVAF5" + }, + "source": [ + "#### Step 2a): Determine the extent of the raster to be downloaded by using a shapefile" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "81jqi9-6VAF6" + }, + "source": [ + "For example: \n", + "\n", + "\n", + "
\"Drawing\"
" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "AF4kOCIiVAF6" + }, + "source": [ + "Determine the bounds of the shapefile:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "RYwQN5_IVAF6", + "outputId": "c50d56bd-07b9-4433-af55-2aedcbb5ad01" + }, + "outputs": [ { - "cell_type": "code", - "metadata": { - "id": "QYAyNnlhVAF_", - "outputId": "2e8e5b92-d0f7-4864-9e0d-316fb42c5da5" - }, - "source": [ - "geotiff_raster = r_geotiff['result']\n", - "#run this cell to locally download this raster\n", - "webbrowser.open(geotiff_raster, autoraise=True)" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "True" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 16 - } - ] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "You have chosen to download the raster based on the extent itself and therefore we skip this step\n" + ] + } + ], + "source": [ + "if based_on_shapefile == 'yes':\n", + " print ('You have chosen to download the raster based on a chosen predefined shapefile')\n", + " x1= shapefile.bounds['minx'].iloc[0]\n", + " x2 =shapefile.bounds['maxx'].iloc[0]\n", + " y1 = shapefile.bounds['miny'].iloc[0]\n", + " y2 = shapefile.bounds['maxy'].iloc[0]\n", + "\n", + "\n", + "\n", + " if str(shapefile.crs) == projection_raster:\n", + " bbox = '{}, {}, {}, {}'.format(x1,y1,x2,y2)\n", + " bbox = bbox\n", + " geom = {'type': 'Polygon',\n", + " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", + " [x1, y1]]]}\n", + " print ('the crs of the shapefile is in:',shapefile.crs)\n", + " print (bbox)\n", + " \n", + " \n", + " #surface_area\n", + " s = shape(geom)\n", + " proj = partial(pyproj.transform, pyproj.Proj(init=shapefile.crs),\n", + " pyproj.Proj(init='epsg:28992'))\n", + "\n", + " s_new = transform(proj, s)\n", + " surface_area = s_new.area\n", + " print (surface_area)\n", + " \n", + " \n", + " else:\n", + " print ('the crs of the shapefile needs to be converted to the same projection of the raster to be downloaded:')\n", + " geom = {'type': 'Polygon',\n", + " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", + " [x1, y1]]]}\n", + " s=shape(geom)\n", + " #surface area\n", + " proj = partial(pyproj.transform, pyproj.Proj(init=shapefile.crs),\n", + " pyproj.Proj(init='epsg:28992'))\n", + "\n", + " s_new = transform(proj, s)\n", + " surface_area = s_new.area\n", + " \n", + " x1 = s_new.bounds[0]\n", + " x2 = s_new.bounds[2]\n", + " y1 = s_new.bounds[1]\n", + " y2 = s_new.bounds[3]\n", + "\n", + " geom = {'type': 'Polygon',\n", + " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", + " [x1, y1]]]}\n", + " surface_area = shape(geom).area\n", + " print (surface_area)\n", + " \n", + " #bbox transformation\n", + " s = shape(geom)\n", + " proj = partial(pyproj.transform, pyproj.Proj(init='epsg:28992'),\n", + " pyproj.Proj(init=projection_raster))\n", + "\n", + " s_new = transform(proj, s)\n", + " \n", + " x1 = s_new.bounds[0]\n", + " x2 = s_new.bounds[2]\n", + " y1 = s_new.bounds[1]\n", + " y2 = s_new.bounds[3]\n", + " bbox = '{}, {}, {}, {}'.format(x1, y1, x2, y2)\n", + " print (bbox)\n", + " \n", + "else:\n", + " print ('You have chosen to download the raster based on the extent itself and therefore we skip this step')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qQSRjK6hVAF7" + }, + "source": [ + "#### Step 2b): Determine the extent of the raster to be downloaded by using the extent of the raster itself" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "VnEkxAGXVAF7" + }, + "source": [ + "Look up the raster with the Lizard API and define its spatial bounds as given. Note that these bounds are in epsg:4326 and need to be converted to the desired projection of the to be downloaded raster:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Ja4CdFhjVAF7", + "outputId": "2b39d78a-a15e-4738-de3a-2bb2113cdf3f" + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "G58aa6VaVAF_" - }, - "source": [ - "In your Downloads folder you will find the geotiff." - ] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "You have chosen to download the raster based on the extent of the raster itself\n", + "{'id': 43359, 'uuid': '5029b90a-0e64-438d-a9f4-e8173459d24c', 'url': 'https://nens.lizard.net/api/v4/rasters/5029b90a-0e64-438d-a9f4-e8173459d24c/', 'last_modified': '2019-12-16T19:42:54.016209Z', 'created': '2019-12-16T19:42:53.956859Z', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/48dac75b-ef8a-42eb-bb52-e8f89bbdb9f2/', 'uuid': '48dac75b-ef8a-42eb-bb52-e8f89bbdb9f2', 'name': 'BWN HHNK'}, 'access_modifier': 'Private', 'supplier': 'matthijs.hekstra', 'shared_with': [], 'writable': True, 'is_geoblock': True, 'source': {'name': 'MaskBelow', 'graph': {'Snap': ['dask_geomodeling.raster.temporal.Snap', 'RasterStoreSource', 'ThreediResult'], 'Subtract': ['dask_geomodeling.raster.elemwise.Subtract', 'ThreediResult', 'Snap'], 'MaskBelow': ['dask_geomodeling.raster.misc.MaskBelow', 'Subtract', 0], 'ThreediResult': ['lizard_nxt.blocks.LizardRasterSource', 'de4d6895-28d0-4570-b400-1d20a7a3e33a'], 'RasterStoreSource': ['lizard_nxt.blocks.LizardRasterSource', 'e08537f8-046f-44e8-856f-eda61cc4eb62']}}, 'raster_sources': ['https://nens.lizard.net/api/v4/rastersources/de4d6895-28d0-4570-b400-1d20a7a3e33a/', 'https://nens.lizard.net/api/v4/rastersources/e08537f8-046f-44e8-856f-eda61cc4eb62/'], 'name': 'BWN Schermer #11 GLG piek T100 (2) Max water depth', 'description': '', 'observation_type': {'url': 'https://nens.lizard.net/api/v4/observationtypes/464/', 'id': 464, 'code': 'WATDPTE (m)', 'parameter': 'Water depth', 'unit': 'm', 'scale': 'interval', 'description': '', 'domain_values': None, 'reference_frame': None, 'compartment': None}, 'temporal': False, 'datasets': [], 'supplier_code': None, 'first_value_timestamp': '2000-01-01T00:00:00Z', 'last_value_timestamp': '2000-01-01T00:00:00Z', 'spatial_bounds': {'west': 4.744835901134437, 'east': 4.889876703880464, 'north': 52.63891478039807, 'south': 52.55657076968908}, 'projection': 'EPSG:28992', 'origin_x': None, 'origin_y': None, 'pixelsize_x': None, 'pixelsize_y': None, 'interval': None, 'wms_info': {'endpoint': 'https://nens.lizard.net/wms/', 'layer': 'scenarios:9755:depth-max-dtri'}, 'options': {'styles': 'Blues:0.0:2.0'}, 'colormap': {}, 'rescalable': False, 'aggregation_type': 'none'}\n", + "4.744835901134437, 52.55657076968908, 4.889876703880464, 52.63891478039807\n", + "111436.34490331856, 507777.2734337933, 121335.44870596993, 517016.9120619462\n", + "90042497.8795536\n" + ] + } + ], + "source": [ + "if based_on_shapefile == 'no':\n", + " print ('You have chosen to download the raster based on the extent of the raster itself')\n", + " raster_url = \"https://nens.lizard.net/api/v4/rasters/{}/\".format(uuid)\n", + " r = requests.get(url=raster_url, headers=headers)\n", + " spatial_bounds = r.json()['spatial_bounds'] #these bounds are in epsg4326\n", + " x1 = spatial_bounds['west']\n", + " x2 = spatial_bounds['east']\n", + " y1 = spatial_bounds['south']\n", + " y2 = spatial_bounds['north']\n", + "\n", + " bbox = '{}, {}, {}, {}'.format(x1,y1,x2,y2)\n", + " print (r.json())\n", + " print (bbox)\n", + " \n", + " #convert the bounds with epsg:4326 to the desired projection (projection_raster)\n", + " geom = {'type': 'Polygon',\n", + " 'coordinates': [[[x1, y1], [x2,y1],[x2, y2], [x1, y2],\n", + " [x1, y1]]]}\n", + "\n", + " s = shape(geom)\n", + " proj = partial(pyproj.transform, pyproj.Proj(init='epsg:4326'),\n", + " pyproj.Proj(init=projection_raster))\n", + " s_new = transform(proj, s)\n", + "\n", + " x1 = s_new.bounds[0]\n", + " x2 = s_new.bounds[2]\n", + " y1 = s_new.bounds[1]\n", + " y2 = s_new.bounds[3]\n", + "\n", + " bbox = '{}, {}, {}, {}'.format(x1, y1, x2, y2)\n", + " print (bbox)\n", + " \n", + " #for the surface area\n", + " proj = partial(pyproj.transform, pyproj.Proj(init='epsg:4326'),\n", + " pyproj.Proj(init='epsg:28992'))\n", + " s_new = transform(proj, s)\n", + " surface_area = s_new.area\n", + "\n", + " print (surface_area)\n", + "else:\n", + " print ('You have chosen to download the raster based on a predefined shapefile and therefore we skip this step')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TVl__3QgVAF8" + }, + "source": [ + "### Step 3: Define the cell size of the raster to be downloaded:" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j2pjAvPoVAF8" + }, + "source": [ + "First calculate the surface area of the extent:" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pAJcR8EmVAF9" + }, + "source": [ + "Calculate the number of pixels needed in horizontal and vertical direction if you choose a pixel of 0.5 by 0.5 (one cell size is 0.25 m2)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "731xm1_1VAF9", + "outputId": "6a487e82-7da8-4cc8-c2fc-604ac7e66c7c" + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "rjDJ_KCHVAF_" - }, - "source": [ - "### Step 4: Visualise the raster in a figure for a first impression" + "data": { + "text/plain": [ + "949.0" ] - }, + }, + "execution_count": 9, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "pixel_area = pixelsize_x * pixelsize_y\n", + "total_pixels = surface_area / pixel_area\n", + "pixels_in_horizontal_direction = np.round(np.sqrt(total_pixels))\n", + "pixels_in_vertical_direction = pixels_in_horizontal_direction\n", + "pixels_in_vertical_direction" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "y9xzBa1GVAF9" + }, + "source": [ + "*Note that if you do not define the number of pixels needed in horizontal and vertical direction, its default is 256 in both directions.*" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LI8P3hspVAF9" + }, + "source": [ + "### Step 4: Download the raster with the defined extent and cell size, and its projection" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "KL1HUd0aVAF9", + "outputId": "bd829497-6c08-4694-f804-9902365500bc" + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "4IzAN_fIVAF_" - }, - "source": [ - "Open the raster:" - ] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "{'uuid': 'aad93487-f123-4f8b-95d6-6782bc0836e4', 'url': 'https://nens.lizard.net/api/v4/tasks/aad93487-f123-4f8b-95d6-6782bc0836e4/', 'status': 'PENDING', 'result': None, 'detail': 'Task sent at 2021-05-04T08:01:13.080615Z'}\n" + ] + } + ], + "source": [ + "raster_url = \"https://nens.lizard.net/api/v4/rasters/\"\n", + "get_url = f\"{raster_url}{uuid}/data/\" # we use the data endpoint\n", + "\n", + "# request the data\n", + "r = requests.get(\n", + " url=get_url,\n", + " headers=headers,\n", + " params=\n", + " {\"bbox\": bbox,\n", + " \"format\": 'geotiff', #only geotiff is supported\n", + " 'projection': projection_raster,\n", + " 'async': True,\n", + " 'width':pixels_in_vertical_direction,\n", + " 'height':pixels_in_horizontal_direction\n", + " }\n", + ")\n", + "\n", + "task = r.json()\n", + "task_url = task['url']\n", + "r_geotiff= requests.get(url=task_url, headers=headers)\n", + "print (r_geotiff.json())\n", + "geotiff_raster = r_geotiff.json()['result']" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-jP_FU6rVAF-" + }, + "source": [ + "A task has started to download the maximum water depth raster with its defined bbox, format, projection and horizontal/vertical pixels. When the task has finished, you will see at status: SUCCESS" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "4MgbRBvsVAF-", + "outputId": "9220e658-f4ae-46de-9504-edc52955e5b1" + }, + "outputs": [ { - "cell_type": "code", - "metadata": { - "id": "MaAYZrbqVAGA", - "outputId": "5126469e-407b-44b2-9b38-a6f9df1be0f8" - }, - "source": [ - "img = rasterio.open(geotiff_raster).read()\n", - "print (img.max())\n", - "print (img.min())" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "3.4028235e+38\n", - "1.66893e-06\n" - ], - "name": "stdout" - } - ] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "{'uuid': 'aad93487-f123-4f8b-95d6-6782bc0836e4', 'url': 'https://nens.lizard.net/api/v4/tasks/aad93487-f123-4f8b-95d6-6782bc0836e4/', 'status': 'SUCCESS', 'result': 'https://nens.lizard.net/media/downloads/aad93487-f123-4f8b-95d6-6782bc0836e4/bwn-schermer-11-glg-piek-t100-2-max-water-depthZ_2021-05-04T08%3A06%3A03Z.tiff', 'detail': None}\n" + ] + } + ], + "source": [ + "r_geotiff = requests.get(url=task_url, headers=headers).json()\n", + "print (r_geotiff)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "EcLVN1ULVAF_" + }, + "source": [ + "We can now locally download this raster:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "QYAyNnlhVAF_", + "outputId": "2e8e5b92-d0f7-4864-9e0d-316fb42c5da5" + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "DkDOnZyNVAGA" - }, - "source": [ - "Check the amount of pixels in each direction:" + "data": { + "text/plain": [ + "True" ] - }, + }, + "execution_count": 16, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "geotiff_raster = r_geotiff['result']\n", + "#run this cell to locally download this raster\n", + "webbrowser.open(geotiff_raster, autoraise=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "G58aa6VaVAF_" + }, + "source": [ + "In your Downloads folder you will find the geotiff." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "rjDJ_KCHVAF_" + }, + "source": [ + "### Step 4: Visualise the raster in a figure for a first impression" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4IzAN_fIVAF_" + }, + "source": [ + "Open the raster:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "MaAYZrbqVAGA", + "outputId": "5126469e-407b-44b2-9b38-a6f9df1be0f8" + }, + "outputs": [ { - "cell_type": "code", - "metadata": { - "scrolled": true, - "id": "eEOgWoz-VAGA", - "outputId": "9d13a2dc-6f9b-4a12-82b6-8d84577a9d23" - }, - "source": [ - "img.shape" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "(1, 949, 949)" - ] - }, - "metadata": { - "tags": [] - }, - "execution_count": 18 - } - ] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "3.4028235e+38\n", + "1.66893e-06\n" + ] + } + ], + "source": [ + "img = rasterio.open(geotiff_raster).read()\n", + "print (img.max())\n", + "print (img.min())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "DkDOnZyNVAGA" + }, + "source": [ + "Check the amount of pixels in each direction:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "eEOgWoz-VAGA", + "outputId": "9d13a2dc-6f9b-4a12-82b6-8d84577a9d23", + "scrolled": true + }, + "outputs": [ { - "cell_type": "markdown", - "metadata": { - "id": "n1wLkZ7fVAGA" - }, - "source": [ - "Plot the raster in a figure:" + "data": { + "text/plain": [ + "(1, 949, 949)" ] - }, + }, + "execution_count": 18, + "metadata": { + "tags": [] + }, + "output_type": "execute_result" + } + ], + "source": [ + "img.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "n1wLkZ7fVAGA" + }, + "source": [ + "Plot the raster in a figure:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "vL3kRROOVAGA", + "outputId": "45d936bc-29fc-45c6-8acc-e61083f80243" + }, + "outputs": [ { - "cell_type": "code", - "metadata": { - "id": "vL3kRROOVAGA", - "outputId": "45d936bc-29fc-45c6-8acc-e61083f80243" - }, - "source": [ - "figure = plt.figure(figsize=(20,20), linewidth=4, edgecolor='black', facecolor='whitesmoke')\n", - "ax = plt.gca()\n", - "img = rasterio.open(geotiff_raster)\n", - "\n", - "raster = show(img, ax=ax, cmap='Blues', vmin=0, vmax=0.3)\n", - "ctx.add_basemap(raster, crs=projection_raster, url=ctx.providers.OpenStreetMap.Mapnik)\n", - "show(img, ax=ax, cmap='Blues', vmin=0, vmax=0.3)\n", - "\n", - "\n", - "#legend\n", - "plt.imshow(img.read(1),cmap=plt.cm.Blues, vmin=0, vmax=0.3)\n", - "cb = plt.colorbar(fraction=0.043, pad=0.03, orientation='vertical',ax=ax)\n", - "for t in cb.ax.get_yticklabels():\n", - " t.set_fontsize(20)\n", - " \n", - "\n", - "#layout figure\n", - "plt.title(str(max_waterdepth_raster['name'].iloc[0]), fontweight='bold', fontsize=25)\n", - "plt.axis('off');\n", - "plt.show()" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n", 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\n", + "text/plain": [ + "
" ] - }, - { - "cell_type": "code", - "metadata": { - "id": "O3xAQjLbVAGB" - }, - "source": [ - "" - ], - "execution_count": null, - "outputs": [] + }, + "metadata": { + "tags": [] + }, + "output_type": "display_data" } - ] -} \ No newline at end of file + ], + "source": [ + "figure = plt.figure(figsize=(20,20), linewidth=4, edgecolor='black', facecolor='whitesmoke')\n", + "ax = plt.gca()\n", + "img = rasterio.open(geotiff_raster)\n", + "\n", + "raster = show(img, ax=ax, cmap='Blues', vmin=0, vmax=0.3)\n", + "ctx.add_basemap(raster, crs=projection_raster, url=ctx.providers.OpenStreetMap.Mapnik)\n", + "show(img, ax=ax, cmap='Blues', vmin=0, vmax=0.3)\n", + "\n", + "\n", + "#legend\n", + "plt.imshow(img.read(1),cmap=plt.cm.Blues, vmin=0, vmax=0.3)\n", + "cb = plt.colorbar(fraction=0.043, pad=0.03, orientation='vertical',ax=ax)\n", + "for t in cb.ax.get_yticklabels():\n", + " t.set_fontsize(20)\n", + " \n", + "\n", + "#layout figure\n", + "plt.title(str(max_waterdepth_raster['name'].iloc[0]), fontweight='bold', fontsize=25)\n", + "plt.axis('off');\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "O3xAQjLbVAGB" + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "colab": { + "collapsed_sections": [], + "name": "How to download a maximum waterdepth raster from a 3Di-scenario stored in the Scenario Archive in Lizard .ipynb", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb index ce4bd5e..b2fc9ed 100644 --- a/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb +++ b/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb @@ -1,1849 +1,1849 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "FQ79duRxpTFt" - }, - "source": [ - "\n", - "\n", - "# Getting familiair with Lizard Time Series API V4\n", - "Welcome! In this Notebook we will help you get more familiair with time series and their availability through the Lizard Time Series API.\n", - "If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl.\n", - "\n", - "## Introduction\n", - "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment.\n", - "The Lizard Time Series server stores time series data, which for example can describe the water level in a river or the energy consumption of a pumping station.\n", - "Time series in Lizard are always related to a geographical location (x,y).\n", - "In addition time series can be linked to an asset.\n", - "More general information surrounding time series in Lizard can be found in the documentation: https://docs.lizard.net/c_timeseries.html\n", - "\n", - "Lizard offers a high-performance, easy to access data source with its API.\n", - "The API can be used to retrieve raw data or for to retrieve aggregated data and statistics.\n", - "There is a wide variety of use cases, this notebook will help you get familiar with requesting time series data from the Lizard API." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "QgmXi_hH1htS" - }, - "source": [ - "# The Time Series Data Model explained" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "WilpK539pTFv" - }, - "source": [ - "The time series data model consists of two main components `time series metadata` and `time series events`. These two components together are referred to as a `time series object`.
