code/EPFD_lagA_again.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a16c6f73-47fd-46e5-8e13-572b54fa38fa",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-05-03T13:58:32.027301Z",
     "iopub.status.busy": "2022-05-03T13:58:32.026634Z",
     "iopub.status.idle": "2022-05-03T13:58:34.390191Z",
     "shell.execute_reply": "2022-05-03T13:58:34.389558Z",
     "shell.execute_reply.started": "2022-05-03T13:58:32.027243Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "from pathlib import Path\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import MultipleLocator\n",
    "import matplotlib as mpl\n",
    "import seaborn as sns\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from scipy.stats import trim_mean\n",
    "#from dask.distributed import Client, LocalCluster, get_task_stream\n",
    "\n",
    "#from itertools import product, combinations\n",
    "#from cftime import DatetimeNoLeap\n",
    "#from scipy.stats import ks_2samp, epps_singleton_2samp, ttest_ind, wilcoxon, mannwhitneyu\n",
    "#from collections import ChainMap"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "28615116-05b4-4b2d-8e83-f3ed3a7558c2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-05-03T13:58:34.391711Z",
     "iopub.status.busy": "2022-05-03T13:58:34.391436Z",
     "iopub.status.idle": "2022-05-03T13:58:34.398448Z",
     "shell.execute_reply": "2022-05-03T13:58:34.397977Z",
     "shell.execute_reply.started": "2022-05-03T13:58:34.391689Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xarray.core.options.set_options at 0x7fe0d0191eb0>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sns.set_style('whitegrid')\n",
    "plt.rcParams.update({'font.size': 22})\n",
    "xr.set_options(keep_attrs=True,display_style='html')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5167d39a-e571-4aa5-8603-286a9175d127",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-05-03T13:58:34.438385Z",
     "iopub.status.busy": "2022-05-03T13:58:34.437845Z",
     "iopub.status.idle": "2022-05-03T13:58:34.443966Z",
     "shell.execute_reply": "2022-05-03T13:58:34.443123Z",
     "shell.execute_reply.started": "2022-05-03T13:58:34.438332Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "timescale = 20\n",
    "DJF_bool = '_DJFonly'\n",
    "root_path = '/mnt/nas4.meop2/meop40.data.model/CMAM/0A.daily/'\n",
    "root_path = '/mnt/data04/model/CMAM/0A.daily/'\n",
    "cesta = f'{root_path}composites_woSSW{DJF_bool}/'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "151a3625-4ee8-4491-b22b-c1890973c780",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-05-03T14:01:20.679337Z",
     "iopub.status.busy": "2022-05-03T14:01:20.678806Z",
     "iopub.status.idle": "2022-05-03T14:01:20.685823Z",
     "shell.execute_reply": "2022-05-03T14:01:20.684880Z",
     "shell.execute_reply.started": "2022-05-03T14:01:20.679293Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def open_date_file(file_path):\n",
    "    df = pd.read_csv(file_path, index_col=0, parse_dates=True)\n",
    "    df['BeginDate'] = df.BeginDate.apply(lambda t: pd.to_datetime(t, format='%Y-%m-%d'))\n",
    "    return df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "91bf33cd-460c-44f0-af19-1f5c03fb30e6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T14:24:47.434229Z",
     "iopub.status.busy": "2022-04-25T14:24:47.433776Z",
     "iopub.status.idle": "2022-04-25T14:24:47.441410Z",
     "shell.execute_reply": "2022-04-25T14:24:47.440657Z",
     "shell.execute_reply.started": "2022-04-25T14:24:47.434181Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_all.attrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "7d6ab3af-5eab-47c9-96f8-e3ae5d562c60",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T14:25:35.257683Z",
     "iopub.status.busy": "2022-04-25T14:25:35.256964Z",
     "iopub.status.idle": "2022-04-25T14:25:35.817773Z",
     "shell.execute_reply": "2022-04-25T14:25:35.817255Z",
     "shell.execute_reply.started": "2022-04-25T14:25:35.257586Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds_all.sel(month = 1, wave = 1).plot(x='lat', yincrease = False)\n",
    "plt.yscale('log')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "03c6e0f4-b392-42f9-9a52-eced356d6b47",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T15:23:19.778688Z",
     "iopub.status.busy": "2022-04-25T15:23:19.777986Z",
     "iopub.status.idle": "2022-04-25T15:23:19.785898Z",
     "shell.execute_reply": "2022-04-25T15:23:19.784998Z",
     "shell.execute_reply.started": "2022-04-25T15:23:19.778617Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['acceldiv-calc_wn1',\n",
       " 'acceldiv-calc_wn2',\n",
       " 'acceldiv-calc_wn3',\n",
       " 'acceldiv-calc']"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sel_var_ls"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "c49e5edf-cbd2-49ed-930c-080740fcfe2e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T15:26:33.807598Z",
     "iopub.status.busy": "2022-04-25T15:26:33.807145Z",
     "iopub.status.idle": "2022-04-25T15:26:33.849825Z",
     "shell.execute_reply": "2022-04-25T15:26:33.849145Z",
     "shell.execute_reply.started": "2022-04-25T15:26:33.807566Z"
    },
    "tags": []
   },
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;acceldiv-calc_wn1&#x27; (wave: 1, time: 46720, plev: 63, lat: 48)&gt;\n",
       "[141281280 values with dtype=float64]\n",
       "Coordinates:\n",
       "  * time     (time) object 1979-01-01 00:00:00 ... 2010-12-31 18:00:00\n",
       "  * plev     (plev) float64 1e+05 9.25e+04 8.5e+04 8e+04 ... 0.2 0.15 0.1 0.07\n",
       "  * lat      (lat) float64 -87.16 -83.48 -79.78 -76.07 ... 79.78 83.48 87.16\n",
       "  * wave     (wave) int64 1\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'acceldiv-calc_wn1'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>wave</span>: 1</li><li><span class='xr-has-index'>time</span>: 46720</li><li><span class='xr-has-index'>plev</span>: 63</li><li><span class='xr-has-index'>lat</span>: 48</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-3e0a7dda-e4fd-4c69-a576-dce968e2f4a8' class='xr-array-in' type='checkbox' checked><label for='section-3e0a7dda-e4fd-4c69-a576-dce968e2f4a8' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>...</span></div><div class='xr-array-data'><pre>[141281280 values with dtype=float64]</pre></div></div></li><li class='xr-section-item'><input id='section-f03a223b-1b8a-4a8f-af4c-04385db9fba3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f03a223b-1b8a-4a8f-af4c-04385db9fba3' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1979-01-01 00:00:00 ... 2010-12-...</div><input id='attrs-1c2ec2a9-3dda-4059-b345-ba62c01f1990' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1c2ec2a9-3dda-4059-b345-ba62c01f1990' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92cb3b04-9338-43ad-b9cf-30e2d7c711b0' class='xr-var-data-in' type='checkbox'><label for='data-92cb3b04-9338-43ad-b9cf-30e2d7c711b0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>time_bnds</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([cftime.DatetimeNoLeap(1979, 1, 1, 0, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1979, 1, 1, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(1979, 1, 1, 12, 0, 0, 0, has_year_zero=True), ...,\n",