\n", - "\n", - "Below we explain the metadata and which fields are mandatory, optional or system defined (read only) when uploading and retrieving time series." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "d4A19-Mi2Ju4" - }, - "source": [ - "### Time Series Metadata\n", - "The time series meta data consists of numerous attributes that are explained below. Some are mandatory, some optional and some are created by Lizard." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "uTW-bEMb2L5S" - }, - "source": [ - "| **Attribute** | **Example** | **Requirement**| **Format**\n", - "|:------|:------|:------|:------|\n", - "| **UUID** | 744b7703-0423-4f1e-b15d-1b36d9dd8dde |Read only| string(36)\n", - "| **Code** | NEERSG::second::1::86400 |Mandatory| string(128)\n", - "| **Name** | NEERSG |Optional| string(64)\n", - "| **Description** | Timeseries of precipitation |Optional| string, empty string allowed, null allowed\n", - "| **Start** | 2020-07-02T08:56:36Z |Read only| string in ISO 8601 format\n", - "| **End** | 2020-08-02T08:56:36Z |Read only| string in ISO 8601 format\n", - "| **Value_type** | float |Mandatory| \"integer\" or 0, \"float\" or 1 \"boolean\" or 2, \"text\" or 4, \"image\" or 5, \"movie\" or 8, \"file\" or 10, \"float array\" or 12\n", - "| **Interval** | 86400 |Optional| positive integer or 0 (expressed in seconds), null is allowed\n", - "| **Observation_type** | 441 |Mandatory| integer (foreign key to any of https://demo.lizard.net/api/v4/observationtypes/)\n", - "| **Datasource** | 6 |Optional| integer (foreign key to any of https://demo.lizard.net/api/v4/datasources/)\n", - "| **Supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", - "| **Supplier_code** | john_doe_precipitation |Optional| string(256), empty string or null is allowed\n", - "| **Location** | 6eb648bf-c5a4-4566-ac7a-1311ec69921c |Mandatory| string(36), create your own location or choose any of https://demo.lizard.net/api/v4/locations/)\n", - "| **Extra_metadata** | {\"bla1\": bla1,\"bla2\": bla2,\"bla3\": bla3,\"bla4\":bla4} |Optional| valid JSON, null is NOT allowed\n", - "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", - "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "xyrx9Yrp2Rkh" - }, - "source": [ - "### Time Series Events\n", - "Time Series Events, or the actual values per time step, consist of a few attributes. An example is visible below this section." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "oZ0rqyNu2XMs" - }, - "source": [ - "| **Attribute** | **Example** | **Requirement**| **Format**\n", - "|:------|:------|:------|:------|\n", - "| **Time** | 2020-04-23T00:00:00Z |Mandatory|string in ISO8601 format\n", - "| **Value** | 1.709 |Optional|number, string or boolean (depends on given value_type attributa in time series object metadata\n", - "| **Flag** | 5 |Optional|integer\n", - "| **Comment** | Reliable |Optional|string\n", - "| **Last_modified** | 2020-04-23T00:00:00Z |Read only|number, string or boolean (depends on given value_type attributa in time series object metadata\n", - "| **Detection_limit** | < |Optional|<, > or empty string" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "jix23byqpTFw" - }, - "source": [ - "# The Lizard API explained\n", - "The [Lizard API](https://demo.lizard.net/api/v4/timeseries) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "vnj53_KipTFw" - }, - "source": [ - "### HTTP Methods to use in the Lizard API\n", - "**GET** = use the GET method to retrieve existing time series metadata or time series events from the Lizard API
\n", - "**POST** = use the POST method to create a time series object and upload a time series and it's metadata
\n", - "**PUT** = use the PUT method to update time series metadata or time series events of an existing time series object
\n", - "**PATCH** = use the PATCH method to partially update time series metadata or time series events of an existing time series object
\n", - "**DELETE** = use the DELETE method to delete and existing time series object, it's metadata and events
" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "48c5pfSD1WtR" - }, - "source": [ - "### Response\n", - "This is an example of a paginated API response in JSON. The default amount of objects the API returns is 10. You can extend the response size using the `page_size=` query parameter" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "V2PCKwibjxHN" - }, - "source": [ - "```\n", - "{\n", - " \"count\": 9925,\n", - " \"next\": \"https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/events/?page=2&time__gte=2020-04-23T00%3A00%3A00\",\n", - " \"previous\": null,\n", - " \"results\": [\n", - " {\n", - " \"time\": \"2020-04-23T00:00:00Z\",\n", - " \"value\": 1.709,\n", - " \"flag\": 0,\n", - " \"validation_code\": \"\",\n", - " \"comment\": \"\",\n", - " \"last_modified\": \"2020-04-25T03:58:56.839756Z\",\n", - " \"detection_limit\": \"\"\n", - " },\n", - " {\n", - " \"time\": \"2020-04-23T00:15:00Z\",\n", - " \"value\": 1.71,\n", - " \"flag\": 0,\n", - " \"validation_code\": \"\",\n", - " \"comment\": \"\",\n", - " \"last_modified\": \"2020-04-25T03:58:56.839898Z\",\n", - " \"detection_limit\": \"\"\n", - " },\n", - " {\n", - " \"time\": \"2020-04-23T00:30:00Z\",\n", - " \"value\": 1.71,\n", - " \"flag\": 0,\n", - " \"validation_code\": \"\",\n", - " \"comment\": \"\",\n", - " \"last_modified\": \"2020-04-25T03:58:56.839985Z\",\n", - " \"detection_limit\": \"\"\n", - " }\n", - " ]\n", - "}\n", - "```" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "hmZM8s-DpTFx" - }, - "source": [ - "## Tutorial start\n", - "Now let's start the tutorial.\n", - "\n", - "As discussed, there are multiple ways to interact with the API. In this tutorial we will get to know the GET, POST and PATCH commands.\n", - "\n", - "1. We will begin by using the POST command to create a new time series.\n", - "2. Then we will use the PATCH command to update/change the data of the timeseries created in step 1.\n", - "3. Finally we will access the data with the GET functionality.\n", - "\n", - "These tools will give you a solid basis to interact with timeseries of the API.\n", - "These API commands also work for other objects, like rasters.\n", - "Rasters have their own tutorial which can be found in [Interactive Rasters API manual](https://docs.lizard.net/d_apitutorials.html#interactive-rasters-api-manual)." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "9SnHdbpSpTFy" - }, - "source": [ - "# 0. Installing Python dependencies" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "7wxXyiJHpTFy" - }, - "source": [ - "Before starting the tutorial, we have to make sure the correct packages are available.\n", - "Using Jupyter Notebook, the manual creating of a [virtual environment](https://docs.python.org/3/library/venv.html) is necessary.\n", - "Instructions are written for Windows, Linux users are expected to figure it out themselves.\n", - "When using [Google Colab](https://colab.research.google.com/github/nens/lizard-docs/blob/master/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb), the environment is automatically managed." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "fx2AoF-RAlf-" - }, - "source": [ - "### Jupyter Notebook\n", - "When using Jupyter Notebook, it's recommended to create the Jupyter Kernel in a Python virtual environment.\n", - "Once created and activated, packages can be installed in the environment with Conda or pip.\n", - "It is expected that Python and Jupyter Notebook are already installed." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "hlk0hK3KAVFJ" - }, - "source": [ - "1. Open a new terminal of the `cmd` command prompt.\n", - "2. Navigate to a directory where you want to install your virtual environment.\n", - " - Navigate to a directory by running the command `cd {directory}`.\n", - "3. Create the virtual environment in the selected directory.\n", - " - Run: `py -m venv {virtual environment name}`.\n", - " - Example, run: `py -m venv lizard`.\n", - "4. Activate the environment.\n", - " - Run: `./{virtual environment name}\\Scripts\\activate.bat\"`.\n", - " - You should now see `({virtual environment name})` before the terminal line.\n", - "5. Create a Jupyter kernel.\n", - " - Run: `ipython kernel install --user --name=lizard`.\n", - "6. Download the [requirements.txt](https://github.com/nens/lizard-docs/blob/master/source/files/tutorials/requirements.txt) file which describes the required packages.\n", - " - Example: `wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt`\n", - "7. To install the packages.\n", - " - Run: `pip install -r \\path\\to\\requirements.txt.\n", - " - Example: `pip install -r C:\\Users\\steven\\Downloads\\requirements.txt`.\n", - "8. Open the Jupiter Notebook from inside the environment.\n", - " - Run: `jupyter notebook`.\n", - "\n", - "Once Jupiter has started open this notebook, the created kernel can be selected through the menu.\n", - "Next step is installing the missing package in the new kernel." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "En0-S9E1AfNB" - }, - "source": [ - "### Google Colab\n", - "When using the notebook in [Google Colab](https://colab.research.google.com/github/nens/lizard-docs/blob/master/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb), setup of a kernel isn't necessary.\n", - "Required packages can be installed directly in the coding environment.\n", - "In the following snippet, the `requirments.txt` file is downloaded, and the contained packages are then installed using pip." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "bHaEtE7nj7l8", - "outputId": "bd415c2b-5d34-485b-dd1d-84261f120cfd" - }, - "outputs": [], - "source": [ - "!wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", - "%pip install -r requirements.txt" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "qIUrWx67DJNm" - }, - "source": [ - "# 1. Importing Python dependencies\n", - "The following snippet installs the required modules, we have just installed, to run the code." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "hX3ZywfQpTFz" - }, - "outputs": [], - "source": [ - "import csv\n", - "import datetime\n", - "import getpass\n", - "import json\n", - "import os\n", - "import pickle\n", - "import sys\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import pandas as pd\n", - "import requests\n", - "from pandas.io.json import _normalize as json_normalize" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "PyU7t2OTpTF3" - }, - "source": [ - "# 2. How to authenticate with Lizard\n", - "Authenticating to the REST API outside of a browser is done by attaching a Personal API Key to every request. You can attach a Personal API Key to a request by using HTTP Basic Authentication with password = {your api key}. The username needs to be fixed to `__key__` (with two underscores on both sides of the word “key”).\n", - "\n", - "**How to generate an API key in 6 easy steps**\n", - "1. Go to your organisations lizard portal https://{organisation}.lizard.net or https://demo.lizard.net\n", - "2. Click on `management`\n", - "3. Click on `personal api keys`\n", - "4. Click on `+ NEW ITEM`\n", - "5. Give an easy to remember name to the key and click `save`\n", - "6. Copy the key and put it into this file as password.\n", - "\n", - "While you cannot access the key through the management screen anymore if you lose it, you are able to delete the old key and generate a new one.\n", - "\n", - "It is considered best practise to generate one Personal API Key per application or script, so that you can selectively revoke keys in case they are compromised. Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "PZYpvRuKpTF3" - }, - "outputs": [], - "source": [ - "# Authentication\n", - "username = '__key__'\n", - "password = '...' # Generate your own API key at the Lizard Management page as practice\n", - "\n", - "json_headers = {\n", - " \"username\": username,\n", - " \"password\": password,\n", - " \"Content-Type\": \"application/json\",\n", - " }" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "NFdpUtVppTF8" - }, - "source": [ - "# 3. How to create a time series object and upload time series events using the POST method?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "roi88MArpTF9" - }, - "source": [ - "To upload time series to Lizard we will go through 4 steps, namely:\n", - " \n", - " 1. Making sure the time series data has the right format.\n", - " 2. Creating a new location object to link the time series data to.\n", - " 3. Creating a time series object and linking it to a location.\n", - " 4. Upload the time series events data to your newly created time series object." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "qyy8ryzUpTF-" - }, - "source": [ - "**Step 1: Put your time series events data in the right format**\n", - "\n", - "To be able to upload your time series events data to Lizard, the timeseries have to be in a specific data format.\n", - "You can use the python library pandas to modify your time series events data.\n", - "Every time series measurement requires a datetime and a value.\n", - "The correct format is as follows:\n", - "\n", - "\n", - "[{'time': '2019-01-28T15:44:13Z', 'value': 0.000471},
\n", - "{'time': '2019-01-28T15:45:07Z', 'value': 0.00045}]" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "O1DhNsV6jxHR" - }, - "outputs": [], - "source": [ - "# Here is a test time series, feel free to import your own or adjust the data as much as you would like\n", - "\n", - "time_series = [{'time': '2019-01-27T12:00:00Z', 'value': '0.03'},\n", - " {'time': '2019-01-28T00:00:00Z', 'value': '0.036'},\n", - " {'time': '2019-01-28T12:00:00Z', 'value': '0.05'},\n", - " {'time': '2019-01-29T00:00:00Z', 'value': '0.055'},\n", - " {'time': '2019-01-29T12:00:00Z', 'value': '0.025'},\n", - " {'time': '2019-01-30T00:00:00Z', 'value': '0.04'},\n", - " {'time': '2019-02-01T00:00:00Z', 'value': '0.08'},\n", - " {'time': '2019-02-03T12:00:00Z', 'value': '0.04'},\n", - " {'time': '2019-02-06T00:00:00Z', 'value': '0.015'},\n", - " {'time': '2019-02-25T12:00:00Z', 'value': '0.005'}]" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "2RdL2EM4pTF_" - }, - "source": [ - "**Step 2: Create a location to relate the time series to a geographical location**\n", - "\n", - "Time series in Lizard are always related to a geographical location as they represent measurements in our physical environment. Therefore, before uploading the time series events data, Lizard has to know where (geographically) the time series were measured. For this purpose you must create a location, this will become visible as one possible location in the locations API page (demo.lizard.net/api/v4/locations). Once we have created this location we can link our time series data to the location to create an actual time series. To create a new location the following API request must be caried out:\n", - "\n", - "**How to find your organisations uuid!**\n", - "To be able to access the API here, you need to enter the organisations for which your API key gives acces. You can find your organisations uuid as follows:\n", - "\n", - "1. Use the lizard API to look up your organisation: https://demo.lizard.net/api/v4/organisations/?name__istartswith=\n", - "2. After the link you add your organisations name, like Nelen (& Schuurmans) -> https://demo.lizard.net/api/v4/organisations/?name__istartswith=Nelen\n", - "3. You will then see a list of organisations with each an: url, uuid and a name. Choose the uuid of the correct organisation and use it in the next code block.\n", - "\n", - "\n", - "**Data model of a Location**\n", - "* **name**: e.g. 'Groundwater station 1'\n", - "* **access_modifier**: 0 for public, 100 for common, 200 for private\n", - "* **code**: each location has a unique code\n", - "* **organisation**: a uuid (universal id) which is connected to the organisation. You can find the uuid's of the organisations here: https://nens.lizard.net/api/v4/organisations/\n", - "* **geometry**: the geometry should be a point geometry in geojson format and in the EPSG:4326 projection\n", - "* **ddsc_show_on_map**: If set to True, this location is directly shown in Lizard" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "8c8D_ZqNpTGB" - }, - "outputs": [], - "source": [ - "# Look up the organisation uuid as explained above.\n", - "organisation_uuid = '...' # Give the organisation uuid for which you have rights.\n", - "location_url = \"https://demo.lizard.net/api/v4/locations/\"\n", - "\n", - "# Fill in the additional data required!\n", - "\n", - "data = {'name':'...', # Give a name to your location\n", - " 'access_modifier':., # Determine what access modifier you want to give the location, supply an integer\n", - " 'code':'...', # Give a unique code for your location (can be letters and numbers)\n", - " 'organisation': organisation_uuid,\n", - " 'geometry':{\n", - " \"type\": \"Point\",\n", - " \"coordinates\": [\n", - " 4.683839188453384,\n", - " 52.49446759721568,\n", - " 0.0\n", - " ]\n", - " },\n", - " 'ddsc_show_on_map':True}\n", - "\n", - "r = requests.post(url=location_url, data=json.dumps(data), headers=json_headers)\n", - "\n", - "print(r.json())" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "-EnFbg9NpTGI" - }, - "source": [ - "We have now created a new location, the uuid will be unique for every newly generated location. The output of the codeblock will give you all relevant information.\n", - "If you somehow lost the information, you can lookup your location in the sameway as the organisations uuid.
\n", - "\n", - "https://demo.lizard.net/api/v4/locations/?name__startswith={the_name_you_used}" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "-m5M4FUPjxHS" - }, - "outputs": [], - "source": [ - "location_uuid = ''" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "eGyLAzwipTGJ" - }, - "source": [ - "**Step 3: Create a time series object and relate it to a location**\n", - " \n", - "The next step is to create a new time series object. This new object has to be connected to the location created above. We give the following arguments to the api request:\n", - "* **name**: \"groundwater head\" -> can help you find your time series later\n", - "* **access_modifier**: 0 for public, 1 for common, 2 for private -> determines who has access to your time series\n", - "* **code**: \"groundwater_head_v1\" -> has to be unique\n", - "* **supplier**: choose your username\n", - "* **location**: give the locations uuid (or the on you just generated)\n", - "* **value_type**: 1, can be can be: \"integer\" or 0 | \"float\" or 1 | \"boolean\" or 2 | \"text\" or 4 | \"image\" or 5 | \"movie\" or 8 | \"file\" or 10 | \"float array\" or 12 |\n", - "* **observation_type**: 845 (for hydraulic head). Other observation types can be found here: https://demo.lizard.net/api/v4/observationtypes/." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "NUZ0uZLEpTGJ" - }, - "outputs": [], - "source": [ - "timeseries_url = \"https://demo.lizard.net/api/v4/timeseries/\"\n", - "\n", - "# In this example we will use the observation type 'hydraulic head'\n", - "observation_code = ... # Give the code for hydraulic head\n", - "\n", - "data = {'name':'', # Give a name to your location\n", - " 'access_modifier':, # Determine what access modifier you want to give the location, supply an integer\n", - " 'code':'', # Give a unique code for your location (can be letters and numbers)\n", - " 'location': location_uuid,\n", - " 'value_type':1,\n", - " 'observation_type': observation_code,\n", - " 'timeseries_type':None}\n", - "\n", - "r = requests.post(url=timeseries_url,\n", - " data=json.dumps(data),\n", - " headers=json_headers)\n", - "\n", - "print(r.json())" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "2DAfpF64pTGU" - }, - "source": [ - "**Step 4: Upload the time series events data to your newly created time series object**" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "1esYlBEspTGW" - }, - "source": [ - "In step 3 we have created a new timeseries in Lizard. This time series object now has a UUID. We now use this UUID to upload the data to the Lizard Time Series Server." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "Ko5MEZ5MpTGX" - }, - "outputs": [], - "source": [ - "timeseries_uuid = '...' # Supply the uuid of the timeseries you have created.\n", - "\n", - "data_url = timeseries_url + timeseries_uuid + '/events/'\n", - "\n", - "r = requests.post(url=data_url,\n", - " data=json.dumps(time_series),\n", - " headers=json_headers)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "we1dK3_KpTGe" - }, - "source": [ - "# 4. How to create/update values and metadata of a time series object using the POST method" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Py4FkVqWUZul" - }, - "source": [ - "**Step 1: Import the timeseries events of which the metadata or values should be adjusted**\n", - "\n", - "We are accessing our time series with the use of a `GET` request.\n", - "Once we have the data, we can adjust it and then return it to the server." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "iBfjwZaYpTGg" - }, - "outputs": [], - "source": [ - "# We can re-use the data_url from the prior code block, this time we will request the data with the `GET` functionality\n", - "res = requests.get(data_url,headers=json_headers).json()['results']\n", - "\n", - "# Convert the response to a printable dataframe\n", - "events = pd.DataFrame(res)\n", - "events.index = pd.to_datetime(events['time'])\n", - "print(events[0:5])\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "qN2glceeUoT4" - }, - "source": [ - "**Step 2: Adjust the values and metadata of the timeseries events**\n", - "\n", - "The following attributes can be set (depending on the value type).
\n", - "\n", - "Depending on the value_type of the corresponding time series, the following fields may be set:\n", - "* `time`: ISO 8601 date and time representation. This is a required field.\n", - "\n", - "* `value`: A number, string, or boolean, depending on the value_type of the corresponding time series. Nullable for numbers. Since float is the most commonly used value_type, numbers are predominant.\n", - "\n", - "* `flag`: A small integer. Nullable. Not available for booleans.\n", - "\n", - "* `validation_code`: A string of at most 3 characters. Available for numbers and booleans.\n", - "\n", - "* `comment`: A string. Available for numbers and booleans.\n", - "\n", - "* `detection_limit`: Either \"\", \"<\", or \">\". Only available for numbers.\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "bCW81tM5VLj7" - }, - "outputs": [], - "source": [ - "# Copy the table to work with it in a new variable\n", - "events_edit = events.copy()\n", - "events_edit['flag'] = '100' # Insert new value\n", - "events_edit['comment'] = \"This is a test timeseries!\" # Insert new value\n", - "events_edit=events_edit[['time','value','flag','comment']]\n", - "\n", - "# To change a single value, use the 'iat' functionality within pandas\n", - "# The first number is the row, the second is the column.\n", - "events_edit.iat[0,3] = \"This is the first comment!\"\n", - "\n", - "print(events_edit)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "5TYnAwRmV6h-" - }, - "source": [ - "**Step 3: Submit the changes to the lizard api by means of a POST request**
\n", - "While normally patching is used to change values with the API, for the time series events page PATCH is not allowed. You can inspect what functionality is allowed at the upper section of every API. In the next block of code we will:
\n", - "\n", - "1. Convert our data back to a json file.\n", - "2. Use a `POST` request to send the data to the API.\n", - "3. Use a `GET` request to retrieve the updated data.\n", - "4. Check if the data has been updated with a print statement." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "Vqz4iN4GWDvE" - }, - "outputs": [], - "source": [ - "# Convert data to json\n", - "dataupload = eval(events_edit[['time','value','flag','comment']].to_json(orient='records'))\n", - "\n", - "# Send the 'post' request\n", - "res = requests.post(url=data_url,\n", - " data=json.dumps(dataupload),\n", - " headers=json_headers)\n", - "\n", - "# Send the 'get' request\n", - "res = requests.get(data_url,headers=json_headers).json()['results']\n", - "\n", - "# Inspect the results\n", - "updated_table = pd.DataFrame(res)\n", - "updated_table.index = pd.to_datetime(updated_table['time'])\n", - "print(updated_table[0:5])" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "6HaQ9jRApTGm" - }, - "source": [ - "# 5. How to delete a single event from a time series using the DELETE method?\n", - "\n", - "For deleting it is important you are using the right URL, you do not want to delete data you need later.
\n", - "Apart from that, it is relatively straightforward. For a time series we can use the datetime to select the event we want to delete. Use one of the dates (like 2019-01-29T12:00:00Z in the example) as date variable." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "RFOw4Yl8pTGo", - "scrolled": true - }, - "outputs": [], - "source": [ - "date = '2019-01-29T12:00:00Z'\n", - "url = 'https://demo.lizard.net/api/v4/timeseries/{}/events/{}/'.format(timeseries_uuid, date)\n", - "res = requests.delete(url=url,\n", - " headers=json_headers)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "lckOQM-xpTGv" - }, - "source": [ - "# 6. How to query a list of time series objects?\n", - "\n", - "At this point we have already done this multiple times to access and edit the data. But lets take a different timeseries and inspect it.
\n", - "Go to https://demo.lizard.net/api/v4/timeseries/ and find yourself a new timeseries to inspect. Pick anyone." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "8gawxMkVpTGw" - }, - "outputs": [], - "source": [ - "# Remember that the time series information is found in the .../timeseries/{uuid}/events/ page.\n", - "new_uuid = '...' # place the uuid of the new timeseries of interest here.\n", - "new_timeseries_events_url = 'https://demo.lizard.net/api/v4/timeseries/{}/events/'.format(new_uuid)\n", - "\n", - "# Retrieve the 'results' attribute using a JSON interpreter\n", - "data = requests.get(new_timeseries_events_url,headers=json_headers)\n", - "\n", - "# Read the first 5 results of the json() file into the pandas dataframe.\n", - "print(pd.DataFrame(data.json()['results'][0:5]))\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "29CgGW2KFFZl" - }, - "source": [ - "# 7. How to filter time series objects by metadata attributes?\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "l_AgAe-npTG1" - }, - "source": [ - "### Available query parameters\n", - "To filter time series objects by metadata attributes you can use the following query parameters:\n", - "\n", - "`?name={name}` -> use the exact `name` to find your time series.\n", - "\n", - "`?name__startswith={name_start}` -> only requires the start of the name.

\n", - "\n", - "Like this there are many possible ways to look for time series. Some more examples are:\n", - "\n", - "`?code=abc&location__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", - "\n", - "`?code__startswith=a&location__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", - "\n", - "`?value_type=float`\n", - "\n", - "`?observation_type=1`\n", - "\n", - "`?observation_type__id=1`\n", - "\n", - "`?observation_type__code=my-code`\n", - "\n", - "`?observation_type__code__startswith=my-c`\n", - "\n", - "`?datasource=1`\n", - "\n", - "`?datasource__id=1`\n", - "\n", - "`?datasource__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", - "\n", - "`?location__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", - "\n", - "`?location__organisation__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "QZfqgPYqyy5Z" - }, - "source": [ - "# 8. How to filter time series objects by their name?" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "klxl-ZPMpTG2" - }, - "outputs": [], - "source": [ - "#Call the Lizard API V4 Time series endpoint & add ?name_startswith=\"N\"\n", - "url = \"https://demo.lizard.net/api/v4/timeseries/\"\n", - "params= {'name__startswith':'N'}\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", - "timeseries_list[0:4] # print only the first 5 rows of the dataframe" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "mQJI6WDaFK4T" - }, - "source": [ - "# 9. Monitoring Networks" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "oGh3UIsUVPDm" - }, - "source": [ - "Monitoring networks allow you to group time series based on self-defined characteristics, e.g. by monitoring goal (surface water or weather) or observation type (water level, flow, temperature). Time series that are grouped by a monitoring network are listed in Lizard Catalogue where users can easily find the time series their interested in and open them in Lizard Portal or the API (https://demo.lizard.net/catalogue or https://[yourportal].lizard.net/catalogue).
\n", - "\n", - "One example of a monitoring network is the KNMI weatherstations group. These are different locations with individual measurements, but with similar attributes.\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "fboYunI_eA7G" - }, - "source": [ - "### 1. How to create a monitoring network\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "eipv0zR4enAd" - }, - "source": [ - "To create a monitoring network, the following variables should be defined:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "c3MPX5EReG9T" - }, - "outputs": [], - "source": [ - "name = '...' # Give a name to your monitoring network\n", - "\n", - "# For the organisation_uuid -> Use the one used prior or find it via https://demo.lizard.net/api/v4/organisations/?name__icontains=\n", - "\n", - "acces_modifier = '.' # 0=public (Everyone can see this),\n", - " # 1=common (logged-in users can see this),\n", - " # 2=private (logged-in users with user rights to your organisation can see this),\n", - " # 3=hidden (only admins of your organisatio can see this)\n", - "description = 'This is a description of ...' # Description" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "JLN3bduYeNYz" - }, - "source": [ - "After defining the variables, store them in a json string and perform a post request:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "Df4c0ZJkeSR3" - }, - "outputs": [], - "source": [ - "# Add our individual elements into a data dictionary\n", - "data = {'name': name,\n", - " 'organisation': organisation_uuid,\n", - " 'access_modifier': acces_modifier,\n", - " 'description': description\n", - " }\n", - "\n", - "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/'\n", - "\n", - "# Since we are creating a new monitoring network we are using the POST functionality again.\n", - "res = requests.post(url = url,\n", - " data = json.dumps(data),\n", - " headers = json_headers)\n", - "\n", - "# get the information of the monitoring from the request response:\n", - "response = res.json()\n", - "print(response)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "4JiXv0a9esWV" - }, - "source": [ - "Now, the created monitoringnetwork can be found in the catalogue under the given organisation" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "FdrCRwG4etvp" - }, - "source": [ - "### 2. How to add (multiple) timeseries to a monitoring network" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "WKkBG8rAe5-7" - }, - "source": [ - "We can use the uuid's of individual time series to add them to a monitoring network.
\n", - "This can be effectively done by adding all uuids of the time series of interest in a list, an example can be found below:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "MHr7cpHne-Xf" - }, - "outputs": [], - "source": [ - "# We currently use the timeseries_uuid created, and the additional one we used for the second test.\n", - "ts_list = [timeseries_uuid, new_uuid]\n", - "\n", - "# You can add more uuids if you want to." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "CYoyvn75fE7n" - }, - "source": [ - "Add the time series to the monitoring network with:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "SwPkzvNojxHV" - }, - "outputs": [], - "source": [ - "# If you lost the monitoring network uuid, you can find it with a `get` request\n", - "url = \"https://demo.lizard.net/api/v4/monitoringnetworks/\"\n", - "params= {'name__startswith':'...'} # Find your monitoring netweork with the beginning of the name -> case sensitive!\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", - "timeseries_list[0:5] # print only the first 5 rows of the dataframe\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "AOMkbC3LfEGq" - }, - "outputs": [], - "source": [ - "# Use your monitoringnetwork uuid to add (post) the list of time series to the network.\n", - "monitoring_network_uuid = '...' # Read the monitoring network uuid from the prior code-block result\n", - "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}/timeseries/'.format(monitoring_network_uuid)\n", - "res = requests.post(url = url, data = json.dumps(ts_list), headers = json_headers)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "C9G0d4qCfOJM" - }, - "source": [ - "To get an overview of the time series in the monitoring network, perform a `GET` request on the time series endpoint:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "tEOCb3_5fRqZ" - }, - "outputs": [], - "source": [ - "# Request the data from the monitoring network\n", - "res = requests.get(url = url, headers = json_headers).json()\n", - "\n", - "# Store the results of the response in a dataframe\n", - "network = pd.DataFrame(res['results'])\n", - "\n", - "# Check the first timeseries of the network\n", - "print(network.iloc[0])" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "HarCa7Z0f-A3" - }, - "source": [ - "**Accessing individual time series from the monitoring network is easy.**
\n", - "
\n", - "The related locations are listed in the locations column of the network dataframe:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "-30oSJVkf9sp" - }, - "outputs": [], - "source": [ - "# See the location header, you might have to scroll right\n", - "\n", - "network.head()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "vK2BiLJYjxHW" - }, - "outputs": [], - "source": [ - "# We can find the location endpoints as followed\n", - "network.location[1] # Note that this gives the second location as indexing starts at 0" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "htDpyRnrjxHW" - }, - "source": [ - "This way it is easy to find most of the relevant information to access the time series of interest." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "8lRSTZrwgIHE" - }, - "source": [ - "#### 3. Delete timeseries from a monitoringnetwork" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "80NrbJBDgLK5" - }, - "source": [ - "Just as easy as we can add a time series to the monitoring network we can remove one.
\n", - "To do this a `DELETE` request is send to the timeseries endpoint of the monitoringnetwork:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "7ET7eg3TgMim" - }, - "outputs": [], - "source": [ - "# Show the timeseries available within the network\n", - "print('Timeseries in monitoringnetwork:')\n", - "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}/timeseries/'.format(monitoring_network_uuid)\n", - "timeseries = pd.DataFrame(requests.get(url = url, headers = json_headers).json()['results'])\n", - "timeseries.head()\n", - "\n", - "# Removing the first time series\n", - "delete_timeseries_uuid = [timeseries['uuid'][0]]\n", - "print(\"The ID that will be deleted: \", delete_timeseries_uuid)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "M0wDb3FyjxHX" - }, - "outputs": [], - "source": [ - "# Delete the timeseries and check\n", - "res = requests.delete(url=url, data = json.dumps(delete_timeseries_uuid), headers = json_headers)\n", - "\n", - "res = requests.get(url=url, headers=json_headers)\n", - "network = pd.DataFrame(res.json()['results'])\n", - "network.head()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "u5KJb6FZjxHX" - }, - "outputs": [], - "source": [ - "# Lets re-add the timeseries so we can remove it based on the location\n", - "res = requests.post(url = url, data = json.dumps(ts_list), headers = json_headers)\n", - "\n", - "res = requests.get(url=url, headers=json_headers)\n", - "network = pd.DataFrame(res.json()['results'])\n", - "network.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "rpPGKe3kgW2H" - }, - "source": [ - "### 4. Deleting monitoringnetworks\n", - "\n", - "You might want to remove a redundant or old monitoringnetwork. This can be done as followed:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "xopX6ig5gWOL" - }, - "outputs": [], - "source": [ - "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}'.format(monitoring_network_uuid)\n", - "res = requests.delete(url=url, headers = json_headers)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "owpCH7YTpTG6" - }, - "source": [ - "# 10. How to query raw time series events?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "W_ewcSAXpTG7" - }, - "source": [ - "The data of a time series can be queried via the time series `events` endpoint.
\n", - "You will need the UUID of the time series object that can be found in the list of time series objects (see 6 and 7).\n", - "**demo.lizard.net/api/v4/timeseries/**{uuid of time series object}**/events/**\n", - "\n", - "**Example**: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events/\n", - "\n", - "We're going to query the precipitation time series of weather station \"De Bilt\" in The Netherlands, the example URL can be used for this.
\n", - "If you have a different timeseries of interest feel free to use that one.
\n", - "Just replace the uuid of the example with the one of your choice." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "lRhBLJcdpTG9" - }, - "source": [ - "### How to query time series events within a specific time frame\n", - "\n", - "Lets say we want to create a plot of the precipitation rate at the \"De Bilt\" weatherstation.
\n", - "In order to be able to plot the data we need to do a few things:
\n", - "1. Determine what information we want to ask of the API. This will determine the parameter settings.\n", - "2. Retrieve the information with a `GET` request.\n", - "3. Place the response inside a dataframe.\n", - "4. Use the dataframe to build a plot.\n", - "\n", - "**Available query parameters**
\n", - "If we want to specify the period of the timeseries we can use the `start` and `end` params. These use the ISO 8601 format: YYYY-MM-DDThh:mm:ssZ. With the T and Z being actual letters and the other letters resembling a measure of time:
\n", - "* YYYY = Year -> Ex: 2023\n", - "* MM = Month -> Ex: March = 03\n", - "* DD = Day -> Ex: 5th day = 05\n", - "* hh = Hours\n", - "* mm = Minute\n", - "* ss = second\n", - "\n", - "To determine the fields we want to get from the API we use the `fields` parameter. In our example we are interested in the value field.\n", - "\n", - "The final parameter we will use is the `page_size`. This determines the number of items returned on one page and it is important because only one page of data is returned. This means that if a timeseries has thousands of results, and we are interested in all values, we have to either iterate through all the pages or make the page very large.\n", - "\n", - "All of the available parameters can be found on the website of the API:
\n", - "General timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/
\n", - "Event timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events
\n", - "There are also examples available. We will just show some use cases in the next code blocks." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "JsvGvAwxpTG9" - }, - "outputs": [], - "source": [ - "#Find the uuid of the timeseries you want to query\n", - "uuid = \"8c3bffcf-b0b7-4550-a5a9-c5220c29fede\"\n", - "# we're going to query request the data of the year 2010 to 2023 (the first of january for both)\n", - "# Fill in the start and end values with the ISO 8601 notations: YYYY-MM-DDThh:mm:ssZ\n", - "params= {'start':'', 'end':'', 'page_size':'100'} # Note that we use a page size of 100.\n", - "url = \"https://demo.lizard.net/api/v4/timeseries/{}/events/\".format(uuid)\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events = pd.DataFrame(requests.get(url = url, headers = json_headers, params = params).json()['results'])\n", - "time_series_events" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "UQT_ZMYNpTHF", - "scrolled": true - }, - "outputs": [], - "source": [ - "# Convert the data to a plot.\n", - "plt.style.use('seaborn')\n", - "time_series_events.set_index('time', inplace=True)\n", - "time_series_events['value'].plot(figsize=(20,7))\n", - "\n", - "# Note that these plots can be edited in style with the use of all matplotlib styling tools." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "inZHUj5qpTHH" - }, - "source": [ - "### How to query time series events based on their value\n", - "In this example we will use the parameters related to the `value`, the available ones are:\n", - "* A plain equal (`=`)\n", - "\n", - "Or relational statements like:\n", - "\n", - "* 'greater than or equal' (`gte`)\n", - "* 'greater then' (`gt`)\n", - "* 'lower than or equal' (`lte`)\n", - "* 'lower than' (`lt`).\n", - "\n", - "#### Examples\n", - "\n", - "Return all events where the value is greater than or equal to 0.05 and lower than 0.175
\n", - "`?value__gte=0.05&value__lt=0.175`
\n", - "\n", - "Return all events where the value is exactly 0.578
\n", - "`?value=0.578`
" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "SIx5HX6-jxHY" - }, - "source": [ - "### Querying extreme rainfall events from the \"De Bilt\" weatherstation\n", - "If we would be interested in the extreme rainfall events surrounding the De Bilt weatherstation we could look for great precipitation rates.