       "       cftime.DatetimeNoLeap(2010, 12, 31, 6, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2010, 12, 31, 12, 0, 0, 0, has_year_zero=True),\n",
       "       cftime.DatetimeNoLeap(2010, 12, 31, 18, 0, 0, 0, has_year_zero=True)],\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>plev</span></div><div class='xr-var-dims'>(plev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1e+05 9.25e+04 8.5e+04 ... 0.1 0.07</div><input id='attrs-7646e9ff-14b4-4490-a912-ca6e489e43bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7646e9ff-14b4-4490-a912-ca6e489e43bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8de372e-df0b-4f9a-9238-1942d1e3e3de' class='xr-var-data-in' type='checkbox'><label for='data-d8de372e-df0b-4f9a-9238-1942d1e3e3de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>plev_bnds</dd><dt><span>units :</span></dt><dd>Pa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array([1.00e+05, 9.25e+04, 8.50e+04, 8.00e+04, 7.80e+04, 7.50e+04, 7.00e+04,\n",
       "       6.50e+04, 6.00e+04, 5.00e+04, 4.50e+04, 4.00e+04, 3.50e+04, 3.00e+04,\n",
       "       2.85e+04, 2.50e+04, 2.00e+04, 1.70e+04, 1.50e+04, 1.30e+04, 1.15e+04,\n",
       "       1.00e+04, 9.00e+03, 8.00e+03, 7.00e+03, 6.00e+03, 5.00e+03, 4.00e+03,\n",
       "       3.50e+03, 3.00e+03, 2.50e+03, 2.00e+03, 1.50e+03, 1.00e+03, 7.00e+02,\n",
       "       5.00e+02, 4.00e+02, 3.00e+02, 2.00e+02, 1.50e+02, 1.00e+02, 7.00e+01,\n",
       "       5.00e+01, 4.00e+01, 3.00e+01, 2.00e+01, 1.50e+01, 1.00e+01, 7.00e+00,\n",
       "       5.00e+00, 4.00e+00, 3.00e+00, 2.00e+00, 1.50e+00, 1.00e+00, 7.00e-01,\n",
       "       5.00e-01, 4.00e-01, 3.00e-01, 2.00e-01, 1.50e-01, 1.00e-01, 7.00e-02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-87.16 -83.48 ... 83.48 87.16</div><input id='attrs-e765c720-0c59-4cf0-9d41-15d4bed9a202' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e765c720-0c59-4cf0-9d41-15d4bed9a202' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c63eadb-17a8-4508-999d-f46631ef6acc' class='xr-var-data-in' type='checkbox'><label for='data-7c63eadb-17a8-4508-999d-f46631ef6acc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-87.159094, -83.478937, -79.777046, -76.070244, -72.361581, -68.652017,\n",
       "       -64.941949, -61.231573, -57.520994, -53.810274, -50.099453, -46.388558,\n",
       "       -42.677606, -38.96661 , -35.25558 , -31.544523, -27.833444, -24.122348,\n",
       "       -20.411238, -16.700118, -12.988988,  -9.277853,  -5.566714,  -1.855571,\n",
       "         1.855571,   5.566714,   9.277853,  12.988988,  16.700118,  20.411238,\n",
       "        24.122348,  27.833444,  31.544523,  35.25558 ,  38.96661 ,  42.677606,\n",
       "        46.388558,  50.099453,  53.810274,  57.520994,  61.231573,  64.941949,\n",
       "        68.652017,  72.361581,  76.070244,  79.777046,  83.478937,  87.159094])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>wave</span></div><div class='xr-var-dims'>(wave)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-7c48bd2e-bdac-4808-8ab8-b3b228030219' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7c48bd2e-bdac-4808-8ab8-b3b228030219' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-037bcca5-d359-4ece-8f9a-cf0d0bc8425a' class='xr-var-data-in' type='checkbox'><label for='data-037bcca5-d359-4ece-8f9a-cf0d0bc8425a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>wavenumber</dd></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bc663c2d-5446-4065-aa1f-7aeee76dd26f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bc663c2d-5446-4065-aa1f-7aeee76dd26f' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m/s/day</dd><dt><span>standard_name :</span></dt><dd>ep flux divergence</dd><dt><span>long_name :</span></dt><dd>EP Flux Divergence</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'acceldiv-calc_wn1' (wave: 1, time: 46720, plev: 63, lat: 48)>\n",
       "[141281280 values with dtype=float64]\n",
       "Coordinates:\n",
       "  * time     (time) object 1979-01-01 00:00:00 ... 2010-12-31 18:00:00\n",
       "  * plev     (plev) float64 1e+05 9.25e+04 8.5e+04 8e+04 ... 0.2 0.15 0.1 0.07\n",
       "  * lat      (lat) float64 -87.16 -83.48 -79.78 -76.07 ... 79.78 83.48 87.16\n",
       "  * wave     (wave) int64 1\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ls[0].reset_coords(drop=True)"
   ]
  },
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     "iopub.status.busy": "2022-05-03T14:01:25.148289Z",
     "iopub.status.idle": "2022-05-03T14:01:49.350194Z",
     "shell.execute_reply": "2022-05-03T14:01:49.348506Z",
     "shell.execute_reply.started": "2022-05-03T14:01:25.148711Z"
    },
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   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_1603049/3813005699.py:15: RuntimeWarning: Converting a CFTimeIndex with dates from a non-standard calendar, 'noleap', to a pandas.DatetimeIndex, which uses dates from the standard calendar.  This may lead to subtle errors in operations that depend on the length of time between dates.\n",
      "  ds_all['time'] = ds_all.indexes['time'].to_datetimeindex()\n"
     ]
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       "\n",
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       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       ".xr-var-item > .xr-var-name span {\n",
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       ".xr-var-item > .xr-var-name:hover span {\n",
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       "\n",
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       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
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       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
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       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
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       "\n",
       ".xr-var-data > table {\n",
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       "\n",
       ".xr-var-name span,\n",
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       "\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
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       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;acceldiv-calc_wn1&#x27; (wave: 4, time: 11680, plev: 63, lat: 48)&gt;\n",
       "array([[[[-1.02230600e+00, -4.91521863e-01, -3.54001456e+00, ...,\n",
       "           4.91041213e+01,  2.50465000e+01,  7.01939510e+00],\n",
       "         [-9.88195356e-01, -5.22773049e+00, -1.58145348e-01, ...,\n",
       "           3.46774575e+01,  3.36554111e+01,  2.20181651e+01],\n",
       "         [-8.09004324e-01, -5.12891106e+00,  2.26187755e+00, ...,\n",
       "           1.14351400e+01,  3.38448982e+01,  2.25643745e+01],\n",
       "         ...,\n",
       "         [-2.87038031e+00,  7.96960179e+00, -5.46443247e-02, ...,\n",
       "           6.98225832e+00, -5.22234184e+00,  2.60534216e+00],\n",
       "         [-4.84786595e+01, -2.11373823e+01,  9.31131334e+00, ...,\n",
       "           6.98756252e+00,  1.12218303e+01,  1.32161554e+01],\n",
       "         [-5.70736151e+00, -1.56569688e+01,  8.06920681e+00, ...,\n",
       "           5.69559448e+00,  1.13468003e+01,  1.72049824e+01]],\n",
       "\n",
       "        [[-8.95678205e-01,  2.12489427e+00,  3.85097433e-01, ...,\n",
       "           5.10610289e+01,  3.96147455e+01,  3.28840438e+01],\n",
       "         [-7.92070608e-01, -6.94211035e-01,  1.12808405e+00, ...,\n",
       "           3.02599665e+01,  1.12977172e+01, -7.54848336e+00],\n",
       "         [-7.79387367e-01, -3.94994501e+00,  4.72976081e-02, ...,\n",
       "           2.85610291e+00, -3.57192411e+00, -1.43860222e+01],\n",
       "...\n",
       "         [-4.53269460e-02,  2.55691460e+00, -1.38796028e+01, ...,\n",
       "           1.09301736e+01,  2.91733032e+01, -5.67335334e+00],\n",
       "         [ 3.13403175e+01, -2.02553774e+01, -8.29786207e+00, ...,\n",
       "           4.20604330e-02,  9.21999660e+00, -1.45284427e+01],\n",
       "         [ 4.12819882e+01, -1.96391454e+01,  4.83257140e+01, ...,\n",
       "           2.31993479e+01, -5.80801254e+01, -9.63518294e+00]],\n",
       "\n",
       "        [[ 6.89586043e-01, -8.48360567e+00,  4.75094414e+00, ...,\n",
       "          -9.98167135e+00, -4.32605229e+01,  3.75574916e+00],\n",
       "         [ 6.78528490e-01, -2.77002194e+00,  2.94772266e+00, ...,\n",
       "          -3.74855693e+00, -1.34273282e+01,  6.35870209e+00],\n",
       "         [ 8.66345350e-01,  1.47669315e+00,  1.22941535e+00, ...,\n",
       "           2.93527858e+00, -2.76798988e+00,  2.43435545e+00],\n",
       "         ...,\n",
       "         [ 2.01996205e+01, -4.80566073e-01, -1.32108654e+01, ...,\n",
       "          -6.49851376e+00,  4.40126616e+01,  2.13523597e+01],\n",
       "         [ 4.07712185e+01, -5.09266175e+00, -1.81035615e+01, ...,\n",
       "          -3.38392031e-01,  2.21463391e+01, -2.40815489e+01],\n",
       "         [ 6.25027897e+01, -1.85124517e+01,  2.34232529e+01, ...,\n",
       "           1.07659266e+01, -6.60509190e+01,  3.42744616e+01]]]])\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-01-02 ... 2010-12-31\n",
       "  * plev     (plev) float64 1e+03 925.0 850.0 800.0 ... 0.0015 0.001 0.0007\n",
       "  * lat      (lat) float64 -87.16 -83.48 -79.78 -76.07 ... 79.78 83.48 87.16\n",
       "  * wave     (wave) object 1 2 3 &#x27;all&#x27;\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'acceldiv-calc_wn1'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>wave</span>: 4</li><li><span class='xr-has-index'>time</span>: 11680</li><li><span class='xr-has-index'>plev</span>: 63</li><li><span class='xr-has-index'>lat</span>: 48</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-030a4b0c-0572-41ef-8eee-11f8e6b34020' class='xr-array-in' type='checkbox' checked><label for='section-030a4b0c-0572-41ef-8eee-11f8e6b34020' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-1.022 -0.4915 -3.54 -1.106 -2.405 ... 2.323 -12.33 10.77 -66.05 34.27</span></div><div class='xr-array-data'><pre>array([[[[-1.02230600e+00, -4.91521863e-01, -3.54001456e+00, ...,\n",
       "           4.91041213e+01,  2.50465000e+01,  7.01939510e+00],\n",
       "         [-9.88195356e-01, -5.22773049e+00, -1.58145348e-01, ...,\n",
       "           3.46774575e+01,  3.36554111e+01,  2.20181651e+01],\n",
       "         [-8.09004324e-01, -5.12891106e+00,  2.26187755e+00, ...,\n",
       "           1.14351400e+01,  3.38448982e+01,  2.25643745e+01],\n",
       "         ...,\n",
       "         [-2.87038031e+00,  7.96960179e+00, -5.46443247e-02, ...,\n",
       "           6.98225832e+00, -5.22234184e+00,  2.60534216e+00],\n",
       "         [-4.84786595e+01, -2.11373823e+01,  9.31131334e+00, ...,\n",
       "           6.98756252e+00,  1.12218303e+01,  1.32161554e+01],\n",
       "         [-5.70736151e+00, -1.56569688e+01,  8.06920681e+00, ...,\n",
       "           5.69559448e+00,  1.13468003e+01,  1.72049824e+01]],\n",
       "\n",
       "        [[-8.95678205e-01,  2.12489427e+00,  3.85097433e-01, ...,\n",
       "           5.10610289e+01,  3.96147455e+01,  3.28840438e+01],\n",
       "         [-7.92070608e-01, -6.94211035e-01,  1.12808405e+00, ...,\n",
       "           3.02599665e+01,  1.12977172e+01, -7.54848336e+00],\n",
       "         [-7.79387367e-01, -3.94994501e+00,  4.72976081e-02, ...,\n",
       "           2.85610291e+00, -3.57192411e+00, -1.43860222e+01],\n",
       "...\n",
       "         [-4.53269460e-02,  2.55691460e+00, -1.38796028e+01, ...,\n",
       "           1.09301736e+01,  2.91733032e+01, -5.67335334e+00],\n",
       "         [ 3.13403175e+01, -2.02553774e+01, -8.29786207e+00, ...,\n",
       "           4.20604330e-02,  9.21999660e+00, -1.45284427e+01],\n",
       "         [ 4.12819882e+01, -1.96391454e+01,  4.83257140e+01, ...,\n",
       "           2.31993479e+01, -5.80801254e+01, -9.63518294e+00]],\n",
       "\n",
       "        [[ 6.89586043e-01, -8.48360567e+00,  4.75094414e+00, ...,\n",
       "          -9.98167135e+00, -4.32605229e+01,  3.75574916e+00],\n",
       "         [ 6.78528490e-01, -2.77002194e+00,  2.94772266e+00, ...,\n",
       "          -3.74855693e+00, -1.34273282e+01,  6.35870209e+00],\n",
       "         [ 8.66345350e-01,  1.47669315e+00,  1.22941535e+00, ...,\n",
       "           2.93527858e+00, -2.76798988e+00,  2.43435545e+00],\n",
       "         ...,\n",
       "         [ 2.01996205e+01, -4.80566073e-01, -1.32108654e+01, ...,\n",
       "          -6.49851376e+00,  4.40126616e+01,  2.13523597e+01],\n",
       "         [ 4.07712185e+01, -5.09266175e+00, -1.81035615e+01, ...,\n",
       "          -3.38392031e-01,  2.21463391e+01, -2.40815489e+01],\n",
       "         [ 6.25027897e+01, -1.85124517e+01,  2.34232529e+01, ...,\n",
       "           1.07659266e+01, -6.60509190e+01,  3.42744616e+01]]]])</pre></div></div></li><li class='xr-section-item'><input id='section-787d89e9-f3c0-41d9-a9e3-d5274fadb920' class='xr-section-summary-in' type='checkbox'  checked><label for='section-787d89e9-f3c0-41d9-a9e3-d5274fadb920' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1979-01-01 ... 2010-12-31</div><input id='attrs-cb6b6337-9741-41ac-87bf-ad5509946314' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb6b6337-9741-41ac-87bf-ad5509946314' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e9de040-7434-4aef-9a8c-0f0b383d884e' class='xr-var-data-in' type='checkbox'><label for='data-1e9de040-7434-4aef-9a8c-0f0b383d884e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;1979-01-01T00:00:00.000000000&#x27;, &#x27;1979-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;1979-01-03T00:00:00.000000000&#x27;, ..., &#x27;2010-12-29T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-30T00:00:00.000000000&#x27;, &#x27;2010-12-31T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>plev</span></div><div class='xr-var-dims'>(plev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 0.001 0.0007</div><input id='attrs-fcf94c8f-a72c-4d8d-a129-bbebf7127c7d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fcf94c8f-a72c-4d8d-a129-bbebf7127c7d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-973f00fa-bb1c-4971-bf24-7ba569459389' class='xr-var-data-in' type='checkbox'><label for='data-973f00fa-bb1c-4971-bf24-7ba569459389' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>plev_bnds</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array([1.00e+03, 9.25e+02, 8.50e+02, 8.00e+02, 7.80e+02, 7.50e+02, 7.00e+02,\n",