\n", - "1. For the first step we will query all events with a precipitation rate above 25 (mm)\n", - "2. Secondly we will limit the timeperiod to the last 10 years with the `start` and `end` params" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "28jD5ahLpTHI" - }, - "outputs": [], - "source": [ - "## STEP 1: QUERYING RAINFALL ABOVE 25MM\n", - "\n", - "# We can use the same uuid and URL as the last exercise. Therefore we only have to adjust the parameters.\n", - "\n", - "# We are interested in the extreme rainfall events above 25 mm.\n", - "params= {'value__gte':'...', 'page_size':'...'} # Give a gte value and a page_size value\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_above_reference_value = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "# Inspect the results\n", - "time_series_events_above_reference_value" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "oFTi0h97jxHY" - }, - "outputs": [], - "source": [ - "## STEP 2: LIMITING THE TIMESPAN TO THE PAST 10 YEARS\n", - "\n", - "# We just have to adjust the parameters, the URL can remain the same as we are querying from the same timeseries.\n", - "# Now combine the knowledge of implementing timeperiods and values to look for all values higher than 27.5 between 2013 and 2023.\n", - "# Remember times have to be in ISO 8601 format YYYY-MM-DDThh:mm:ssZ\n", - "params= {'start': '...', 'end': '...', 'value__gte':'...', 'page_size':'...'}\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_above_reference_value = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "# Inspect the results\n", - "time_series_events_above_reference_value" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "RJH3CkgvpTHM" - }, - "source": [ - "### How to query time series events with a specific flag?\n", - "You can retrieve time series events that have been assigned a specific flag. The flag can be used to indicate the validation status of a specific event. \n", - "\n", - "#### Available query parameters\n", - "You can use the following query parameters to query for events with a specific flag:\n", - "\n", - "`?flag=5`\n", - "\n", - "`?flag__gte=5`
\n", - "gt, gte, lt, lte\n", - "\n", - "`?flag__in=5,6,7`" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "dZiW0zTTpTHM" - }, - "outputs": [], - "source": [ - "# we're going to query request the data with the flag tag 0, 2 and 8\n", - "# Try all three and see the difference\n", - "params= {'page_size':'100', 'flag':'...'}\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_with_flag = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "\n", - "time_series_events_with_flag\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "IrXA-2BZpTHP" - }, - "outputs": [], - "source": [ - "# Some flags might have all zero's (2), some might have no values at all (8), and others might have some zero's or different values (0).\n", - "# Check it out, you might have to load the data with the `GET` request above.\n", - "non_zero_df = time_series_events_with_flag[time_series_events_with_flag['value'] > 0]\n", - "non_zero_df" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "67y0h70XpTHR" - }, - "source": [ - "### How to query time series events by validation code\n", - "\n", - "\n", - "#### Available query parameters\n", - "You can use the following query parameters to retrieve time series events with a specific validation code:\n", - "\n", - "`?validation_code=AA`\n", - "\n", - "`?validation_code__startswith=c`" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "onM7ELx9pTHR" - }, - "outputs": [], - "source": [ - "# we're going to query request the data based on validation code. Define any letter\n", - "params= {'validation_code__startswith':'...'}\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_with_validation_code = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "# In this case there are no results as no data code seems to have a validation code.\n", - "time_series_events_with_validation_code" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "AYM_jrnZjxHY" - }, - "outputs": [], - "source": [ - "# Control if there are no validation codes\n", - "params= {'validation_code__isnull':'False'}\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_with_validation_code = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "# Read the results.\n", - "time_series_events_with_validation_code" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "1VaNNfp2pTHU" - }, - "source": [ - "### How to query time series events by the date they were last modified\n", - "\n", - "#### Available query parameters\n", - "To retrieve time series events by the time they were last modified you can use the following query parameters:\n", - "\n", - "`?last_modified__gte=2021-04-23T00:00:00`\n", - "\n", - "`?last_modified=2021-04-23T00:00:00`" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "51KQpFHzpTHV" - }, - "outputs": [], - "source": [ - "# we're going to query request the data for a specific modification date\n", - "params= {'page_size':'10', 'last_modified':'2020-11-19T15:37:19.906151Z'}\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_by_date_last_modified = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "time_series_events_by_date_last_modified" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "buXMRDztjxHZ" - }, - "outputs": [], - "source": [ - "# we're going to query request the data for a modification date greater than or equal to the previously queried date.\n", - "params= {'page_size':'10', 'last_modified__gte':'2020-11-19T15:37:19.906151Z'}\n", - "\n", - "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", - "time_series_events_by_date_last_modified = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "time_series_events_by_date_last_modified" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "ULT7QeTOpTHa" - }, - "source": [ - "# 11. How to query aggregated time series events?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "nx9d3GcEpTHa" - }, - "source": [ - "\n", - "\n", - "### Time series aggregates endpoint\n", - "Sometimes you might be interested in the statistics of parts of a timeseries, for example the sum of a month or the maximum value within a year.\n", - "This can be done through the `aggregates` API endpoint.\n", - "We will again need the UUID of the time series object of interest in order to aggregate its events. \n", - "\n", - "\n", - "**demo.lizard.net/api/v4/timeseries/**{uuid of time series object}**/aggregates/**\n", - "\n", - "##### Example URL:\n", - "https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/aggregates/\n", - "\n", - "\n", - "#### Available query parameters\n", - "There are a few parameters that can be used for the aggregates endpoint.
\n", - "Out of these, a few are **mandatory**:\n", - "\n", - "1. The start of the interval of interest:
\n", - "`?start = 2019-01-01T00:00:00Z`
\n", - "\n", - "2. The end of the interval of interest:
\n", - "`?end = 2020-01-01T00:00:00Z`
\n", - "\n", - "3. The list of aggregation fields that should be retrieved:
\n", - " * For numerical value types:
\n", - " `?fields = max, min, avg, sum, count, first, last, first_timestamp, last_timestamp, max_timestamp, min_timestamp, nans`
\n", - "\n", - " * For boolean value types:
\n", - " `?fields = sum, first, count, last, first_timestamp, last_timestamp`
\n", - "\n", - " * For string value types:
\n", - " `?fields = first, last, first_timestamp, last_timestamp, count`
\n", - "\n", - "\n", - "*Other possible parameters:*\n", - "1. strings can be prefixed with a multiplier e.g. 3week, 6months
\n", - "`?window = hour, day, week, year`
\n", - "\n", - "2. Minimum amount of events to return. Specifying min_points yields the highest aggregation possible.
\n", - "`?min_points= 100`\n", - "`?timezone = UTC`
\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "etPheSDSpTHb" - }, - "source": [ - "### How to query the monthly sum of a time series?\n", - "As we are accessing the aggregates endpoint now we need to switch the URL.
\n", - "\n", - "If we are interested in the cumulative precipitation for every month of the year 2019, we can use the aggregates endpoint. We should:\n", - "\n", - "1. Set the `start` (2019-01-01) and `end` (2020-01-01) dates as parameters. Remember, these values have to be in ISO 8601 format.
\n", - "\n", - "2. We then have to supply what results we want to return with the `fields` parameter. Minimally we would like to return the `sum` of all events. To improve the readability of the table we could add the `first_timestamp` and `last_timestamp`.
\n", - "\n", - "3. The aggregate window can be set with the `window` parameter.
\n", - "\n", - "Finally, make sure all results are visible on one page to be able to retrieve all information in your `GET` request.
\n", - "*As we are dealing with a year it will only be 12 months and thus 12 items should be enough - A larger `page_size` can be a safe way to make sure you are getting all your data in your request.*" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "r6E623BxpTHc" - }, - "outputs": [], - "source": [ - "# we want only the year 2019, so between 2019 and 2020. We want the sum fields, and the first and last timestamp. We want it aggregated by the month. And we want to make sure all data is on one page.\n", - "params= {'start':'...', 'end':'...', 'fields':'...', 'window':'...', 'page_size':'...'}\n", - "url = \"https://nens.lizard.net/api/v4/timeseries/{}/aggregates/\".format(uuid) #we use page size to include all values\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_averaged_by_month = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "timeseries_averaged_by_month" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "rmV3N2ZNpTHh" - }, - "outputs": [], - "source": [ - "# Convert the data to a plot.\n", - "plt.style.use('seaborn')\n", - "timeseries_averaged_by_month.set_index('last_timestamp', inplace=True)\n", - "timeseries_averaged_by_month['sum'].plot.bar(figsize=(20,7))\n", - "\n", - "# Note that these plots can be edited in style with the use of all matplotlib styling tools." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "jHqLHUzkpTHl" - }, - "source": [ - "### How to query the maximum value of a time series for each year?" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "z8sbLe6rpTHm" - }, - "outputs": [], - "source": [ - "# We want data between 2015 and 2020. We want the max, first and last timestamp. We want to aggregate it yearly. We want all data on one page.\n", - "params= {'start':'...', 'end':'...', 'fields':'...', 'window':'...', 'page_size':'...'} # we want the original hourly value\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_max_value_each_month = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "timeseries_max_value_each_month" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "Zy_uaXhEpTHr" - }, - "outputs": [], - "source": [ - "# Convert the data to a plot.\n", - "plt.style.use('seaborn')\n", - "timeseries_max_value_each_month.set_index('last_timestamp', inplace=True)\n", - "timeseries_max_value_each_month['max'].plot.bar(figsize=(20,7))\n", - "\n", - "# Note that these plots can be edited in style with the use of all matplotlib styling tools." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Vz02gl5upTHw" - }, - "source": [ - "### How to query the count of values per week within a specific time frame?\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "8FS0YDZ_pTHx" - }, - "outputs": [], - "source": [ - "# We want only the year 2019. We want the fields count, first and last timestamp. We want to aggregate it by the week. And we want all results on one page.\n", - "params= {'start':'...', 'end':'...', 'fields':'...', 'window':'...', 'page_size':'...'} # we want the original hourly value\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_count_of_values_in_time_frame = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "# Show the results\n", - "timeseries_count_of_values_in_time_frame\n", - "\n", - "# In this case all counts except the start and finish are different (24 hours * 7 days = 168, meaning every hour an event (or data entry) can be found)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "BRpsPgaOpTH3" - }, - "source": [ - "# 12. How to query percentiles of time series events?\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "KoyZRKKX4qHp" - }, - "source": [ - "Lizard enables you to query percentiles of your time series events via the `percentiles` endpoint.
\n", - "Again you will need the UUID of the time series object to query percentiles, template: **demo.lizard.net/api/v4/timeseries/*{uuid of time series object}*/percentiles/**\n", - "\n", - "##### Example:\n", - "https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/percentiles/\n", - "\n", - "\n", - "#### Available query parameters:\n", - "\n", - "* The start date of the period of interest
\n", - "`?start=2016-06-21T06:05:00Z`\n", - "\n", - "* The end date of the period of interest
\n", - "`?end=2017-06-21T06:05:00Z`\n", - "\n", - "* The percentile of interest
\n", - "`?percentiles=25,50,75`" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "92mEFeeOpTH4" - }, - "outputs": [], - "source": [ - "# For the De Bilt weatherstation a large part of the dataset will be zero (no rain), therefore it can be more interesting to look into the extremes (1 and 99 percentiles)\n", - "uuid = \"8c3bffcf-b0b7-4550-a5a9-c5220c29fede\"\n", - "\n", - "params= {'start':'2019-01-01T00:00:00Z', 'end':'2020-01-01T00:00:00Z', 'percentiles':'..., ..., ...'} # Set the percentiles\n", - "\n", - "url = \"https://nens.lizard.net/api/v4/timeseries/{}/percentiles/\".format(uuid) #we use page size to include all values\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_percentiles_of_values_in_time_frame = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "timeseries_percentiles_of_values_in_time_frame" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "dNsbg9-zjxHa" - }, - "outputs": [], - "source": [ - "# For the waterheight measured at het Katteveldse Meer its quite different.\n", - "uuid = \"e849123b-19eb-43a4-ae16-f3cb05a9dea7\"\n", - "\n", - "params= {'start':'2019-01-01T00:00:00Z', 'end':'2020-01-01T00:00:00Z', 'percentiles':'..., ..., ...'} # Set the percentiles\n", - "\n", - "url = \"https://nens.lizard.net/api/v4/timeseries/{}/percentiles/\".format(uuid) #we use page size to include all values\n", - "\n", - "#Retrieve the 'results' attribute using a JSON interpreter\n", - "timeseries_percentiles_of_values_in_time_frame = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", - "\n", - "timeseries_percentiles_of_values_in_time_frame" - ] - } - ], - "metadata": { + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "FQ79duRxpTFt" + }, + "source": [ + "\n", + "\n", + "# Getting familiair with Lizard Time Series API V4\n", + "Welcome! In this Notebook we will help you get more familiair with time series and their availability through the Lizard Time Series API.\n", + "If you have feedback or questions about this Notebook, please do not hesitate to contact us via servicedesk@nelen-schuurmans.nl.\n", + "\n", + "## Introduction\n", + "Lizard is a cloud-based datawarehouse & analytics platform for data that describes the physical environment.\n", + "The Lizard Time Series server stores time series data, which for example can describe the water level in a river or the energy consumption of a pumping station.\n", + "Time series in Lizard are always related to a geographical location (x,y).\n", + "In addition time series can be linked to an asset.\n", + "More general information surrounding time series in Lizard can be found in the documentation: https://docs.lizard.net/c_timeseries.html\n", + "\n", + "Lizard offers a high-performance, easy to access data source with its API.\n", + "The API can be used to retrieve raw data or for to retrieve aggregated data and statistics.\n", + "There is a wide variety of use cases, this notebook will help you get familiar with requesting time series data from the Lizard API." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QgmXi_hH1htS" + }, + "source": [ + "# The Time Series Data Model explained" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WilpK539pTFv" + }, + "source": [ + "The time series data model consists of two main components `time series metadata` and `time series events`. These two components together are referred to as a `time series object`.
\n", + "\n", + "Below we explain the metadata and which fields are mandatory, optional or system defined (read only) when uploading and retrieving time series." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "d4A19-Mi2Ju4" + }, + "source": [ + "### Time Series Metadata\n", + "The time series meta data consists of numerous attributes that are explained below. Some are mandatory, some optional and some are created by Lizard." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "uTW-bEMb2L5S" + }, + "source": [ + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **UUID** | 744b7703-0423-4f1e-b15d-1b36d9dd8dde |Read only| string(36)\n", + "| **Code** | NEERSG::second::1::86400 |Mandatory| string(128)\n", + "| **Name** | NEERSG |Optional| string(64)\n", + "| **Description** | Timeseries of precipitation |Optional| string, empty string allowed, null allowed\n", + "| **Start** | 2020-07-02T08:56:36Z |Read only| string in ISO 8601 format\n", + "| **End** | 2020-08-02T08:56:36Z |Read only| string in ISO 8601 format\n", + "| **Value_type** | float |Mandatory| \"integer\" or 0, \"float\" or 1 \"boolean\" or 2, \"text\" or 4, \"image\" or 5, \"movie\" or 8, \"file\" or 10, \"float array\" or 12\n", + "| **Interval** | 86400 |Optional| positive integer or 0 (expressed in seconds), null is allowed\n", + "| **Observation_type** | 441 |Mandatory| integer (foreign key to any of https://demo.lizard.net/api/v4/observationtypes/)\n", + "| **Datasource** | 6 |Optional| integer (foreign key to any of https://demo.lizard.net/api/v4/datasources/)\n", + "| **Supplier** | john.doe |Optional| string (recommended to use your own username or the one from your service account)\n", + "| **Supplier_code** | john_doe_precipitation |Optional| string(256), empty string or null is allowed\n", + "| **Location** | 6eb648bf-c5a4-4566-ac7a-1311ec69921c |Mandatory| string(36), create your own location or choose any of https://demo.lizard.net/api/v4/locations/)\n", + "| **Extra_metadata** | {\"bla1\": bla1,\"bla2\": bla2,\"bla3\": bla3,\"bla4\":bla4} |Optional| valid JSON, null is NOT allowed\n", + "| **Created** | 2020-04-02T08:56:36Z |Read only| string in ISO 8601 format\n", + "| **Last_modified** | 2020-07-02T08:56:36Z |Read only | string in ISO 8601 format" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xyrx9Yrp2Rkh" + }, + "source": [ + "### Time Series Events\n", + "Time Series Events, or the actual values per time step, consist of a few attributes. An example is visible below this section." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "oZ0rqyNu2XMs" + }, + "source": [ + "| **Attribute** | **Example** | **Requirement**| **Format**\n", + "|:------|:------|:------|:------|\n", + "| **Time** | 2020-04-23T00:00:00Z |Mandatory|string in ISO8601 format\n", + "| **Value** | 1.709 |Optional|number, string or boolean (depends on given value_type attributa in time series object metadata\n", + "| **Flag** | 5 |Optional|integer\n", + "| **Comment** | Reliable |Optional|string\n", + "| **Last_modified** | 2020-04-23T00:00:00Z |Read only|number, string or boolean (depends on given value_type attributa in time series object metadata\n", + "| **Detection_limit** | < |Optional|<, > or empty string" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jix23byqpTFw" + }, + "source": [ + "# The Lizard API explained\n", + "The [Lizard API](https://demo.lizard.net/api/v4/timeseries) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vnj53_KipTFw" + }, + "source": [ + "### HTTP Methods to use in the Lizard API\n", + "**GET** = use the GET method to retrieve existing time series metadata or time series events from the Lizard API
\n", + "**POST** = use the POST method to create a time series object and upload a time series and it's metadata
\n", + "**PUT** = use the PUT method to update time series metadata or time series events of an existing time series object
\n", + "**PATCH** = use the PATCH method to partially update time series metadata or time series events of an existing time series object
\n", + "**DELETE** = use the DELETE method to delete and existing time series object, it's metadata and events
" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "48c5pfSD1WtR" + }, + "source": [ + "### Response\n", + "This is an example of a paginated API response in JSON. The default amount of objects the API returns is 10. You can extend the response size using the `page_size=` query parameter" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "V2PCKwibjxHN" + }, + "source": [ + "```\n", + "{\n", + " \"count\": 9925,\n", + " \"next\": \"https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/events/?page=2&time__gte=2020-04-23T00%3A00%3A00\",\n", + " \"previous\": null,\n", + " \"results\": [\n", + " {\n", + " \"time\": \"2020-04-23T00:00:00Z\",\n", + " \"value\": 1.709,\n", + " \"flag\": 0,\n", + " \"validation_code\": \"\",\n", + " \"comment\": \"\",\n", + " \"last_modified\": \"2020-04-25T03:58:56.839756Z\",\n", + " \"detection_limit\": \"\"\n", + " },\n", + " {\n", + " \"time\": \"2020-04-23T00:15:00Z\",\n", + " \"value\": 1.71,\n", + " \"flag\": 0,\n", + " \"validation_code\": \"\",\n", + " \"comment\": \"\",\n", + " \"last_modified\": \"2020-04-25T03:58:56.839898Z\",\n", + " \"detection_limit\": \"\"\n", + " },\n", + " {\n", + " \"time\": \"2020-04-23T00:30:00Z\",\n", + " \"value\": 1.71,\n", + " \"flag\": 0,\n", + " \"validation_code\": \"\",\n", + " \"comment\": \"\",\n", + " \"last_modified\": \"2020-04-25T03:58:56.839985Z\",\n", + " \"detection_limit\": \"\"\n", + " }\n", + " ]\n", + "}\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hmZM8s-DpTFx" + }, + "source": [ + "## Tutorial start\n", + "Now let's start the tutorial.\n", + "\n", + "As discussed, there are multiple ways to interact with the API. In this tutorial we will get to know the GET, POST and PATCH commands.\n", + "\n", + "1. We will begin by using the POST command to create a new time series.\n", + "2. Then we will use the PATCH command to update/change the data of the timeseries created in step 1.\n", + "3. Finally we will access the data with the GET functionality.\n", + "\n", + "These tools will give you a solid basis to interact with timeseries of the API.\n", + "These API commands also work for other objects, like rasters.\n", + "Rasters have their own tutorial which can be found in [Interactive Rasters API manual](https://docs.lizard.net/d_apitutorials.html#interactive-rasters-api-manual)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "9SnHdbpSpTFy" + }, + "source": [ + "# 0. Installing Python dependencies" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "7wxXyiJHpTFy" + }, + "source": [ + "Before starting the tutorial, we have to make sure the correct packages are available.\n", + "Using Jupyter Notebook, the manual creating of a [virtual environment](https://docs.python.org/3/library/venv.html) is necessary.\n", + "Instructions are written for Windows, Linux users are expected to figure it out themselves.\n", + "When using [Google Colab](https://colab.research.google.com/github/nens/lizard-docs/blob/master/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb), the environment is automatically managed." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "fx2AoF-RAlf-" + }, + "source": [ + "### Jupyter Notebook\n", + "When using Jupyter Notebook, it's recommended to create the Jupyter Kernel in a Python virtual environment.\n", + "Once created and activated, packages can be installed in the environment with Conda or pip.\n", + "It is expected that Python and Jupyter Notebook are already installed." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hlk0hK3KAVFJ" + }, + "source": [ + "1. Open a new terminal of the `cmd` command prompt.\n", + "2. Navigate to a directory where you want to install your virtual environment.\n", + " - Navigate to a directory by running the command `cd {directory}`.\n", + "3. Create the virtual environment in the selected directory.\n", + " - Run: `py -m venv {virtual environment name}`.\n", + " - Example, run: `py -m venv lizard`.\n", + "4. Activate the environment.\n", + " - Run: `./{virtual environment name}\\Scripts\\activate.bat\"`.\n", + " - You should now see `({virtual environment name})` before the terminal line.\n", + "5. Create a Jupyter kernel.\n", + " - Run: `ipython kernel install --user --name=lizard`.\n", + "6. Download the [requirements.txt](https://github.com/nens/lizard-docs/blob/master/source/files/tutorials/requirements.txt) file which describes the required packages.\n", + " - Example: `wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt`\n", + "7. To install the packages.\n", + " - Run: `pip install -r \\path\\to\\requirements.txt.\n", + " - Example: `pip install -r C:\\Users\\steven\\Downloads\\requirements.txt`.\n", + "8. Open the Jupiter Notebook from inside the environment.\n", + " - Run: `jupyter notebook`.\n", + "\n", + "Once Jupiter has started open this notebook, the created kernel can be selected through the menu.\n", + "Next step is installing the missing package in the new kernel." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "En0-S9E1AfNB" + }, + "source": [ + "### Google Colab\n", + "When using the notebook in [Google Colab](https://colab.research.google.com/github/nens/lizard-docs/blob/master/source/files/tutorials/Lizard_Time_Series_API_V4_Tutorial.ipynb), setup of a kernel isn't necessary.\n", + "Required packages can be installed directly in the coding environment.\n", + "In the following snippet, the `requirments.txt` file is downloaded, and the contained packages are then installed using pip." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { "colab": { - "collapsed_sections": [ - "QgmXi_hH1htS", - "d4A19-Mi2Ju4", - "xyrx9Yrp2Rkh", - "48c5pfSD1WtR", - "fx2AoF-RAlf-", - "PyU7t2OTpTF3", - "NFdpUtVppTF8", - "we1dK3_KpTGe", - "6HaQ9jRApTGm", - "lckOQM-xpTGv", - "29CgGW2KFFZl", - "QZfqgPYqyy5Z", - "mQJI6WDaFK4T", - "owpCH7YTpTG6", - "inZHUj5qpTHH", - "RJH3CkgvpTHM", - "67y0h70XpTHR", - "1VaNNfp2pTHU", - "ULT7QeTOpTHa", - "nx9d3GcEpTHa", - "etPheSDSpTHb", - "jHqLHUzkpTHl", - "Vz02gl5upTHw", - "BRpsPgaOpTH3" - ], - "provenance": [] - }, - "kernelspec": { - "display_name": "lizard2", - "language": "python", - "name": "lizard2" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.6" - } - }, - "nbformat": 4, - "nbformat_minor": 4 + "base_uri": "https://localhost:8080/" + }, + "id": "bHaEtE7nj7l8", + "outputId": "bd415c2b-5d34-485b-dd1d-84261f120cfd" + }, + "outputs": [], + "source": [ + "!wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt\n", + "%pip install -r requirements.txt" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qIUrWx67DJNm" + }, + "source": [ + "# 1. Importing Python dependencies\n", + "The following snippet installs the required modules, we have just installed, to run the code." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "hX3ZywfQpTFz" + }, + "outputs": [], + "source": [ + "import csv\n", + "import datetime\n", + "import getpass\n", + "import json\n", + "import os\n", + "import pickle\n", + "import sys\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import requests\n", + "from pandas.io.json import _normalize as json_normalize" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "PyU7t2OTpTF3" + }, + "source": [ + "# 2. How to authenticate with Lizard\n", + "Authenticating to the REST API outside of a browser is done by attaching a Personal API Key to every request. You can attach a Personal API Key to a request by using HTTP Basic Authentication with password = {your api key}. The username needs to be fixed to `__key__` (with two underscores on both sides of the word “key”).\n", + "\n", + "**How to generate an API key in 6 easy steps**\n", + "1. Go to your organisations lizard portal https://{organisation}.lizard.net or https://demo.lizard.net\n", + "2. Click on `management`\n", + "3. Click on `personal api keys`\n", + "4. Click on `+ NEW ITEM`\n", + "5. Give an easy to remember name to the key and click `save`\n", + "6. Copy the key and put it into this file as password.\n", + "\n", + "While you cannot access the key through the management screen anymore if you lose it, you are able to delete the old key and generate a new one.\n", + "\n", + "It is considered best practise to generate one Personal API Key per application or script, so that you can selectively revoke keys in case they are compromised. Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "PZYpvRuKpTF3" + }, + "outputs": [], + "source": [ + "# Authentication\n", + "username = '__key__'\n", + "password = '...' # Generate your own API key at the Lizard Management page as practice\n", + "\n", + "json_headers = {\n", + " \"username\": username,\n", + " \"password\": password,\n", + " \"Content-Type\": \"application/json\",\n", + " }" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "NFdpUtVppTF8" + }, + "source": [ + "# 3. How to create a time series object and upload time series events using the POST method?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "roi88MArpTF9" + }, + "source": [ + "To upload time series to Lizard we will go through 4 steps, namely:\n", + " \n", + " 1. Making sure the time series data has the right format.\n", + " 2. Creating a new location object to link the time series data to.\n", + " 3. Creating a time series object and linking it to a location.\n", + " 4. Upload the time series events data to your newly created time series object." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qyy8ryzUpTF-" + }, + "source": [ + "**Step 1: Put your time series events data in the right format**\n", + "\n", + "To be able to upload your time series events data to Lizard, the timeseries have to be in a specific data format.\n", + "You can use the python library pandas to modify your time series events data.\n", + "Every time series measurement requires a datetime and a value.\n", + "The correct format is as follows:\n", + "\n", + "\n", + "[{'time': '2019-01-28T15:44:13Z', 'value': 0.000471},
\n", + "{'time': '2019-01-28T15:45:07Z', 'value': 0.00045}]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "O1DhNsV6jxHR" + }, + "outputs": [], + "source": [ + "# Here is a test time series, feel free to import your own or adjust the data as much as you would like\n", + "\n", + "time_series = [{'time': '2019-01-27T12:00:00Z', 'value': '0.03'},\n", + " {'time': '2019-01-28T00:00:00Z', 'value': '0.036'},\n", + " {'time': '2019-01-28T12:00:00Z', 'value': '0.05'},\n", + " {'time': '2019-01-29T00:00:00Z', 'value': '0.055'},\n", + " {'time': '2019-01-29T12:00:00Z', 'value': '0.025'},\n", + " {'time': '2019-01-30T00:00:00Z', 'value': '0.04'},\n", + " {'time': '2019-02-01T00:00:00Z', 'value': '0.08'},\n", + " {'time': '2019-02-03T12:00:00Z', 'value': '0.04'},\n", + " {'time': '2019-02-06T00:00:00Z', 'value': '0.015'},\n", + " {'time': '2019-02-25T12:00:00Z', 'value': '0.005'}]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "2RdL2EM4pTF_" + }, + "source": [ + "**Step 2: Create a location to relate the time series to a geographical location**\n", + "\n", + "Time series in Lizard are always related to a geographical location as they represent measurements in our physical environment. Therefore, before uploading the time series events data, Lizard has to know where (geographically) the time series were measured. For this purpose you must create a location, this will become visible as one possible location in the locations API page (demo.lizard.net/api/v4/locations). Once we have created this location we can link our time series data to the location to create an actual time series. To create a new location the following API request must be caried out:\n", + "\n", + "**How to find your organisations uuid!**\n", + "To be able to access the API here, you need to enter the organisations for which your API key gives acces. You can find your organisations uuid as follows:\n", + "\n", + "1. Use the lizard API to look up your organisation: https://demo.lizard.net/api/v4/organisations/?name__istartswith=\n", + "2. After the link you add your organisations name, like Nelen (& Schuurmans) -> https://demo.lizard.net/api/v4/organisations/?name__istartswith=Nelen\n", + "3. You will then see a list of organisations with each an: url, uuid and a name. Choose the uuid of the correct organisation and use it in the next code block.\n", + "\n", + "\n", + "**Data model of a Location**\n", + "* **name**: e.g. 'Groundwater station 1'\n", + "* **access_modifier**: 0 for public, 100 for common, 200 for private\n", + "* **code**: each location has a unique code\n", + "* **organisation**: a uuid (universal id) which is connected to the organisation. You can find the uuid's of the organisations here: https://nens.lizard.net/api/v4/organisations/\n", + "* **geometry**: the geometry should be a point geometry in geojson format and in the EPSG:4326 projection\n", + "* **ddsc_show_on_map**: If set to True, this location is directly shown in Lizard" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "8c8D_ZqNpTGB" + }, + "outputs": [], + "source": [ + "# Look up the organisation uuid as explained above.\n", + "organisation_uuid = '...' # Give the organisation uuid for which you have rights.\n", + "location_url = \"https://demo.lizard.net/api/v4/locations/\"\n", + "\n", + "# Fill in the additional data required!\n", + "\n", + "data = {'name':'...', # Give a name to your location\n", + " 'access_modifier':., # Determine what access modifier you want to give the location, supply an integer\n", + " 'code':'...', # Give a unique code for your location (can be letters and numbers)\n", + " 'organisation': organisation_uuid,\n", + " 'geometry':{\n", + " \"type\": \"Point\",\n", + " \"coordinates\": [\n", + " 4.683839188453384,\n", + " 52.49446759721568,\n", + " 0.0\n", + " ]\n", + " },\n", + " 'ddsc_show_on_map':True}\n", + "\n", + "r = requests.post(url=location_url, data=json.dumps(data), headers=json_headers)\n", + "\n", + "print(r.json())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-EnFbg9NpTGI" + }, + "source": [ + "We have now created a new location, the uuid will be unique for every newly generated location. The output of the codeblock will give you all relevant information.\n", + "If you somehow lost the information, you can lookup your location in the sameway as the organisations uuid.
\n", + "\n", + "https://demo.lizard.net/api/v4/locations/?name__startswith={the_name_you_used}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "-m5M4FUPjxHS" + }, + "outputs": [], + "source": [ + "location_uuid = ''" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eGyLAzwipTGJ" + }, + "source": [ + "**Step 3: Create a time series object and relate it to a location**\n", + " \n", + "The next step is to create a new time series object. This new object has to be connected to the location created above. We give the following arguments to the api request:\n", + "* **name**: \"groundwater head\" -> can help you find your time series later\n", + "* **access_modifier**: 0 for public, 1 for common, 2 for private -> determines who has access to your time series\n", + "* **code**: \"groundwater_head_v1\" -> has to be unique\n", + "* **supplier**: choose your username\n", + "* **location**: give the locations uuid (or the on you just generated)\n", + "* **value_type**: 1, can be can be: \"integer\" or 0 | \"float\" or 1 | \"boolean\" or 2 | \"text\" or 4 | \"image\" or 5 | \"movie\" or 8 | \"file\" or 10 | \"float array\" or 12 |\n", + "* **observation_type**: 845 (for hydraulic head). Other observation types can be found here: https://demo.lizard.net/api/v4/observationtypes/." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "NUZ0uZLEpTGJ" + }, + "outputs": [], + "source": [ + "timeseries_url = \"https://demo.lizard.net/api/v4/timeseries/\"\n", + "\n", + "# In this example we will use the observation type 'hydraulic head'\n", + "observation_code = ... # Give the code for hydraulic head\n", + "\n", + "data = {'name':'', # Give a name to your location\n", + " 'access_modifier':, # Determine what access modifier you want to give the location, supply an integer\n", + " 'code':'', # Give a unique code for your location (can be letters and numbers)\n", + " 'location': location_uuid,\n", + " 'value_type':1,\n", + " 'observation_type': observation_code,\n", + " 'timeseries_type':None}\n", + "\n", + "r = requests.post(url=timeseries_url,\n", + " data=json.dumps(data),\n", + " headers=json_headers)\n", + "\n", + "print(r.json())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "2DAfpF64pTGU" + }, + "source": [ + "**Step 4: Upload the time series events data to your newly created time series object**" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1esYlBEspTGW" + }, + "source": [ + "In step 3 we have created a new timeseries in Lizard. This time series object now has a UUID. We now use this UUID to upload the data to the Lizard Time Series Server." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Ko5MEZ5MpTGX" + }, + "outputs": [], + "source": [ + "timeseries_uuid = '...' # Supply the uuid of the timeseries you have created.\n", + "\n", + "data_url = timeseries_url + timeseries_uuid + '/events/'\n", + "\n", + "r = requests.post(url=data_url,\n", + " data=json.dumps(time_series),\n", + " headers=json_headers)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "we1dK3_KpTGe" + }, + "source": [ + "# 4. How to create/update values and metadata of a time series object using the POST method" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Py4FkVqWUZul" + }, + "source": [ + "**Step 1: Import the timeseries events of which the metadata or values should be adjusted**\n", + "\n", + "We are accessing our time series with the use of a `GET` request.\n", + "Once we have the data, we can adjust it and then return it to the server." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "iBfjwZaYpTGg" + }, + "outputs": [], + "source": [ + "# We can re-use the data_url from the prior code block, this time we will request the data with the `GET` functionality\n", + "res = requests.get(data_url,headers=json_headers).json()['results']\n", + "\n", + "# Convert the response to a printable dataframe\n", + "events = pd.DataFrame(res)\n", + "events.index = pd.to_datetime(events['time'])\n", + "print(events[0:5])\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qN2glceeUoT4" + }, + "source": [ + "**Step 2: Adjust the values and metadata of the timeseries events**\n", + "\n", + "The following attributes can be set (depending on the value type).
\n", + "\n", + "Depending on the value_type of the corresponding time series, the following fields may be set:\n", + "* `time`: ISO 8601 date and time representation. This is a required field.\n", + "\n", + "* `value`: A number, string, or boolean, depending on the value_type of the corresponding time series. Nullable for numbers. Since float is the most commonly used value_type, numbers are predominant.\n", + "\n", + "* `flag`: A small integer. Nullable. Not available for booleans.\n", + "\n", + "* `validation_code`: A string of at most 3 characters. Available for numbers and booleans.\n", + "\n", + "* `comment`: A string. Available for numbers and booleans.\n", + "\n", + "* `detection_limit`: Either \"\", \"<\", or \">\". Only available for numbers.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "bCW81tM5VLj7" + }, + "outputs": [], + "source": [ + "# Copy the table to work with it in a new variable\n", + "events_edit = events.copy()\n", + "events_edit['flag'] = '100' # Insert new value\n", + "events_edit['comment'] = \"This is a test timeseries!\" # Insert new value\n", + "events_edit=events_edit[['time','value','flag','comment']]\n", + "\n", + "# To change a single value, use the 'iat' functionality within pandas\n", + "# The first number is the row, the second is the column.\n", + "events_edit.iat[0,3] = \"This is the first comment!\"\n", + "\n", + "print(events_edit)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5TYnAwRmV6h-" + }, + "source": [ + "**Step 3: Submit the changes to the lizard api by means of a POST request**
\n", + "While normally patching is used to change values with the API, for the time series events page PATCH is not allowed. You can inspect what functionality is allowed at the upper section of every API. In the next block of code we will:
\n", + "\n", + "1. Convert our data back to a json file.\n", + "2. Use a `POST` request to send the data to the API.\n", + "3. Use a `GET` request to retrieve the updated data.\n", + "4. Check if the data has been updated with a print statement." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Vqz4iN4GWDvE" + }, + "outputs": [], + "source": [ + "# Convert data to json\n", + "dataupload = eval(events_edit[['time','value','flag','comment']].to_json(orient='records'))\n", + "\n", + "# Send the 'post' request\n", + "res = requests.post(url=data_url,\n", + " data=json.dumps(dataupload),\n", + " headers=json_headers)\n", + "\n", + "# Send the 'get' request\n", + "res = requests.get(data_url,headers=json_headers).json()['results']\n", + "\n", + "# Inspect the results\n", + "updated_table = pd.DataFrame(res)\n", + "updated_table.index = pd.to_datetime(updated_table['time'])\n", + "print(updated_table[0:5])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6HaQ9jRApTGm" + }, + "source": [ + "# 5. How to delete a single event from a time series using the DELETE method?\n", + "\n", + "For deleting it is important you are using the right URL, you do not want to delete data you need later.
\n", + "Apart from that, it is relatively straightforward. For a time series we can use the datetime to select the event we want to delete. Use one of the dates (like 2019-01-29T12:00:00Z in the example) as date variable." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "RFOw4Yl8pTGo", + "scrolled": true + }, + "outputs": [], + "source": [ + "date = '2019-01-29T12:00:00Z'\n", + "url = 'https://demo.lizard.net/api/v4/timeseries/{}/events/{}/'.format(timeseries_uuid, date)\n", + "res = requests.delete(url=url,\n", + " headers=json_headers)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "lckOQM-xpTGv" + }, + "source": [ + "# 6. How to query a list of time series objects?\n", + "\n", + "At this point we have already done this multiple times to access and edit the data. But lets take a different timeseries and inspect it.