       "       6.50e+02, 6.00e+02, 5.00e+02, 4.50e+02, 4.00e+02, 3.50e+02, 3.00e+02,\n",
       "       2.85e+02, 2.50e+02, 2.00e+02, 1.70e+02, 1.50e+02, 1.30e+02, 1.15e+02,\n",
       "       1.00e+02, 9.00e+01, 8.00e+01, 7.00e+01, 6.00e+01, 5.00e+01, 4.00e+01,\n",
       "       3.50e+01, 3.00e+01, 2.50e+01, 2.00e+01, 1.50e+01, 1.00e+01, 7.00e+00,\n",
       "       5.00e+00, 4.00e+00, 3.00e+00, 2.00e+00, 1.50e+00, 1.00e+00, 7.00e-01,\n",
       "       5.00e-01, 4.00e-01, 3.00e-01, 2.00e-01, 1.50e-01, 1.00e-01, 7.00e-02,\n",
       "       5.00e-02, 4.00e-02, 3.00e-02, 2.00e-02, 1.50e-02, 1.00e-02, 7.00e-03,\n",
       "       5.00e-03, 4.00e-03, 3.00e-03, 2.00e-03, 1.50e-03, 1.00e-03, 7.00e-04])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-87.16 -83.48 ... 83.48 87.16</div><input id='attrs-f813e56b-ef4a-4c83-99f9-78c63cfc8b1a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f813e56b-ef4a-4c83-99f9-78c63cfc8b1a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3490339e-fe95-4b79-bacf-53bb25fa78d7' class='xr-var-data-in' type='checkbox'><label for='data-3490339e-fe95-4b79-bacf-53bb25fa78d7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-87.159094, -83.478937, -79.777046, -76.070244, -72.361581, -68.652017,\n",
       "       -64.941949, -61.231573, -57.520994, -53.810274, -50.099453, -46.388558,\n",
       "       -42.677606, -38.96661 , -35.25558 , -31.544523, -27.833444, -24.122348,\n",
       "       -20.411238, -16.700118, -12.988988,  -9.277853,  -5.566714,  -1.855571,\n",
       "         1.855571,   5.566714,   9.277853,  12.988988,  16.700118,  20.411238,\n",
       "        24.122348,  27.833444,  31.544523,  35.25558 ,  38.96661 ,  42.677606,\n",
       "        46.388558,  50.099453,  53.810274,  57.520994,  61.231573,  64.941949,\n",
       "        68.652017,  72.361581,  76.070244,  79.777046,  83.478937,  87.159094])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>wave</span></div><div class='xr-var-dims'>(wave)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1 2 3 &#x27;all&#x27;</div><input id='attrs-d920c6d0-1a42-40c2-b437-56aa8137554a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d920c6d0-1a42-40c2-b437-56aa8137554a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-748213d7-5262-4848-a67b-d0152d33a668' class='xr-var-data-in' type='checkbox'><label for='data-748213d7-5262-4848-a67b-d0152d33a668' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>wavenumber</dd></dl></div><div class='xr-var-data'><pre>array([1, 2, 3, &#x27;all&#x27;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1460db8a-a204-4799-8c5d-17b00d2c9a4a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1460db8a-a204-4799-8c5d-17b00d2c9a4a' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m/s/day</dd><dt><span>standard_name :</span></dt><dd>ep flux divergence</dd><dt><span>long_name :</span></dt><dd>EP Flux Divergence</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'acceldiv-calc_wn1' (wave: 4, time: 11680, plev: 63, lat: 48)>\n",
       "array([[[[-1.02230600e+00, -4.91521863e-01, -3.54001456e+00, ...,\n",
       "           4.91041213e+01,  2.50465000e+01,  7.01939510e+00],\n",
       "         [-9.88195356e-01, -5.22773049e+00, -1.58145348e-01, ...,\n",
       "           3.46774575e+01,  3.36554111e+01,  2.20181651e+01],\n",
       "         [-8.09004324e-01, -5.12891106e+00,  2.26187755e+00, ...,\n",
       "           1.14351400e+01,  3.38448982e+01,  2.25643745e+01],\n",
       "         ...,\n",
       "         [-2.87038031e+00,  7.96960179e+00, -5.46443247e-02, ...,\n",
       "           6.98225832e+00, -5.22234184e+00,  2.60534216e+00],\n",
       "         [-4.84786595e+01, -2.11373823e+01,  9.31131334e+00, ...,\n",
       "           6.98756252e+00,  1.12218303e+01,  1.32161554e+01],\n",
       "         [-5.70736151e+00, -1.56569688e+01,  8.06920681e+00, ...,\n",
       "           5.69559448e+00,  1.13468003e+01,  1.72049824e+01]],\n",
       "\n",
       "        [[-8.95678205e-01,  2.12489427e+00,  3.85097433e-01, ...,\n",
       "           5.10610289e+01,  3.96147455e+01,  3.28840438e+01],\n",
       "         [-7.92070608e-01, -6.94211035e-01,  1.12808405e+00, ...,\n",
       "           3.02599665e+01,  1.12977172e+01, -7.54848336e+00],\n",
       "         [-7.79387367e-01, -3.94994501e+00,  4.72976081e-02, ...,\n",
       "           2.85610291e+00, -3.57192411e+00, -1.43860222e+01],\n",
       "...\n",
       "         [-4.53269460e-02,  2.55691460e+00, -1.38796028e+01, ...,\n",
       "           1.09301736e+01,  2.91733032e+01, -5.67335334e+00],\n",
       "         [ 3.13403175e+01, -2.02553774e+01, -8.29786207e+00, ...,\n",
       "           4.20604330e-02,  9.21999660e+00, -1.45284427e+01],\n",
       "         [ 4.12819882e+01, -1.96391454e+01,  4.83257140e+01, ...,\n",
       "           2.31993479e+01, -5.80801254e+01, -9.63518294e+00]],\n",
       "\n",
       "        [[ 6.89586043e-01, -8.48360567e+00,  4.75094414e+00, ...,\n",
       "          -9.98167135e+00, -4.32605229e+01,  3.75574916e+00],\n",
       "         [ 6.78528490e-01, -2.77002194e+00,  2.94772266e+00, ...,\n",
       "          -3.74855693e+00, -1.34273282e+01,  6.35870209e+00],\n",
       "         [ 8.66345350e-01,  1.47669315e+00,  1.22941535e+00, ...,\n",
       "           2.93527858e+00, -2.76798988e+00,  2.43435545e+00],\n",
       "         ...,\n",
       "         [ 2.01996205e+01, -4.80566073e-01, -1.32108654e+01, ...,\n",
       "          -6.49851376e+00,  4.40126616e+01,  2.13523597e+01],\n",
       "         [ 4.07712185e+01, -5.09266175e+00, -1.81035615e+01, ...,\n",
       "          -3.38392031e-01,  2.21463391e+01, -2.40815489e+01],\n",
       "         [ 6.25027897e+01, -1.85124517e+01,  2.34232529e+01, ...,\n",
       "           1.07659266e+01, -6.60509190e+01,  3.42744616e+01]]]])\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-01-02 ... 2010-12-31\n",
       "  * plev     (plev) float64 1e+03 925.0 850.0 800.0 ... 0.0015 0.001 0.0007\n",
       "  * lat      (lat) float64 -87.16 -83.48 -79.78 -76.07 ... 79.78 83.48 87.16\n",
       "  * wave     (wave) object 1 2 3 'all'\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sel_var_ls = [f'acceldiv-calc_wn{wave}' for wave in range(1,4)]+['acceldiv-calc']\n",
    "ds_ls = []\n",
    "what = 'anomalies' # 'absolute'#\n",
    "for sel_var in sel_var_ls:        \n",
    "    infile = f'{root_path}{sel_var }/{sel_var}_6hrPlev_CMAM_CMAM30-SD_r1i1p1_19790101-20101231_{what}.nc'\n",
    "    ds = xr.open_dataset(infile)[sel_var]\n",
    "    if sel_var == 'acceldiv-calc':\n",
    "        ds = ds.expand_dims('wave')\n",
    "        ds['wave']=['all']\n",
    "    ds_ls.append(ds.reset_coords(drop=True))\n",
    "\n",
    "ds_all = xr.concat(ds_ls, dim ='wave')\n",
    "#ds[sel_var] = ds[sel_var]#*24*3600.\n",
    "ds_all = ds_all.resample(time = '1D').mean('time')\n",
    "ds_all['time'] = ds_all.indexes['time'].to_datetimeindex()\n",