\n", + "Go to https://demo.lizard.net/api/v4/timeseries/ and find yourself a new timeseries to inspect. Pick anyone." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "8gawxMkVpTGw" + }, + "outputs": [], + "source": [ + "# Remember that the time series information is found in the .../timeseries/{uuid}/events/ page.\n", + "new_uuid = '...' # place the uuid of the new timeseries of interest here.\n", + "new_timeseries_events_url = 'https://demo.lizard.net/api/v4/timeseries/{}/events/'.format(new_uuid)\n", + "\n", + "# Retrieve the 'results' attribute using a JSON interpreter\n", + "data = requests.get(new_timeseries_events_url,headers=json_headers)\n", + "\n", + "# Read the first 5 results of the json() file into the pandas dataframe.\n", + "print(pd.DataFrame(data.json()['results'][0:5]))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "29CgGW2KFFZl" + }, + "source": [ + "# 7. How to filter time series objects by metadata attributes?\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "l_AgAe-npTG1" + }, + "source": [ + "### Available query parameters\n", + "To filter time series objects by metadata attributes you can use the following query parameters:\n", + "\n", + "`?name={name}` -> use the exact `name` to find your time series.\n", + "\n", + "`?name__startswith={name_start}` -> only requires the start of the name.

\n", + "\n", + "Like this there are many possible ways to look for time series. Some more examples are:\n", + "\n", + "`?code=abc&location__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", + "\n", + "`?code__startswith=a&location__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", + "\n", + "`?value_type=float`\n", + "\n", + "`?observation_type=1`\n", + "\n", + "`?observation_type__id=1`\n", + "\n", + "`?observation_type__code=my-code`\n", + "\n", + "`?observation_type__code__startswith=my-c`\n", + "\n", + "`?datasource=1`\n", + "\n", + "`?datasource__id=1`\n", + "\n", + "`?datasource__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", + "\n", + "`?location__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`\n", + "\n", + "`?location__organisation__uuid=b10eaf1f-2867-4ffb-8f4a-5eb9bd37dbf1`" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QZfqgPYqyy5Z" + }, + "source": [ + "# 8. How to filter time series objects by their name?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "klxl-ZPMpTG2" + }, + "outputs": [], + "source": [ + "#Call the Lizard API V4 Time series endpoint & add ?name_startswith=\"N\"\n", + "url = \"https://demo.lizard.net/api/v4/timeseries/\"\n", + "params= {'name__startswith':'N'}\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", + "timeseries_list[0:4] # print only the first 5 rows of the dataframe" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "mQJI6WDaFK4T" + }, + "source": [ + "# 9. Monitoring Networks" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "oGh3UIsUVPDm" + }, + "source": [ + "Monitoring networks allow you to group time series based on self-defined characteristics, e.g. by monitoring goal (surface water or weather) or observation type (water level, flow, temperature). Time series that are grouped by a monitoring network are listed in Lizard Catalogue where users can easily find the time series their interested in and open them in Lizard Portal or the API (https://demo.lizard.net/catalogue or https://[yourportal].lizard.net/catalogue).
\n", + "\n", + "One example of a monitoring network is the KNMI weatherstations group. These are different locations with individual measurements, but with similar attributes.\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "fboYunI_eA7G" + }, + "source": [ + "### 1. How to create a monitoring network\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eipv0zR4enAd" + }, + "source": [ + "To create a monitoring network, the following variables should be defined:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "c3MPX5EReG9T" + }, + "outputs": [], + "source": [ + "name = '...' # Give a name to your monitoring network\n", + "\n", + "# For the organisation_uuid -> Use the one used prior or find it via https://demo.lizard.net/api/v4/organisations/?name__icontains=\n", + "\n", + "acces_modifier = '.' # 0=public (Everyone can see this),\n", + " # 1=common (logged-in users can see this),\n", + " # 2=private (logged-in users with user rights to your organisation can see this),\n", + " # 3=hidden (only admins of your organisatio can see this)\n", + "description = 'This is a description of ...' # Description" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "JLN3bduYeNYz" + }, + "source": [ + "After defining the variables, store them in a json string and perform a post request:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Df4c0ZJkeSR3" + }, + "outputs": [], + "source": [ + "# Add our individual elements into a data dictionary\n", + "data = {'name': name,\n", + " 'organisation': organisation_uuid,\n", + " 'access_modifier': acces_modifier,\n", + " 'description': description\n", + " }\n", + "\n", + "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/'\n", + "\n", + "# Since we are creating a new monitoring network we are using the POST functionality again.\n", + "res = requests.post(url = url,\n", + " data = json.dumps(data),\n", + " headers = json_headers)\n", + "\n", + "# get the information of the monitoring from the request response:\n", + "response = res.json()\n", + "print(response)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4JiXv0a9esWV" + }, + "source": [ + "Now, the created monitoringnetwork can be found in the catalogue under the given organisation" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FdrCRwG4etvp" + }, + "source": [ + "### 2. How to add (multiple) timeseries to a monitoring network" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WKkBG8rAe5-7" + }, + "source": [ + "We can use the uuid's of individual time series to add them to a monitoring network.
\n", + "This can be effectively done by adding all uuids of the time series of interest in a list, an example can be found below:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "MHr7cpHne-Xf" + }, + "outputs": [], + "source": [ + "# We currently use the timeseries_uuid created, and the additional one we used for the second test.\n", + "ts_list = [timeseries_uuid, new_uuid]\n", + "\n", + "# You can add more uuids if you want to." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "CYoyvn75fE7n" + }, + "source": [ + "Add the time series to the monitoring network with:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "SwPkzvNojxHV" + }, + "outputs": [], + "source": [ + "# If you lost the monitoring network uuid, you can find it with a `get` request\n", + "url = \"https://demo.lizard.net/api/v4/monitoringnetworks/\"\n", + "params= {'name__startswith':'...'} # Find your monitoring netweork with the beginning of the name -> case sensitive!\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_list = pd.DataFrame(requests.get(url,headers=json_headers, params=params).json()['results'])\n", + "timeseries_list[0:5] # print only the first 5 rows of the dataframe\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "AOMkbC3LfEGq" + }, + "outputs": [], + "source": [ + "# Use your monitoringnetwork uuid to add (post) the list of time series to the network.\n", + "monitoring_network_uuid = '...' # Read the monitoring network uuid from the prior code-block result\n", + "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}/timeseries/'.format(monitoring_network_uuid)\n", + "res = requests.post(url = url, data = json.dumps(ts_list), headers = json_headers)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "C9G0d4qCfOJM" + }, + "source": [ + "To get an overview of the time series in the monitoring network, perform a `GET` request on the time series endpoint:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "tEOCb3_5fRqZ" + }, + "outputs": [], + "source": [ + "# Request the data from the monitoring network\n", + "res = requests.get(url = url, headers = json_headers).json()\n", + "\n", + "# Store the results of the response in a dataframe\n", + "network = pd.DataFrame(res['results'])\n", + "\n", + "# Check the first timeseries of the network\n", + "print(network.iloc[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HarCa7Z0f-A3" + }, + "source": [ + "**Accessing individual time series from the monitoring network is easy.**
\n", + "
\n", + "The related locations are listed in the locations column of the network dataframe:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "-30oSJVkf9sp" + }, + "outputs": [], + "source": [ + "# See the location header, you might have to scroll right\n", + "\n", + "network.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "vK2BiLJYjxHW" + }, + "outputs": [], + "source": [ + "# We can find the location endpoints as followed\n", + "network.location[1] # Note that this gives the second location as indexing starts at 0" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "htDpyRnrjxHW" + }, + "source": [ + "This way it is easy to find most of the relevant information to access the time series of interest." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8lRSTZrwgIHE" + }, + "source": [ + "#### 3. Delete timeseries from a monitoringnetwork" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "80NrbJBDgLK5" + }, + "source": [ + "Just as easy as we can add a time series to the monitoring network we can remove one.
\n", + "To do this a `DELETE` request is send to the timeseries endpoint of the monitoringnetwork:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "7ET7eg3TgMim" + }, + "outputs": [], + "source": [ + "# Show the timeseries available within the network\n", + "print('Timeseries in monitoringnetwork:')\n", + "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}/timeseries/'.format(monitoring_network_uuid)\n", + "timeseries = pd.DataFrame(requests.get(url = url, headers = json_headers).json()['results'])\n", + "timeseries.head()\n", + "\n", + "# Removing the first time series\n", + "delete_timeseries_uuid = [timeseries['uuid'][0]]\n", + "print(\"The ID that will be deleted: \", delete_timeseries_uuid)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "M0wDb3FyjxHX" + }, + "outputs": [], + "source": [ + "# Delete the timeseries and check\n", + "res = requests.delete(url=url, data = json.dumps(delete_timeseries_uuid), headers = json_headers)\n", + "\n", + "res = requests.get(url=url, headers=json_headers)\n", + "network = pd.DataFrame(res.json()['results'])\n", + "network.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "u5KJb6FZjxHX" + }, + "outputs": [], + "source": [ + "# Lets re-add the timeseries so we can remove it based on the location\n", + "res = requests.post(url = url, data = json.dumps(ts_list), headers = json_headers)\n", + "\n", + "res = requests.get(url=url, headers=json_headers)\n", + "network = pd.DataFrame(res.json()['results'])\n", + "network.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "rpPGKe3kgW2H" + }, + "source": [ + "### 4. Deleting monitoringnetworks\n", + "\n", + "You might want to remove a redundant or old monitoringnetwork. This can be done as followed:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "xopX6ig5gWOL" + }, + "outputs": [], + "source": [ + "url = 'https://demo.lizard.net/api/v4/monitoringnetworks/{}'.format(monitoring_network_uuid)\n", + "res = requests.delete(url=url, headers = json_headers)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "owpCH7YTpTG6" + }, + "source": [ + "# 10. How to query raw time series events?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "W_ewcSAXpTG7" + }, + "source": [ + "The data of a time series can be queried via the time series `events` endpoint.
\n", + "You will need the UUID of the time series object that can be found in the list of time series objects (see 6 and 7).\n", + "**demo.lizard.net/api/v4/timeseries/**{uuid of time series object}**/events/**\n", + "\n", + "**Example**: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events/\n", + "\n", + "We're going to query the precipitation time series of weather station \"De Bilt\" in The Netherlands, the example URL can be used for this.
\n", + "If you have a different timeseries of interest feel free to use that one.
\n", + "Just replace the uuid of the example with the one of your choice." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "lRhBLJcdpTG9" + }, + "source": [ + "### How to query time series events within a specific time frame\n", + "\n", + "Lets say we want to create a plot of the precipitation rate at the \"De Bilt\" weatherstation.
\n", + "In order to be able to plot the data we need to do a few things:
\n", + "1. Determine what information we want to ask of the API. This will determine the parameter settings.\n", + "2. Retrieve the information with a `GET` request.\n", + "3. Place the response inside a dataframe.\n", + "4. Use the dataframe to build a plot.\n", + "\n", + "**Available query parameters**
\n", + "If we want to specify the period of the timeseries we can use the `start` and `end` params. These use the ISO 8601 format: YYYY-MM-DDThh:mm:ssZ. With the T and Z being actual letters and the other letters resembling a measure of time:
\n", + "* YYYY = Year -> Ex: 2023\n", + "* MM = Month -> Ex: March = 03\n", + "* DD = Day -> Ex: 5th day = 05\n", + "* hh = Hours\n", + "* mm = Minute\n", + "* ss = second\n", + "\n", + "To determine the fields we want to get from the API we use the `fields` parameter. In our example we are interested in the value field.\n", + "\n", + "The final parameter we will use is the `page_size`. This determines the number of items returned on one page and it is important because only one page of data is returned. This means that if a timeseries has thousands of results, and we are interested in all values, we have to either iterate through all the pages or make the page very large.\n", + "\n", + "All of the available parameters can be found on the website of the API:
\n", + "General timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/
\n", + "Event timeseries API parameters: https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/events
\n", + "There are also examples available. We will just show some use cases in the next code blocks." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "JsvGvAwxpTG9" + }, + "outputs": [], + "source": [ + "#Find the uuid of the timeseries you want to query\n", + "uuid = \"8c3bffcf-b0b7-4550-a5a9-c5220c29fede\"\n", + "# we're going to query request the data of the year 2010 to 2023 (the first of january for both)\n", + "# Fill in the start and end values with the ISO 8601 notations: YYYY-MM-DDThh:mm:ssZ\n", + "params= {'start':'', 'end':'', 'page_size':'100'} # Note that we use a page size of 100.\n", + "url = \"https://demo.lizard.net/api/v4/timeseries/{}/events/\".format(uuid)\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events = pd.DataFrame(requests.get(url = url, headers = json_headers, params = params).json()['results'])\n", + "time_series_events" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "UQT_ZMYNpTHF", + "scrolled": true + }, + "outputs": [], + "source": [ + "# Convert the data to a plot.\n", + "plt.style.use('seaborn')\n", + "time_series_events.set_index('time', inplace=True)\n", + "time_series_events['value'].plot(figsize=(20,7))\n", + "\n", + "# Note that these plots can be edited in style with the use of all matplotlib styling tools." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "inZHUj5qpTHH" + }, + "source": [ + "### How to query time series events based on their value\n", + "In this example we will use the parameters related to the `value`, the available ones are:\n", + "* A plain equal (`=`)\n", + "\n", + "Or relational statements like:\n", + "\n", + "* 'greater than or equal' (`gte`)\n", + "* 'greater then' (`gt`)\n", + "* 'lower than or equal' (`lte`)\n", + "* 'lower than' (`lt`).\n", + "\n", + "#### Examples\n", + "\n", + "Return all events where the value is greater than or equal to 0.05 and lower than 0.175
\n", + "`?value__gte=0.05&value__lt=0.175`
\n", + "\n", + "Return all events where the value is exactly 0.578
\n", + "`?value=0.578`
" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "SIx5HX6-jxHY" + }, + "source": [ + "### Querying extreme rainfall events from the \"De Bilt\" weatherstation\n", + "If we would be interested in the extreme rainfall events surrounding the De Bilt weatherstation we could look for great precipitation rates.
\n", + "1. For the first step we will query all events with a precipitation rate above 25 (mm)\n", + "2. Secondly we will limit the timeperiod to the last 10 years with the `start` and `end` params" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "28jD5ahLpTHI" + }, + "outputs": [], + "source": [ + "## STEP 1: QUERYING RAINFALL ABOVE 25MM\n", + "\n", + "# We can use the same uuid and URL as the last exercise. Therefore we only have to adjust the parameters.\n", + "\n", + "# We are interested in the extreme rainfall events above 25 mm.\n", + "params= {'value__gte':'...', 'page_size':'...'} # Give a gte value and a page_size value\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_above_reference_value = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "# Inspect the results\n", + "time_series_events_above_reference_value" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "oFTi0h97jxHY" + }, + "outputs": [], + "source": [ + "## STEP 2: LIMITING THE TIMESPAN TO THE PAST 10 YEARS\n", + "\n", + "# We just have to adjust the parameters, the URL can remain the same as we are querying from the same timeseries.\n", + "# Now combine the knowledge of implementing timeperiods and values to look for all values higher than 27.5 between 2013 and 2023.\n", + "# Remember times have to be in ISO 8601 format YYYY-MM-DDThh:mm:ssZ\n", + "params= {'start': '...', 'end': '...', 'value__gte':'...', 'page_size':'...'}\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_above_reference_value = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "# Inspect the results\n", + "time_series_events_above_reference_value" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "RJH3CkgvpTHM" + }, + "source": [ + "### How to query time series events with a specific flag?\n", + "You can retrieve time series events that have been assigned a specific flag. The flag can be used to indicate the validation status of a specific event. \n", + "\n", + "#### Available query parameters\n", + "You can use the following query parameters to query for events with a specific flag:\n", + "\n", + "`?flag=5`\n", + "\n", + "`?flag__gte=5`
\n", + "gt, gte, lt, lte\n", + "\n", + "`?flag__in=5,6,7`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "dZiW0zTTpTHM" + }, + "outputs": [], + "source": [ + "# we're going to query request the data with the flag tag 0, 2 and 8\n", + "# Try all three and see the difference\n", + "params= {'page_size':'100', 'flag':'...'}\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_with_flag = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "\n", + "time_series_events_with_flag\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "IrXA-2BZpTHP" + }, + "outputs": [], + "source": [ + "# Some flags might have all zero's (2), some might have no values at all (8), and others might have some zero's or different values (0).\n", + "# Check it out, you might have to load the data with the `GET` request above.\n", + "non_zero_df = time_series_events_with_flag[time_series_events_with_flag['value'] > 0]\n", + "non_zero_df" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "67y0h70XpTHR" + }, + "source": [ + "### How to query time series events by validation code\n", + "\n", + "\n", + "#### Available query parameters\n", + "You can use the following query parameters to retrieve time series events with a specific validation code:\n", + "\n", + "`?validation_code=AA`\n", + "\n", + "`?validation_code__startswith=c`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "onM7ELx9pTHR" + }, + "outputs": [], + "source": [ + "# we're going to query request the data based on validation code. Define any letter\n", + "params= {'validation_code__startswith':'...'}\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_with_validation_code = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "# In this case there are no results as no data code seems to have a validation code.\n", + "time_series_events_with_validation_code" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "AYM_jrnZjxHY" + }, + "outputs": [], + "source": [ + "# Control if there are no validation codes\n", + "params= {'validation_code__isnull':'False'}\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_with_validation_code = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "# Read the results.\n", + "time_series_events_with_validation_code" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1VaNNfp2pTHU" + }, + "source": [ + "### How to query time series events by the date they were last modified\n", + "\n", + "#### Available query parameters\n", + "To retrieve time series events by the time they were last modified you can use the following query parameters:\n", + "\n", + "`?last_modified__gte=2021-04-23T00:00:00`\n", + "\n", + "`?last_modified=2021-04-23T00:00:00`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "51KQpFHzpTHV" + }, + "outputs": [], + "source": [ + "# we're going to query request the data for a specific modification date\n", + "params= {'page_size':'10', 'last_modified':'2020-11-19T15:37:19.906151Z'}\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_by_date_last_modified = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "time_series_events_by_date_last_modified" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "buXMRDztjxHZ" + }, + "outputs": [], + "source": [ + "# we're going to query request the data for a modification date greater than or equal to the previously queried date.\n", + "params= {'page_size':'10', 'last_modified__gte':'2020-11-19T15:37:19.906151Z'}\n", + "\n", + "#Retrieve the 'results' attribute of the response using a JSON interpreter\n", + "time_series_events_by_date_last_modified = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "time_series_events_by_date_last_modified" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ULT7QeTOpTHa" + }, + "source": [ + "# 11. How to query aggregated time series events?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "nx9d3GcEpTHa" + }, + "source": [ + "\n", + "\n", + "### Time series aggregates endpoint\n", + "Sometimes you might be interested in the statistics of parts of a timeseries, for example the sum of a month or the maximum value within a year.\n", + "This can be done through the `aggregates` API endpoint.\n", + "We will again need the UUID of the time series object of interest in order to aggregate its events. \n", + "\n", + "\n", + "**demo.lizard.net/api/v4/timeseries/**{uuid of time series object}**/aggregates/**\n", + "\n", + "##### Example URL:\n", + "https://demo.lizard.net/api/v4/timeseries/8c3bffcf-b0b7-4550-a5a9-c5220c29fede/aggregates/\n", + "\n", + "\n", + "#### Available query parameters\n", + "There are a few parameters that can be used for the aggregates endpoint.