    "ds_all['plev'] = ds_all['plev']/100.\n",
    "ds_all['plev'].attrs['units'] = 'hPa'\n",
    "ds_all"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "a79f703d-0907-4ed4-acb9-65cff44c0956",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-05-03T14:01:58.016235Z",
     "iopub.status.busy": "2022-05-03T14:01:58.015143Z",
     "iopub.status.idle": "2022-05-03T14:01:58.439252Z",
     "shell.execute_reply": "2022-05-03T14:01:58.438412Z",
     "shell.execute_reply.started": "2022-05-03T14:01:58.016155Z"
    },
    "tags": []
   },
   "outputs": [
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       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;acceldiv-calc_wn1&#x27; (what: 3, lag: 21, wave: 4, plev: 63, lat: 48)&gt;\n",
       "array([[[[[ 3.86279533e-01,  7.26626827e-01, -6.63275502e-02, ...,\n",
       "           -1.76976299e+00, -9.69060263e-02, -2.08182790e+00],\n",
       "          [ 4.10605239e-01, -2.67112610e-01, -3.07667381e-01, ...,\n",
       "           -5.97440980e-01, -1.20269387e-01, -4.92862226e-01],\n",
       "          [ 4.23081744e-01, -1.15331414e+00, -1.44344969e-01, ...,\n",
       "            2.49404138e-01,  2.19027876e-01,  4.87254350e-01],\n",
       "          ...,\n",
       "          [ 9.16775425e-01,  1.98639195e+00,  1.11267415e+00, ...,\n",
       "            2.30773915e+00,  2.45176231e+00, -1.54135184e-01],\n",
       "          [-3.37727184e+00,  3.51806852e-01, -6.08316604e-01, ...,\n",
       "            9.61797338e-01,  3.90415218e+00,  7.50626056e+00],\n",
       "          [-6.90325528e+00,  1.95014947e+00, -3.07158573e+00, ...,\n",
       "           -1.26502671e+00,  3.99553712e+00,  9.04082421e+00]],\n",
       "\n",
       "         [[-9.30943797e-02,  1.95074201e+00,  7.20031770e-01, ...,\n",
       "           -1.88248387e+00, -1.54266307e+00, -1.38287232e+00],\n",
       "          [-9.78139195e-02,  1.26967648e+00,  3.02637189e-01, ...,\n",
       "           -6.11935942e-01, -9.37889164e-01, -3.40134836e-01],\n",
       "          [-6.87175415e-02,  9.29147838e-01,  1.00241942e-02, ...,\n",
       "            7.66261505e-01,  7.11193262e-01,  2.40758580e-01],\n",
       "...\n",
       "          [ 4.71162693e-01, -4.54500111e-01,  4.85687499e-02, ...,\n",
       "           -9.95383226e-01,  1.65296214e-01,  4.11693310e-01],\n",
       "          [ 1.47621452e-01, -4.76561439e-02, -2.08355778e-01, ...,\n",
       "           -4.91991683e-01, -8.99945482e-01, -2.08827164e+00],\n",
       "          [ 7.18164811e-01,  6.51567589e-01, -1.44465407e+00, ...,\n",
       "            8.08965398e-01, -1.58422462e+00, -2.32789182e+00]],\n",
       "\n",
       "         [[ 6.13138686e-02, -5.34954091e-01,  6.21007189e-01, ...,\n",
       "           -5.78745480e+00, -1.94654256e+00,  1.32383307e+00],\n",
       "          [ 7.13205901e-02, -3.73835910e-01,  5.38066665e-01, ...,\n",
       "           -3.12495654e+00, -2.96464606e-01,  2.85237773e+00],\n",
       "          [ 8.89473277e-02, -5.00263281e-03,  2.88896818e-01, ...,\n",
       "           -3.66826852e-01,  5.01593734e-01,  3.01481754e+00],\n",
       "          ...,\n",
       "          [ 1.94460199e+00, -7.02729897e+00,  2.39544748e+00, ...,\n",
       "           -2.37289187e+00,  1.09928673e+00, -3.09452244e+00],\n",
       "          [ 2.97284042e+00, -8.07833080e+00, -1.39767982e+00, ...,\n",
       "            2.55289941e-01,  3.67514731e+00, -1.49218042e+00],\n",
       "          [-3.49038004e+00,  1.14362656e+01,  5.66040598e+00, ...,\n",
       "            3.00948684e+00,  2.14127073e+00,  3.74288163e-01]]]]])\n",
       "Coordinates:\n",
       "  * plev     (plev) float64 1e+03 925.0 850.0 800.0 ... 0.0015 0.001 0.0007\n",
       "  * lat      (lat) float64 -87.16 -83.48 -79.78 -76.07 ... 79.78 83.48 87.16\n",
       "  * wave     (wave) object 1 2 3 &#x27;all&#x27;\n",
       "  * lag      (lag) int64 -10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10\n",
       "  * what     (what) &lt;U9 &#x27;himalayas&#x27; &#x27;eastasia&#x27; &#x27;westamer&#x27;\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'acceldiv-calc_wn1'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>what</span>: 3</li><li><span class='xr-has-index'>lag</span>: 21</li><li><span class='xr-has-index'>wave</span>: 4</li><li><span class='xr-has-index'>plev</span>: 63</li><li><span class='xr-has-index'>lat</span>: 48</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-3c896e1f-d9c0-4a51-aaff-8c7a064aadfa' class='xr-array-in' type='checkbox' checked><label for='section-3c896e1f-d9c0-4a51-aaff-8c7a064aadfa' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.3863 0.7266 -0.06633 0.8378 -0.981 ... 0.09656 3.009 2.141 0.3743</span></div><div class='xr-array-data'><pre>array([[[[[ 3.86279533e-01,  7.26626827e-01, -6.63275502e-02, ...,\n",
       "           -1.76976299e+00, -9.69060263e-02, -2.08182790e+00],\n",
       "          [ 4.10605239e-01, -2.67112610e-01, -3.07667381e-01, ...,\n",
       "           -5.97440980e-01, -1.20269387e-01, -4.92862226e-01],\n",
       "          [ 4.23081744e-01, -1.15331414e+00, -1.44344969e-01, ...,\n",
       "            2.49404138e-01,  2.19027876e-01,  4.87254350e-01],\n",
       "          ...,\n",
       "          [ 9.16775425e-01,  1.98639195e+00,  1.11267415e+00, ...,\n",
       "            2.30773915e+00,  2.45176231e+00, -1.54135184e-01],\n",
       "          [-3.37727184e+00,  3.51806852e-01, -6.08316604e-01, ...,\n",
       "            9.61797338e-01,  3.90415218e+00,  7.50626056e+00],\n",
       "          [-6.90325528e+00,  1.95014947e+00, -3.07158573e+00, ...,\n",
       "           -1.26502671e+00,  3.99553712e+00,  9.04082421e+00]],\n",
       "\n",
       "         [[-9.30943797e-02,  1.95074201e+00,  7.20031770e-01, ...,\n",
       "           -1.88248387e+00, -1.54266307e+00, -1.38287232e+00],\n",
       "          [-9.78139195e-02,  1.26967648e+00,  3.02637189e-01, ...,\n",
       "           -6.11935942e-01, -9.37889164e-01, -3.40134836e-01],\n",
       "          [-6.87175415e-02,  9.29147838e-01,  1.00241942e-02, ...,\n",
       "            7.66261505e-01,  7.11193262e-01,  2.40758580e-01],\n",
       "...\n",
       "          [ 4.71162693e-01, -4.54500111e-01,  4.85687499e-02, ...,\n",
       "           -9.95383226e-01,  1.65296214e-01,  4.11693310e-01],\n",
       "          [ 1.47621452e-01, -4.76561439e-02, -2.08355778e-01, ...,\n",
       "           -4.91991683e-01, -8.99945482e-01, -2.08827164e+00],\n",
       "          [ 7.18164811e-01,  6.51567589e-01, -1.44465407e+00, ...,\n",
       "            8.08965398e-01, -1.58422462e+00, -2.32789182e+00]],\n",
       "\n",
       "         [[ 6.13138686e-02, -5.34954091e-01,  6.21007189e-01, ...,\n",
       "           -5.78745480e+00, -1.94654256e+00,  1.32383307e+00],\n",
       "          [ 7.13205901e-02, -3.73835910e-01,  5.38066665e-01, ...,\n",
       "           -3.12495654e+00, -2.96464606e-01,  2.85237773e+00],\n",
       "          [ 8.89473277e-02, -5.00263281e-03,  2.88896818e-01, ...,\n",
       "           -3.66826852e-01,  5.01593734e-01,  3.01481754e+00],\n",
       "          ...,\n",
       "          [ 1.94460199e+00, -7.02729897e+00,  2.39544748e+00, ...,\n",