\n", + "Out of these, a few are **mandatory**:\n", + "\n", + "1. The start of the interval of interest:
\n", + "`?start = 2019-01-01T00:00:00Z`
\n", + "\n", + "2. The end of the interval of interest:
\n", + "`?end = 2020-01-01T00:00:00Z`
\n", + "\n", + "3. The list of aggregation fields that should be retrieved:
\n", + " * For numerical value types:
\n", + " `?fields = max, min, avg, sum, count, first, last, first_timestamp, last_timestamp, max_timestamp, min_timestamp, nans`
\n", + "\n", + " * For boolean value types:
\n", + " `?fields = sum, first, count, last, first_timestamp, last_timestamp`
\n", + "\n", + " * For string value types:
\n", + " `?fields = first, last, first_timestamp, last_timestamp, count`
\n", + "\n", + "\n", + "*Other possible parameters:*\n", + "1. strings can be prefixed with a multiplier e.g. 3week, 6months
\n", + "`?window = hour, day, week, year`
\n", + "\n", + "2. Minimum amount of events to return. Specifying min_points yields the highest aggregation possible.
\n", + "`?min_points= 100`\n", + "`?timezone = UTC`
\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "etPheSDSpTHb" + }, + "source": [ + "### How to query the monthly sum of a time series?\n", + "As we are accessing the aggregates endpoint now we need to switch the URL.
\n", + "\n", + "If we are interested in the cumulative precipitation for every month of the year 2019, we can use the aggregates endpoint. We should:\n", + "\n", + "1. Set the `start` (2019-01-01) and `end` (2020-01-01) dates as parameters. Remember, these values have to be in ISO 8601 format.
\n", + "\n", + "2. We then have to supply what results we want to return with the `fields` parameter. Minimally we would like to return the `sum` of all events. To improve the readability of the table we could add the `first_timestamp` and `last_timestamp`.
\n", + "\n", + "3. The aggregate window can be set with the `window` parameter.
\n", + "\n", + "Finally, make sure all results are visible on one page to be able to retrieve all information in your `GET` request.
\n", + "*As we are dealing with a year it will only be 12 months and thus 12 items should be enough - A larger `page_size` can be a safe way to make sure you are getting all your data in your request.*" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "r6E623BxpTHc" + }, + "outputs": [], + "source": [ + "# we want only the year 2019, so between 2019 and 2020. We want the sum fields, and the first and last timestamp. We want it aggregated by the month. And we want to make sure all data is on one page.\n", + "params= {'start':'...', 'end':'...', 'fields':'...', 'window':'...', 'page_size':'...'}\n", + "url = \"https://nens.lizard.net/api/v4/timeseries/{}/aggregates/\".format(uuid) #we use page size to include all values\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_averaged_by_month = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "timeseries_averaged_by_month" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "rmV3N2ZNpTHh" + }, + "outputs": [], + "source": [ + "# Convert the data to a plot.\n", + "plt.style.use('seaborn')\n", + "timeseries_averaged_by_month.set_index('last_timestamp', inplace=True)\n", + "timeseries_averaged_by_month['sum'].plot.bar(figsize=(20,7))\n", + "\n", + "# Note that these plots can be edited in style with the use of all matplotlib styling tools." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jHqLHUzkpTHl" + }, + "source": [ + "### How to query the maximum value of a time series for each year?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "z8sbLe6rpTHm" + }, + "outputs": [], + "source": [ + "# We want data between 2015 and 2020. We want the max, first and last timestamp. We want to aggregate it yearly. We want all data on one page.\n", + "params= {'start':'...', 'end':'...', 'fields':'...', 'window':'...', 'page_size':'...'} # we want the original hourly value\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_max_value_each_month = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "timeseries_max_value_each_month" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Zy_uaXhEpTHr" + }, + "outputs": [], + "source": [ + "# Convert the data to a plot.\n", + "plt.style.use('seaborn')\n", + "timeseries_max_value_each_month.set_index('last_timestamp', inplace=True)\n", + "timeseries_max_value_each_month['max'].plot.bar(figsize=(20,7))\n", + "\n", + "# Note that these plots can be edited in style with the use of all matplotlib styling tools." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Vz02gl5upTHw" + }, + "source": [ + "### How to query the count of values per week within a specific time frame?\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "8FS0YDZ_pTHx" + }, + "outputs": [], + "source": [ + "# We want only the year 2019. We want the fields count, first and last timestamp. We want to aggregate it by the week. And we want all results on one page.\n", + "params= {'start':'...', 'end':'...', 'fields':'...', 'window':'...', 'page_size':'...'} # we want the original hourly value\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_count_of_values_in_time_frame = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "# Show the results\n", + "timeseries_count_of_values_in_time_frame\n", + "\n", + "# In this case all counts except the start and finish are different (24 hours * 7 days = 168, meaning every hour an event (or data entry) can be found)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BRpsPgaOpTH3" + }, + "source": [ + "# 12. How to query percentiles of time series events?\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KoyZRKKX4qHp" + }, + "source": [ + "Lizard enables you to query percentiles of your time series events via the `percentiles` endpoint.
\n", + "Again you will need the UUID of the time series object to query percentiles, template: **demo.lizard.net/api/v4/timeseries/*{uuid of time series object}*/percentiles/**\n", + "\n", + "##### Example:\n", + "https://demo.lizard.net/api/v4/timeseries/e849123b-19eb-43a4-ae16-f3cb05a9dea7/percentiles/\n", + "\n", + "\n", + "#### Available query parameters:\n", + "\n", + "* The start date of the period of interest
\n", + "`?start=2016-06-21T06:05:00Z`\n", + "\n", + "* The end date of the period of interest
\n", + "`?end=2017-06-21T06:05:00Z`\n", + "\n", + "* The percentile of interest
\n", + "`?percentiles=25,50,75`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "92mEFeeOpTH4" + }, + "outputs": [], + "source": [ + "# For the De Bilt weatherstation a large part of the dataset will be zero (no rain), therefore it can be more interesting to look into the extremes (1 and 99 percentiles)\n", + "uuid = \"8c3bffcf-b0b7-4550-a5a9-c5220c29fede\"\n", + "\n", + "params= {'start':'2019-01-01T00:00:00Z', 'end':'2020-01-01T00:00:00Z', 'percentiles':'..., ..., ...'} # Set the percentiles\n", + "\n", + "url = \"https://nens.lizard.net/api/v4/timeseries/{}/percentiles/\".format(uuid) #we use page size to include all values\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_percentiles_of_values_in_time_frame = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "timeseries_percentiles_of_values_in_time_frame" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "dNsbg9-zjxHa" + }, + "outputs": [], + "source": [ + "# For the waterheight measured at het Katteveldse Meer its quite different.\n", + "uuid = \"e849123b-19eb-43a4-ae16-f3cb05a9dea7\"\n", + "\n", + "params= {'start':'2019-01-01T00:00:00Z', 'end':'2020-01-01T00:00:00Z', 'percentiles':'..., ..., ...'} # Set the percentiles\n", + "\n", + "url = \"https://nens.lizard.net/api/v4/timeseries/{}/percentiles/\".format(uuid) #we use page size to include all values\n", + "\n", + "#Retrieve the 'results' attribute using a JSON interpreter\n", + "timeseries_percentiles_of_values_in_time_frame = pd.DataFrame(requests.get(url=url,headers=json_headers, params=params).json()['results'])\n", + "\n", + "timeseries_percentiles_of_values_in_time_frame" + ] + } + ], + "metadata": { + "colab": { + "collapsed_sections": [ + "QgmXi_hH1htS", + "d4A19-Mi2Ju4", + "xyrx9Yrp2Rkh", + "48c5pfSD1WtR", + "fx2AoF-RAlf-", + "PyU7t2OTpTF3", + "NFdpUtVppTF8", + "we1dK3_KpTGe", + "6HaQ9jRApTGm", + "lckOQM-xpTGv", + "29CgGW2KFFZl", + "QZfqgPYqyy5Z", + "mQJI6WDaFK4T", + "owpCH7YTpTG6", + "inZHUj5qpTHH", + "RJH3CkgvpTHM", + "67y0h70XpTHR", + "1VaNNfp2pTHU", + "ULT7QeTOpTHa", + "nx9d3GcEpTHa", + "etPheSDSpTHb", + "jHqLHUzkpTHl", + "Vz02gl5upTHw", + "BRpsPgaOpTH3" + ], + "provenance": [] + }, + "kernelspec": { + "display_name": "lizard2", + "language": "python", + "name": "lizard2" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 } From abdaf9b9217d3729557dc98577823eeb66dcd27e Mon Sep 17 00:00:00 2001 From: joostsijm Date: Tue, 2 Jan 2024 11:30:19 +0100 Subject: [PATCH 6/9] feat: Add Jupyter kernel insallation instructions --- source/d_apitutorials.rst | 48 ++++++++++++++++++++++++++++++++++++++- 1 file changed, 47 insertions(+), 1 deletion(-) diff --git a/source/d_apitutorials.rst b/source/d_apitutorials.rst index dea6ff0..e06f91fb 100644 --- a/source/d_apitutorials.rst +++ b/source/d_apitutorials.rst @@ -9,8 +9,54 @@ Currently the following information is available: For working in local environment, the required Python packages can be found in: `requirements.txt `_. +0. Jupyter Notebook kernel installation instructions +----------------------------------------------------- + +For local development using Jupyter Notebook, it's recommended to create the Jupyter kernel in a Python virtual environment. +Once created and activated, packages can be installed in the environment with Conda or pip. +It is expected that Python and Jupyter Notebook are already installed. +Follow instructions explain the steps to install the kernel in the virtual environment. + +1. Open a new terminal of the ``cmd`` command prompt. + +2. Navigate to a directory where you want to install your virtual environment. + + - Navigate to a directory by running the command ``cd {directory}``. + +3. Create the virtual environment in the selected directory. + + - Run: ``py -m venv {virtual environment name}``. + + - Example, run: ``py -m venv lizard``. + +4. Activate the environment. + + - Run: ``./{virtual environment name}\Scripts\activate.bat"``. + + - You should now see ``({virtual environment name})`` before the terminal line. + +5. Create a Jupyter kernel. + + - Run: ``ipython kernel install --user --name=lizard``. + +6. Download the `requirements.txt `_. + + - Example: ``wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt``. + +7. To install the packages. + + - Run: ``pip install -r \path\to\requirements.txt``. + + - Example: ``pip install -r C:\Users\steven\Downloads\requirements.txt``. + +8. Open the Jupyter Notebook from inside the environment. + - Run: ``jupyter notebook``. + +Once Jupyter has started, open the preferred notebook. +The newly created kernel can be selected through the menu. + 1. Interactive Time Series API manual -------------------------------------- +----------------------------------------------------- For `/api/v4/timeseries` open `Google Colab Time Series `_, or download the `Jupyter Notebook Time Series `_. From edb31ad64913ad1e061c4f0233fe5369abeb5133 Mon Sep 17 00:00:00 2001 From: joostsijm Date: Tue, 2 Jan 2024 13:24:35 +0100 Subject: [PATCH 7/9] chore: Rename Lizard tutorial notebooks --- source/d_apitutorials.rst | 9 +++++---- source/files/tutorials/.gitignore | 2 ++ ...rs_API.ipynb => Lizard_Rasters_API_V4_Tutorial.ipynb} | 0 ...b => Lizard_Retrieve_Scenarios_API_V4_Tutorial.ipynb} | 0 4 files changed, 7 insertions(+), 4 deletions(-) create mode 100644 source/files/tutorials/.gitignore rename source/files/tutorials/{Getting_familiair_with_Lizard_Rasters_API.ipynb => Lizard_Rasters_API_V4_Tutorial.ipynb} (100%) rename source/files/tutorials/{How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb => Lizard_Retrieve_Scenarios_API_V4_Tutorial.ipynb} (100%) diff --git a/source/d_apitutorials.rst b/source/d_apitutorials.rst index e06f91fb..04d6d7b 100644 --- a/source/d_apitutorials.rst +++ b/source/d_apitutorials.rst @@ -50,6 +50,7 @@ Follow instructions explain the steps to install the kernel in the virtual envir - Example: ``pip install -r C:\Users\steven\Downloads\requirements.txt``. 8. Open the Jupyter Notebook from inside the environment. + - Run: ``jupyter notebook``. Once Jupyter has started, open the preferred notebook. @@ -62,14 +63,14 @@ or download the `Jupyter Notebook Time Series `_, -or download the `Jupyter Notebook Rasters `_. +For `/api/v4/rasters` open `Google Colab Rasters `_, +or download the `Jupyter Notebook Rasters `_. Aditonally, download script `export_lizard_raster_layers.py `_. 3. Interactive Retrieve Scenarios API manual ----------------------------------------------------- -For retrieving 3Di results / scenarios in Lizard, open `Google Colab Retrieve Scenarios `_, -or download the `Jupyter Notebook Retrieve Scenarios `_. +For retrieving 3Di results / scenarios in Lizard, open `Google Colab Retrieve Scenarios `_, +or download the `Jupyter Notebook Retrieve Scenarios `_. .. note:: API v4 is the stable API version. API v3 is deprecated since june 2023. diff --git a/source/files/tutorials/.gitignore b/source/files/tutorials/.gitignore new file mode 100644 index 0000000..edf31ca --- /dev/null +++ b/source/files/tutorials/.gitignore @@ -0,0 +1,2 @@ +.ipynb_checkpoints +.venv diff --git a/source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb b/source/files/tutorials/Lizard_Rasters_API_V4_Tutorial.ipynb similarity index 100% rename from source/files/tutorials/Getting_familiair_with_Lizard_Rasters_API.ipynb rename to source/files/tutorials/Lizard_Rasters_API_V4_Tutorial.ipynb diff --git a/source/files/tutorials/How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb b/source/files/tutorials/Lizard_Retrieve_Scenarios_API_V4_Tutorial.ipynb similarity index 100% rename from source/files/tutorials/How_to_download_a_maximum_waterdepth_raster_from_a_3Di_scenario_stored_in_the_Scenario_Archive_in_Lizard_.ipynb rename to source/files/tutorials/Lizard_Retrieve_Scenarios_API_V4_Tutorial.ipynb From a7ce316726ce0805f79bac5c0d97d49ae1e6ea99 Mon Sep 17 00:00:00 2001 From: joostsijm Date: Tue, 2 Jan 2024 15:41:37 +0100 Subject: [PATCH 8/9] feat: Improve installation instructions steps --- source/d_apitutorials.rst | 23 ++++++++++++----------- 1 file changed, 12 insertions(+), 11 deletions(-) diff --git a/source/d_apitutorials.rst b/source/d_apitutorials.rst index 04d6d7b..92d7808 100644 --- a/source/d_apitutorials.rst +++ b/source/d_apitutorials.rst @@ -14,7 +14,6 @@ For working in local environment, the required Python packages can be found in: For local development using Jupyter Notebook, it's recommended to create the Jupyter kernel in a Python virtual environment. Once created and activated, packages can be installed in the environment with Conda or pip. -It is expected that Python and Jupyter Notebook are already installed. Follow instructions explain the steps to install the kernel in the virtual environment. 1. Open a new terminal of the ``cmd`` command prompt. @@ -31,27 +30,29 @@ Follow instructions explain the steps to install the kernel in the virtual envir 4. Activate the environment. - - Run: ``./{virtual environment name}\Scripts\activate.bat"``. + - Run: ``./{virtual environment name}\Scripts\activate.bat``. + + - Example, run: ``.\lizard\Scripts\activate.bat``. - You should now see ``({virtual environment name})`` before the terminal line. -5. Create a Jupyter kernel. +5. Download the `requirements.txt `_. - - Run: ``ipython kernel install --user --name=lizard``. + - Example, run: ``wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt``. -6. Download the `requirements.txt `_. +6. To install the packages. - - Example: ``wget -O requirements.txt https://raw.githubusercontent.com/nens/lizard-docs/master/source/files/tutorials/requirements.txt``. + - Run: ``.\{virtual environment name}\bin\pip install -r \path\to\requirements.txt``. -7. To install the packages. + - Example, run: ``.\lizard\bin\pip install -r C:\Users\steven\Downloads\requirements.txt``. - - Run: ``pip install -r \path\to\requirements.txt``. +7. Create a Jupyter kernel in the virtual environment for the specific tutorial. - - Example: ``pip install -r C:\Users\steven\Downloads\requirements.txt``. + - Run: ``.\{virtual environment name}\bin\ipython kernel install --user --name=raster_tutorial``. -8. Open the Jupyter Notebook from inside the environment. +8. Open the Jupyter Notebook from inside the virtual environment. - - Run: ``jupyter notebook``. + - Run: ``.\{virtual environment name}\bin\jupyter notebook``. Once Jupyter has started, open the preferred notebook. The newly created kernel can be selected through the menu. From 49ab759f10fe51cd0fff2d46f517c87c9169de79 Mon Sep 17 00:00:00 2001 From: joostsijm Date: Wed, 3 Jan 2024 09:55:02 +0100 Subject: [PATCH 9/9] feat: Improve first steps of raster tutorial --- .../Lizard_Rasters_API_V4_Tutorial.ipynb | 257 ++++++++---------- source/files/tutorials/requirements.in | 2 + source/files/tutorials/requirements.txt | 103 ++++++- 3 files changed, 214 insertions(+), 148 deletions(-) diff --git a/source/files/tutorials/Lizard_Rasters_API_V4_Tutorial.ipynb b/source/files/tutorials/Lizard_Rasters_API_V4_Tutorial.ipynb index 096b7f3..0b11837 100644 --- a/source/files/tutorials/Lizard_Rasters_API_V4_Tutorial.ipynb +++ b/source/files/tutorials/Lizard_Rasters_API_V4_Tutorial.ipynb @@ -77,33 +77,29 @@ "\n" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "dn7df30ypTFu" - }, - "source": [ - "\n", - "---\n", - "\n" - ] - }, { "cell_type": "markdown", "metadata": { "id": "NwuyAcGyX_d1" }, "source": [ - "## The Raster data model explained Raster layers within Lizard\n", - "When working with Rasters in Lizard you'll have to deal with two main compontents of the raster data model: \n", - "`Raster source` and `Raster layer`. You will first configure a `raster source`, then you'll upload your raster data and that you will publish you data by configuring a `raster layer`. \n", + "## The Raster data model explained\n", + "When working with rasters in Lizard you'll have to deal with two main components of the raster data model:\n", + "* `Raster source`: Describe raster characteristics and data interpretation.\n", + "* `Raster layer`: To publish and make advanced queries.\n", + "\n", + "You'd need to configure a `raster source`, then upload raster data, to be able to finally publish it with configuring a `raster layer`. \n", "\n", "\"Drawing\"\n", "\n", "### Raster Source\n", - "`Raster Source` is the first component you'll have to deal with first when uploading your raster data. The Raster Source will describe all characteristics of your raster and how Lizard has to interpred the data you're going to upload. For example, if the raster is temporal or non-temporal. And if temporal at which interval the raster series will be supplied.\n", + "`Raster Source` is the first component you'll have to deal with first when uploading your raster data.\n", + "It will describe all characteristics of your raster and how Lizard has to interpret the data you're going to upload.\n", + "For example if the raster is temporal or non-temporal, or which interval the raster series will be supplied if temporal.\n", "\n", - "When configuring a raster source, it does not contain any raster data yet. Once configured you can [upload your data to Lizard](https://colab.research.google.com/drive/1m9ECiz_mkkMWdxksAOUReOMHK4X7u-bH#scrollTo=Pd4OivLNX_eC). Lizard requires your data to be in GeoTIFF format. \n", + "A new raster source does not contain any raster data yet.\n", + "Once configured, you can [upload your data to Lizard](https://colab.research.google.com/drive/1m9ECiz_mkkMWdxksAOUReOMHK4X7u-bH#scrollTo=Pd4OivLNX_eC).\n", + "Lizard requires your data to be in [GeoTIFF](https://en.wikipedia.org/wiki/GeoTIFF) format. \n", "\n", "\n", "Below you'll find an overview of the attributes of a raster source and which are mandatory, optional or read-only. \n", @@ -181,22 +177,6 @@ "| **is geoblock** |true |Read only| true or false" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "LWn4AcxLpTFv" - }, - "source": [ - "\n", - "\n", - "---\n", - "\n", - "\n", - "\n", - "---\n", - "\n" - ] - }, { "cell_type": "markdown", "metadata": { @@ -207,7 +187,7 @@ "\n", "Before we will guide you through the API process of creating a `raster source`, uploading data and creating a `raster layer` some information on how the Lizard API works is needed. \n", "\n", - "The [Lizard API](demo.lizard.net/api/v4/rasters) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API. \n", + "The [Lizard API](https://demo.lizard.net/api/v4/rasters) is a [RESTful API](https://restfulapi.net/). The API responses will be returned in [JSON format](https://www.json.org/json-en.html). You can use HTTP requests to interact with Lizard using the API. \n", "\n", "### HTTP Methods to use in the Lizard API \n", "**GET** = use the GET method to retrieve existing raster sources metadata, raster layers metadata or raster data from this layer from the Lizard API
\n", @@ -288,22 +268,6 @@ " }" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "G1YoTESHpTFx" - }, - "source": [ - "\n", - "\n", - "---\n", - "\n", - "\n", - "\n", - "---\n", - "\n" - ] - }, { "cell_type": "markdown", "metadata": { @@ -311,7 +275,10 @@ }, "source": [ "# Tutorial\n", - "Let us now guide you through all the possibilities of the API. We will first show you how a raster layer can be created within Lizard using the POST method (From raster source to raster layer). Then we will show you how to update/change the data of an existing raster source and layer using the PATCH method. After that we will show you how to query raster data from raster layers within Lizard using the GET method, including all the data functionalities for raster data. \n", + "Let us now guide you through all the possibilities of the API.\n", + "We will first show you how a _raster layer_ can be created within Lizard using the `POST` method (from raster source to _raster layer_).\n", + "Then we will show you how to update/change the data of an existing raster source and layer using the `PATCH` method.\n", + "After that, we will show you how to query raster data from a _raster layer_ within Lizard using the `GET` method, including all the data functionalities for raster data. \n", "\n", "\n", "\n" @@ -337,7 +304,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -346,44 +313,23 @@ "id": "hX3ZywfQpTFz", "outputId": "2725f7cf-2117-4a09-ae6d-e0aa9b08bacf" }, - "outputs": [ - { - "ename": "ModuleNotFoundError", - "evalue": "ignored", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0msys\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 11\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mmatplotlib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpyplot\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 12\u001b[0;31m \u001b[0;32mimport\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 13\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mshow\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'rasterio'", - "", - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0;32m\nNOTE: If your import is failing due to a missing package, you can\nmanually install dependencies using either !pip or !apt.\n\nTo view examples of installing some common dependencies, click the\n\"Open Examples\" button below.\n\u001b[0;31m---------------------------------------------------------------------------\u001b[0m\n" - ] - } - ], + "outputs": [], "source": [ - "import os, getpass\n", - "import pandas as pd\n", - "from pandas.io.json import json_normalize\n", - "import requests\n", - "from requests import get, post\n", - "import numpy as np\n", - "import csv, json\n", + "import csv\n", "import datetime\n", + "import getpass\n", + "import json\n", + "import os\n", "import pickle\n", "import sys\n", + "\n", "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", "import rasterio\n", - "from rasterio.plot import show" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "16EJWmMIpTF2" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" + "import requests\n", + "from rasterio.plot import show\n", + "from requests import get, post" ] }, { @@ -393,38 +339,33 @@ }, "source": [ "## 2. How to authenticate with Lizard\n", - "Authenticating to the REST API outside of a browser is done by attaching a Personal API Key to every request. You can attach a Personal API Key to a request by using HTTP Basic Authentication with password = {your api key}. The username needs to be fixed to __key__ (with double underscores on both sides of the word “key”).\n", + "Authenticating to the REST API outside a browser is done by attaching a personal API Key to every request.\n", + "This can be done by using HTTP Basic Authentication with your personal API key as password.\n", + "The username needs to be set to `__key__` (double underscores on both sides of the word \"key\").\n", "\n", - "Generate a Personal API key at https://demo.lizard.net/management/. It is considered best practise to generate one Personal API Key per application or script, so that you can selectively revoke keys in case they are compromised. Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n", + "Generate a Personal API key at [https://demo.lizard.net/management/personal_api_keys](https://demo.lizard.net/management/personal_api_keys).\n", + "It's considered best practice to generate one personal API Key per application or script.\n", + "So that you can selectively revoke keys once they aren't used anymore or compromised.\n", + "Learn more about Lizard's authorization and authentication model via https://docs.lizard.net/d_apitechnical.html#\n", "\n", - "For this tutorial we made a personal api key:" + "For this tutorial, an API key is provided, which can be replaced with your personal key:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": { "id": "PZYpvRuKpTF3" }, "outputs": [], "source": [ - "username = '__key__'\n", + "# Personal API key, create your own at: https://demo.lizard.net/management/.\n", "password = 'hXDjanv5.edJEoaohJrpKDK9h6Yp5f4oF4U3foXWk'\n", "json_headers = {\n", - " \"username\": username,\n", - " \"password\": password,\n", - " \"Content-Type\": \"application/json\",\n", - " }" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "j6MhQclYpTF8" - }, - "source": [ - "\n", - "-------------------------------------------------------------------------------------------------------------------------------" + " \"username\": '__key__',\n", + " \"password\": password,\n", + " \"Content-Type\": \"application/json\",\n", + "}" ] }, { @@ -464,7 +405,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -477,26 +418,65 @@ "name": "stdout", "output_type": "stream", "text": [ - "{'id': 123846, 'uuid': '3ccdc91d-bbf6-44d7-8b2a-76093d3613cb', 'url': 'https://nens.lizard.net/api/v4/rastersources/3ccdc91d-bbf6-44d7-8b2a-76093d3613cb/', 'name': 'Test raster', 'description': 'This is the decription of the test raster', 'organisation': {'url': 'https://nens.lizard.net/api/v4/organisations/70b0c750-d234-43b9-bb75-3454b05c2b0d/', 'uuid': '70b0c750-d234-43b9-bb75-3454b05c2b0d', 'name': 'Geoblocks demo'}, 'access_modifier': 'Private', 'supplier': None, 'supplier_code': None, 'temporal': False, 'interval': None, 'first_value_timestamp': None, 'last_value_timestamp': None, 'spatial_bounds': None, 'projection': None, 'origin_x': None, 'origin_y': None, 'pixelsize_x': None, 'pixelsize_y': None, 'created': '2021-04-08T10:52:04.897592Z', 'last_modified': '2021-04-08T10:52:04.897566Z', 'writable': True, 'layers': [], 'labeltypes': [], 'size': None}\n" + "{\n", + " \"id\": 335976,\n", + " \"uuid\": \"b1f8a2e9-46fc-4210-bcbc-bc2f6ca970a9\",\n", + " \"url\": \"https://nens.lizard.net/api/v4/rastersources/b1f8a2e9-46fc-4210-bcbc-bc2f6ca970a9/\",\n", + " \"name\": \"Test raster\",\n", + " \"description\": \"This is the decription of the test raster\",\n", + " \"organisation\": {\n", + " \"url\": \"https://nens.lizard.net/api/v4/organisations/b08433fa-47c1-401e-b9cb-d4156034c679/\",\n", + " \"uuid\": \"b08433fa-47c1-401e-b9cb-d4156034c679\",\n", + " \"name\": \"Nelen & Schuurmans Technology\"\n", + " },\n", + " \"access_modifier\": \"Private\",\n", + " \"supplier\": null,\n", + " \"supplier_code\": null,\n", + " \"temporal\": false,\n", + " \"interval\": null,\n", + " \"first_value_timestamp\": null,\n", + " \"last_value_timestamp\": null,\n", + " \"spatial_bounds\": null,\n", + " \"projection\": null,\n", + " \"origin_x\": null,\n", + " \"origin_y\": null,\n", + " \"upper_bound_x\": null,\n", + " \"upper_bound_y\": null,\n", + " \"pixelsize_x\": null,\n", + " \"pixelsize_y\": null,\n", + " \"created\": \"2024-01-03T08:45:58.510354Z\",\n", + " \"last_modified\": \"2024-01-03T08:45:58.510337Z\",\n", + " \"writable\": true,\n", + " \"layers\": [],\n", + " \"labeltypes\": [],\n", + " \"size\": null\n", + "}\n" ] } ], "source": [ - "raster_sources_url = \"https://nens.lizard.net/api/v4/rastersources/\" #use rastersources endpoint\n", + "# Use rastersources REST end point.\n", + "raster_sources_url = \"https://nens.lizard.net/api/v4/rastersources/\"\n", "\n", - "configuration = {'name': 'Test raster',\n", - " 'description': 'This is the decription of the test raster', \n", - " #'supplier': 'valerie.demetriades',\n", - " 'access_modifier': 'Private', \n", - " 'organisation': '70b0c750-d234-43b9-bb75-3454b05c2b0d', #geoblocks demo organisation\n", - " 'temporal': False #temporal=true then interval\n", - " #'interval': \"01:00:00\", #ISO 8601-format, (\"1 01:00:00\")\n", - " }\n", + "organisation = 'bf5b7a0b-c350-4489-a4f0-191e6d9e87f7'\n", + "\n", + "configuration = {\n", + " 'name': 'Test raster',\n", + " 'description': 'This is the decription of the test raster', \n", + " # 'supplier': 'valerie.demetriades',\n", + " 'access_modifier': 'Private',\n", + " # ID of Geoblocks demo organisation.\n", + " 'organisation': organisation,\n", + " 'temporal': False,\n", + " # If `temporal=true` then interval required'\n", + " # 'interval': \"01:00:00\", #ISO 8601-format, (\"1 01:00:00\")\n", + "}\n", "\n", - "r = post(url=raster_sources_url, json = configuration, headers=json_headers)\n", + "r = post(url=raster_sources_url, json=configuration, headers=json_headers)\n", "\n", - "r_rastersource = r.json() # save the r.json response as a new parameter \"r_rastersource\"\n", - "print(r_rastersource)" + "# save the r.json response as a new parameter \"r_rastersource\"\n", + "r_rastersource = r.json()\n", + "print(json.dumps(r_rastersource, indent=2))" ] }, { @@ -505,7 +485,10 @@ "id": "Ydk8cPSZX_eH" }, "source": [ - "Now a raster source is created with the uuid b8f72818-e5eb-4aca-8225-84cd4840f0a5. The metadata of this raster source is available at https://nens.lizard.net/api/v4/rastersources/b8f72818-e5eb-4aca-8225-84cd4840f0a5/. All other metadata variables that are optional or read only are visible in this url. The next step is to add data to this raster source." + "Now a raster source is created with a UUID.\n", + "The metadata of this raster source is available at https://nens.lizard.net/api/v4/{UUID}/.\n", + "All other metadata variables that are optional or read only are visible in this URL.\n", + "The next step is to add data to this raster source." ] }, { @@ -521,7 +504,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -533,22 +516,26 @@ "outputs": [ { "ename": "FileNotFoundError", - "evalue": "ignored", + "evalue": "[Errno 2] No such file or directory: 'hoogteZ_2020-09-30T13_14_56Z.tiff'", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0mdata_raster\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m\"hoogteZ_2020-09-30T13_14_56Z.tiff\"\u001b[0m \u001b[0;31m#example of a raster.tiff\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0mr\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpost\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfiles\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m{\u001b[0m\u001b[0;34m\"file\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata_raster\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"rb\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mheaders\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mjson_headers\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "Cell \u001b[0;32mIn[26], line 5\u001b[0m\n\u001b[1;32m 2\u001b[0m url \u001b[38;5;241m=\u001b[39m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mr_rastersource[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124murl\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124mdata/\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 3\u001b[0m raster_filename \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mhoogteZ_2020-09-30T13_14_56Z.tiff\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;66;03m# example of a raster.tiff\u001b[39;00m\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m \u001b[38;5;28;43mopen\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mraster_filename\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mrb\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m \u001b[38;5;28;01mas\u001b[39;00m data_raster:\n\u001b[1;32m 6\u001b[0m r \u001b[38;5;241m=\u001b[39m post(url\u001b[38;5;241m=\u001b[39murl, files\u001b[38;5;241m=\u001b[39m{\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mfile\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;28mopen\u001b[39m(data_raster, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mrb\u001b[39m\u001b[38;5;124m\"\u001b[39m)}, headers\u001b[38;5;241m=\u001b[39mjson_headers)\n\u001b[1;32m 7\u001b[0m \u001b[38;5;28mprint\u001b[39m(r\u001b[38;5;241m.\u001b[39mjson())\n", + "File \u001b[0;32m~/dev/2023/lizard-docs/source/files/tutorials/.venv/lib/python3.11/site-packages/IPython/core/interactiveshell.py:310\u001b[0m, in \u001b[0;36m_modified_open\u001b[0;34m(file, *args, **kwargs)\u001b[0m\n\u001b[1;32m 303\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m file \u001b[38;5;129;01min\u001b[39;00m {\u001b[38;5;241m0\u001b[39m, \u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m2\u001b[39m}:\n\u001b[1;32m 304\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m 305\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mIPython won\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mt let you open fd=\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfile\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m by default \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 306\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mas it is likely to crash IPython. If you know what you are doing, \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 307\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124myou can use builtins\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m open.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 308\u001b[0m )\n\u001b[0;32m--> 310\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mio_open\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'hoogteZ_2020-09-30T13_14_56Z.tiff'" ] } ], "source": [ - "url = r_rastersource[\"url\"]+\"data/\" #r_rastersource['url'] can be used from step 1 and use the endpoint data/\n", - "data_raster = \"hoogteZ_2020-09-30T13_14_56Z.tiff\" #example of a raster.tiff\n", + "# r_rastersource['url'] can be used from step 1 and use the endpoint 'data/'\n", + "url = f\"{r_rastersource['url']}data/\"\n", + "# Example of a raster.tiff\n", + "raster_filename = \"hoogteZ_2020-09-30T13_14_56Z.tiff\"\n", "\n", - "r = post(url=url, files={\"file\": open(data_raster, \"rb\")}, headers=json_headers)\n", - "print(r.json())" + "with open(raster_filename, \"rb\") as data_raster:\n", + " r = post(url=url, files={\"file\": open(data_raster, \"rb\")}, headers=json_headers)\n", + " print(r.json())" ] }, { @@ -1083,15 +1070,6 @@ "rasters_list[0:4] " ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "NUci7Tv8pTG1" - }, - "source": [ - "-------------------------------------------------------------------------------------------------------------------------------" - ] - }, { "cell_type": "markdown", "metadata": { @@ -3180,15 +3158,6 @@ "timesteps['steps'] = pd.to_datetime(timesteps['steps'], unit='ms')\n", "timesteps" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "ReTBay02X_fj" - }, - "outputs": [], - "source": [] } ], "metadata": { @@ -3198,9 +3167,9 @@ "provenance": [] }, "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "tutorials", "language": "python", - "name": "python3" + "name": "tutorials" }, "language_info": { "codemirror_mode": { diff --git a/source/files/tutorials/requirements.in b/source/files/tutorials/requirements.in index 66897c0..8c8d68d 100644 --- a/source/files/tutorials/requirements.in +++ b/source/files/tutorials/requirements.in @@ -1,3 +1,5 @@ matplotlib pandas requests +rasterio +ipykernel diff --git a/source/files/tutorials/requirements.txt b/source/files/tutorials/requirements.txt index ff9ba39..0b3c166 100644 --- a/source/files/tutorials/requirements.txt +++ b/source/files/tutorials/requirements.txt @@ -4,46 +4,141 @@ # # pip-compile requirements.in # +affine==2.4.0 + # via rasterio +asttokens==2.4.1 + # via stack-data +attrs==23.2.0 + # via rasterio certifi==2023.7.22 - # via requests + # via + # rasterio + # requests charset-normalizer==3.2.0 # via requests +click==8.1.7 + # via + # click-plugins + # cligj + # rasterio +click-plugins==1.1.1 + # via rasterio +cligj==0.7.2 + # via rasterio +comm==0.2.1 + # via ipykernel contourpy==1.1.0 # via matplotlib cycler==0.11.0 # via matplotlib +debugpy==1.8.0 + # via ipykernel +decorator==5.1.1 + # via ipython +executing==2.0.1 + # via stack-data fonttools==4.42.1 # via matplotlib idna==3.4 # via requests +ipykernel==6.28.0 + # via -r requirements.in +ipython==8.19.0 + # via ipykernel +jedi==0.19.1 + # via ipython +jupyter-client==8.6.0 + # via ipykernel +jupyter-core==5.6.1 + # via + # ipykernel + # jupyter-client kiwisolver==1.4.5 # via matplotlib matplotlib==3.7.2 # via -r requirements.in +matplotlib-inline==0.1.6 + # via + # ipykernel + # ipython +nest-asyncio==1.5.8 + # via ipykernel numpy==1.25.2 # via # contourpy # matplotlib # pandas + # rasterio + # snuggs packaging==23.1 - # via matplotlib + # via + # ipykernel + # matplotlib pandas==2.1.0 # via -r requirements.in +parso==0.8.3 + # via jedi +pexpect==4.9.0 + # via ipython pillow==10.0.0 # via matplotlib +platformdirs==4.1.0 + # via jupyter-core +prompt-toolkit==3.0.43 + # via ipython +psutil==5.9.7 + # via ipykernel +ptyprocess==0.7.0 + # via pexpect +pure-eval==0.2.2 + # via stack-data +pygments==2.17.2 + # via ipython pyparsing==3.0.9 - # via matplotlib + # via + # matplotlib + # snuggs python-dateutil==2.8.2 # via + # jupyter-client # matplotlib # pandas pytz==2023.3.post1 # via pandas +pyzmq==25.1.2 + # via + # ipykernel + # jupyter-client +rasterio==1.3.9 + # via -r requirements.in requests==2.31.0 # via -r requirements.in six==1.16.0 - # via python-dateutil + # via + # asttokens + # python-dateutil +snuggs==1.4.7 + # via rasterio +stack-data==0.6.3 + # via ipython +tornado==6.4 + # via + # ipykernel + # jupyter-client +traitlets==5.14.1 + # via + # comm + # ipykernel + # ipython + # jupyter-client + # jupyter-core + # matplotlib-inline tzdata==2023.3 # via pandas urllib3==2.0.4 # via requests +wcwidth==0.2.12 + # via prompt-toolkit + +# The following packages are considered to be unsafe in a requirements file: +# setuptools