       "           -2.37289187e+00,  1.09928673e+00, -3.09452244e+00],\n",
       "          [ 2.97284042e+00, -8.07833080e+00, -1.39767982e+00, ...,\n",
       "            2.55289941e-01,  3.67514731e+00, -1.49218042e+00],\n",
       "          [-3.49038004e+00,  1.14362656e+01,  5.66040598e+00, ...,\n",
       "            3.00948684e+00,  2.14127073e+00,  3.74288163e-01]]]]])</pre></div></div></li><li class='xr-section-item'><input id='section-33fc5d4d-6d5d-4322-bf07-87e8c1d0cf50' class='xr-section-summary-in' type='checkbox'  checked><label for='section-33fc5d4d-6d5d-4322-bf07-87e8c1d0cf50' class='xr-section-summary' >Coordinates: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>plev</span></div><div class='xr-var-dims'>(plev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 0.001 0.0007</div><input id='attrs-5419d2ea-d4e8-43f8-9ff2-33d3210f92b3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5419d2ea-d4e8-43f8-9ff2-33d3210f92b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bab4d3d4-683a-4886-a7b9-a361da156f11' class='xr-var-data-in' type='checkbox'><label for='data-bab4d3d4-683a-4886-a7b9-a361da156f11' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>plev_bnds</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array([1.00e+03, 9.25e+02, 8.50e+02, 8.00e+02, 7.80e+02, 7.50e+02, 7.00e+02,\n",
       "       6.50e+02, 6.00e+02, 5.00e+02, 4.50e+02, 4.00e+02, 3.50e+02, 3.00e+02,\n",
       "       2.85e+02, 2.50e+02, 2.00e+02, 1.70e+02, 1.50e+02, 1.30e+02, 1.15e+02,\n",
       "       1.00e+02, 9.00e+01, 8.00e+01, 7.00e+01, 6.00e+01, 5.00e+01, 4.00e+01,\n",
       "       3.50e+01, 3.00e+01, 2.50e+01, 2.00e+01, 1.50e+01, 1.00e+01, 7.00e+00,\n",
       "       5.00e+00, 4.00e+00, 3.00e+00, 2.00e+00, 1.50e+00, 1.00e+00, 7.00e-01,\n",
       "       5.00e-01, 4.00e-01, 3.00e-01, 2.00e-01, 1.50e-01, 1.00e-01, 7.00e-02,\n",
       "       5.00e-02, 4.00e-02, 3.00e-02, 2.00e-02, 1.50e-02, 1.00e-02, 7.00e-03,\n",
       "       5.00e-03, 4.00e-03, 3.00e-03, 2.00e-03, 1.50e-03, 1.00e-03, 7.00e-04])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-87.16 -83.48 ... 83.48 87.16</div><input id='attrs-bdd99f4d-a5cb-432a-a5c4-4141fd571d09' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bdd99f4d-a5cb-432a-a5c4-4141fd571d09' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e285ce33-b109-49fa-81eb-ac052254d942' class='xr-var-data-in' type='checkbox'><label for='data-e285ce33-b109-49fa-81eb-ac052254d942' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-87.159094, -83.478937, -79.777046, -76.070244, -72.361581, -68.652017,\n",
       "       -64.941949, -61.231573, -57.520994, -53.810274, -50.099453, -46.388558,\n",
       "       -42.677606, -38.96661 , -35.25558 , -31.544523, -27.833444, -24.122348,\n",
       "       -20.411238, -16.700118, -12.988988,  -9.277853,  -5.566714,  -1.855571,\n",
       "         1.855571,   5.566714,   9.277853,  12.988988,  16.700118,  20.411238,\n",
       "        24.122348,  27.833444,  31.544523,  35.25558 ,  38.96661 ,  42.677606,\n",
       "        46.388558,  50.099453,  53.810274,  57.520994,  61.231573,  64.941949,\n",
       "        68.652017,  72.361581,  76.070244,  79.777046,  83.478937,  87.159094])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>wave</span></div><div class='xr-var-dims'>(wave)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1 2 3 &#x27;all&#x27;</div><input id='attrs-c5feb073-dc17-4f21-b042-47d7c65607b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c5feb073-dc17-4f21-b042-47d7c65607b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f68b9d57-0c2f-40bc-ba0b-a5246b5d1927' class='xr-var-data-in' type='checkbox'><label for='data-f68b9d57-0c2f-40bc-ba0b-a5246b5d1927' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>wavenumber</dd></dl></div><div class='xr-var-data'><pre>array([1, 2, 3, &#x27;all&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lag</span></div><div class='xr-var-dims'>(lag)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>-10 -9 -8 -7 -6 -5 ... 5 6 7 8 9 10</div><input id='attrs-96dd7d41-6cfc-4c2b-94c8-fabc121df863' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96dd7d41-6cfc-4c2b-94c8-fabc121df863' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06015d36-4b4b-46c2-a64a-9e2fc1d9b8c3' class='xr-var-data-in' type='checkbox'><label for='data-06015d36-4b4b-46c2-a64a-9e2fc1d9b8c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-10,  -9,  -8,  -7,  -6,  -5,  -4,  -3,  -2,  -1,   0,   1,   2,   3,\n",
       "         4,   5,   6,   7,   8,   9,  10])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>what</span></div><div class='xr-var-dims'>(what)</div><div class='xr-var-dtype'>&lt;U9</div><div class='xr-var-preview xr-preview'>&#x27;himalayas&#x27; &#x27;eastasia&#x27; &#x27;westamer&#x27;</div><input id='attrs-a97b2182-935d-4207-964f-3b834e718ee6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a97b2182-935d-4207-964f-3b834e718ee6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-086cd24f-f971-460c-ade4-f3e563dec576' class='xr-var-data-in' type='checkbox'><label for='data-086cd24f-f971-460c-ade4-f3e563dec576' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;himalayas&#x27;, &#x27;eastasia&#x27;, &#x27;westamer&#x27;], dtype=&#x27;&lt;U9&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5c514ed4-4794-40a7-a559-68d63533c018' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5c514ed4-4794-40a7-a559-68d63533c018' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m/s/day</dd><dt><span>standard_name :</span></dt><dd>ep flux divergence</dd><dt><span>long_name :</span></dt><dd>EP Flux Divergence</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'acceldiv-calc_wn1' (what: 3, lag: 21, wave: 4, plev: 63, lat: 48)>\n",
       "array([[[[[ 3.86279533e-01,  7.26626827e-01, -6.63275502e-02, ...,\n",
       "           -1.76976299e+00, -9.69060263e-02, -2.08182790e+00],\n",
       "          [ 4.10605239e-01, -2.67112610e-01, -3.07667381e-01, ...,\n",
       "           -5.97440980e-01, -1.20269387e-01, -4.92862226e-01],\n",
       "          [ 4.23081744e-01, -1.15331414e+00, -1.44344969e-01, ...,\n",
       "            2.49404138e-01,  2.19027876e-01,  4.87254350e-01],\n",
       "          ...,\n",
       "          [ 9.16775425e-01,  1.98639195e+00,  1.11267415e+00, ...,\n",
       "            2.30773915e+00,  2.45176231e+00, -1.54135184e-01],\n",
       "          [-3.37727184e+00,  3.51806852e-01, -6.08316604e-01, ...,\n",
       "            9.61797338e-01,  3.90415218e+00,  7.50626056e+00],\n",
       "          [-6.90325528e+00,  1.95014947e+00, -3.07158573e+00, ...,\n",
       "           -1.26502671e+00,  3.99553712e+00,  9.04082421e+00]],\n",
       "\n",
       "         [[-9.30943797e-02,  1.95074201e+00,  7.20031770e-01, ...,\n",
       "           -1.88248387e+00, -1.54266307e+00, -1.38287232e+00],\n",
       "          [-9.78139195e-02,  1.26967648e+00,  3.02637189e-01, ...,\n",
       "           -6.11935942e-01, -9.37889164e-01, -3.40134836e-01],\n",
       "          [-6.87175415e-02,  9.29147838e-01,  1.00241942e-02, ...,\n",
       "            7.66261505e-01,  7.11193262e-01,  2.40758580e-01],\n",
       "...\n",
       "          [ 4.71162693e-01, -4.54500111e-01,  4.85687499e-02, ...,\n",
       "           -9.95383226e-01,  1.65296214e-01,  4.11693310e-01],\n",
       "          [ 1.47621452e-01, -4.76561439e-02, -2.08355778e-01, ...,\n",
       "           -4.91991683e-01, -8.99945482e-01, -2.08827164e+00],\n",
       "          [ 7.18164811e-01,  6.51567589e-01, -1.44465407e+00, ...,\n",
       "            8.08965398e-01, -1.58422462e+00, -2.32789182e+00]],\n",
       "\n",
       "         [[ 6.13138686e-02, -5.34954091e-01,  6.21007189e-01, ...,\n",
       "           -5.78745480e+00, -1.94654256e+00,  1.32383307e+00],\n",
       "          [ 7.13205901e-02, -3.73835910e-01,  5.38066665e-01, ...,\n",
       "           -3.12495654e+00, -2.96464606e-01,  2.85237773e+00],\n",
       "          [ 8.89473277e-02, -5.00263281e-03,  2.88896818e-01, ...,\n",
       "           -3.66826852e-01,  5.01593734e-01,  3.01481754e+00],\n",
       "          ...,\n",
       "          [ 1.94460199e+00, -7.02729897e+00,  2.39544748e+00, ...,\n",
       "           -2.37289187e+00,  1.09928673e+00, -3.09452244e+00],\n",
       "          [ 2.97284042e+00, -8.07833080e+00, -1.39767982e+00, ...,\n",
       "            2.55289941e-01,  3.67514731e+00, -1.49218042e+00],\n",
       "          [-3.49038004e+00,  1.14362656e+01,  5.66040598e+00, ...,\n",
       "            3.00948684e+00,  2.14127073e+00,  3.74288163e-01]]]]])\n",
       "Coordinates:\n",
       "  * plev     (plev) float64 1e+03 925.0 850.0 800.0 ... 0.0015 0.001 0.0007\n",
       "  * lat      (lat) float64 -87.16 -83.48 -79.78 -76.07 ... 79.78 83.48 87.16\n",
       "  * wave     (wave) object 1 2 3 'all'\n",
       "  * lag      (lag) int64 -10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10\n",
       "  * what     (what) <U9 'himalayas' 'eastasia' 'westamer'\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "name_ls = ['himalayas','eastasia','westamer']\n",
    "ds_ls2 = []\n",
    "max_lag = 10\n",
    "g_method = 'dayofyear' # 'month'\n",
    "sel_plev_ls = [10,30,300,500]\n",
    "\n",
    "for name in name_ls:\n",
    "    df_dates = open_date_file(f\"accelogw_{name}_hotspot@70hPa_20dayts_indexes.csv\")\n",
    "    \n",
    "    ds_ls = []\n",
    "    for il, lag in enumerate(range(-max_lag,max_lag+1)):\n",
    "        #print(lag)\n",
    "        dates = df_dates.set_index('BeginDate')\n",
    "\n",
    "        dates = dates.index + pd.Timedelta(str(lag)+' days')\n",
    "        #filter lags withi 29th February\n",
    "        #dates = dates[dates.apply(lambda x: not (x.day in [29] and x.month in [2]))]\n",
    "        dates = dates[~((dates.month == 2) & (dates.day == 29))]\n",
    "        #filter dates shited to year out of range\n",
    "        #dates = dates[dates.apply(lambda x: not (x.year in [1978,2011]))]\n",
    "        dates =  dates[(dates.year != 2011) & (dates.year != 1978)]\n",
    "        dates = dates[(dates.month == 12) | (dates.month == 1) | (dates.month == 2)]\n",
    "        \n",
    "        # plev = [300,200,30,10]\n",
    "        ds_sel_dates = ds_all.sel(time = dates).mean('time') \n",
    "        #temp = tm_mean_xr(ds_sel_dates, ['lat','plev'])#(trim_mean(ds_sel_dates['refr_index'].stack(points = ('lat','plev')).values, 0.1, axis=2)\n",
    "        ds_ls.append(ds_sel_dates)#xr.DataArray(temp, dims = ['wavenumber']))\n",
    "        \n",
    "    temp = xr.concat(ds_ls, dim = 'lag')\n",
    "    temp['lag'] = range(-max_lag, max_lag+1)\n",
    "    ds_ls2.append(temp)\n",
    "    \n",
    "ds_all_comp = xr.concat(ds_ls2, dim = 'what')\n",
    "ds_all_comp['what'] = name_ls\n",
    "ds_all_comp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "35c0ca84-cf92-424a-8901-d086574c2cf3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-05-03T14:20:18.424202Z",
     "iopub.status.busy": "2022-05-03T14:20:18.423582Z",
     "iopub.status.idle": "2022-05-03T14:20:21.232527Z",
     "shell.execute_reply": "2022-05-03T14:20:21.231591Z",
     "shell.execute_reply.started": "2022-05-03T14:20:18.424142Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1368x864 with 25 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cmap = mpl.cm.PuOr_r\n",
    "\n",
    "ds_all_comp.sel(\n",
    "    lag=[0,1,2,3,5,7], \n",
    "    lat = slice(0,90),\n",
    "    plev=slice(None,1),\n",
    "    what = 'himalayas'\n",
    ").plot(\n",
    "    x = 'lat', \n",
    "    col = 'lag',\n",
    "    row = 'wave',\n",
    "    yincrease = False,\n",
    "    cmap = cmap,\n",
    "    robust = True\n",
    ")\n",
    "plt.yscale('log')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "52915699-3ef4-4e01-bfb5-cfe084b74baf",
   "metadata": {},
   "source": [
    "## Lines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "057d7987-cb3e-4449-979b-e1e9c640a251",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T15:26:50.084718Z",
     "iopub.status.busy": "2022-04-25T15:26:50.084262Z",
     "iopub.status.idle": "2022-04-25T15:26:50.482509Z",
     "shell.execute_reply": "2022-04-25T15:26:50.481824Z",
     "shell.execute_reply.started": "2022-04-25T15:26:50.084693Z"
    },
    "tags": []
   },
   "outputs": [
    {
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       "  display: none;\n",
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       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
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       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
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       "  list-style: none;\n",
       "  padding: 0 !important;\n",
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       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
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       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
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       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
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       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
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       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
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       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
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       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
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       "\n",
       ".xr-var-name {\n",
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       "\n",
       ".xr-var-dims {\n",
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       ".xr-var-dtype {\n",
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       ".xr-var-preview {\n",
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       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
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       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
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       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
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       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
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       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;acceldiv-calc_wn1&#x27; (what: 3, lag: 21, wave: 4, time: 1565, plev: 4)&gt;\n",
       "array([[[[[ 2.15433547e+00,  4.83495809e-01,  6.18310742e+00,\n",
       "           -3.11615415e-01],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          ...,\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan]],\n",
       "\n",
       "         [[ 6.81387017e+00,  1.04468980e+00, -6.53117530e+00,\n",
       "            2.66213139e+00],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "...\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [ 2.31929135e-01, -6.02892436e-02,  1.95402396e+00,\n",
       "           -2.12273395e+00]],\n",
       "\n",
       "         [[            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          ...,\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [ 1.55225390e+00, -1.65220155e+00, -3.89799783e+00,\n",
       "           -7.46026443e-03]]]]])\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1979-01-06 1979-01-07 ... 2010-12-30\n",
       "  * plev     (plev) float64 10.0 30.0 300.0 500.0\n",
       "  * wave     (wave) object 1 2 3 &#x27;all&#x27;\n",
       "  * lag      (lag) int64 -10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10\n",
       "  * what     (what) &lt;U9 &#x27;himalayas&#x27; &#x27;eastasia&#x27; &#x27;westamer&#x27;\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'acceldiv-calc_wn1'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>what</span>: 3</li><li><span class='xr-has-index'>lag</span>: 21</li><li><span class='xr-has-index'>wave</span>: 4</li><li><span class='xr-has-index'>time</span>: 1565</li><li><span class='xr-has-index'>plev</span>: 4</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-73767e0c-5f00-4af1-80e1-e7b0b7b347b4' class='xr-array-in' type='checkbox' checked><label for='section-73767e0c-5f00-4af1-80e1-e7b0b7b347b4' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>2.154 0.4835 6.183 -0.3116 nan ... nan 1.552 -1.652 -3.898 -0.00746</span></div><div class='xr-array-data'><pre>array([[[[[ 2.15433547e+00,  4.83495809e-01,  6.18310742e+00,\n",
       "           -3.11615415e-01],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          ...,\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan]],\n",
       "\n",
       "         [[ 6.81387017e+00,  1.04468980e+00, -6.53117530e+00,\n",
       "            2.66213139e+00],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "...\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [ 2.31929135e-01, -6.02892436e-02,  1.95402396e+00,\n",
       "           -2.12273395e+00]],\n",
       "\n",
       "         [[            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          ...,\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [ 1.55225390e+00, -1.65220155e+00, -3.89799783e+00,\n",
       "           -7.46026443e-03]]]]])</pre></div></div></li><li class='xr-section-item'><input id='section-273da5f5-7bb3-4a4c-a7cc-d476c7da793c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-273da5f5-7bb3-4a4c-a7cc-d476c7da793c' class='xr-section-summary' >Coordinates: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1979-01-06 ... 2010-12-30</div><input id='attrs-1662423d-13bc-47f8-82d0-3741195fa4f6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1662423d-13bc-47f8-82d0-3741195fa4f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7a4ecb1-0b9e-438e-ab15-93e2f56491ee' class='xr-var-data-in' type='checkbox'><label for='data-f7a4ecb1-0b9e-438e-ab15-93e2f56491ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;1979-01-06T00:00:00.000000000&#x27;, &#x27;1979-01-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;1979-01-08T00:00:00.000000000&#x27;, ..., &#x27;2010-12-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-29T00:00:00.000000000&#x27;, &#x27;2010-12-30T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>plev</span></div><div class='xr-var-dims'>(plev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0 30.0 300.0 500.0</div><input id='attrs-fe058714-6f2d-401e-8b01-60c183f85e41' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fe058714-6f2d-401e-8b01-60c183f85e41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef092d63-35eb-4270-8ccd-406753ef14d8' class='xr-var-data-in' type='checkbox'><label for='data-ef092d63-35eb-4270-8ccd-406753ef14d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>bounds :</span></dt><dd>plev_bnds</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array([ 10.,  30., 300., 500.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>wave</span></div><div class='xr-var-dims'>(wave)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1 2 3 &#x27;all&#x27;</div><input id='attrs-05b889d5-dc75-4486-b6ca-312ce59b5314' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05b889d5-dc75-4486-b6ca-312ce59b5314' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95fd3038-682e-4215-bea3-25b5b4cd6961' class='xr-var-data-in' type='checkbox'><label for='data-95fd3038-682e-4215-bea3-25b5b4cd6961' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>wavenumber</dd></dl></div><div class='xr-var-data'><pre>array([1, 2, 3, &#x27;all&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lag</span></div><div class='xr-var-dims'>(lag)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>-10 -9 -8 -7 -6 -5 ... 5 6 7 8 9 10</div><input id='attrs-9e4767d5-f014-4143-922d-2c2345e88894' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9e4767d5-f014-4143-922d-2c2345e88894' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df20db60-c30c-4931-939f-d49648470538' class='xr-var-data-in' type='checkbox'><label for='data-df20db60-c30c-4931-939f-d49648470538' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-10,  -9,  -8,  -7,  -6,  -5,  -4,  -3,  -2,  -1,   0,   1,   2,   3,\n",
       "         4,   5,   6,   7,   8,   9,  10])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>what</span></div><div class='xr-var-dims'>(what)</div><div class='xr-var-dtype'>&lt;U9</div><div class='xr-var-preview xr-preview'>&#x27;himalayas&#x27; &#x27;eastasia&#x27; &#x27;westamer&#x27;</div><input id='attrs-9a716b94-efca-4e45-810c-d87db26580c0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a716b94-efca-4e45-810c-d87db26580c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b946d63b-c48e-4371-b289-382bc1389dbb' class='xr-var-data-in' type='checkbox'><label for='data-b946d63b-c48e-4371-b289-382bc1389dbb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;himalayas&#x27;, &#x27;eastasia&#x27;, &#x27;westamer&#x27;], dtype=&#x27;&lt;U9&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b116fdb3-3f96-4f79-bfa4-0ffb6f72d19f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b116fdb3-3f96-4f79-bfa4-0ffb6f72d19f' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m/s/day</dd><dt><span>standard_name :</span></dt><dd>ep flux divergence</dd><dt><span>long_name :</span></dt><dd>EP Flux Divergence</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'acceldiv-calc_wn1' (what: 3, lag: 21, wave: 4, time: 1565, plev: 4)>\n",
       "array([[[[[ 2.15433547e+00,  4.83495809e-01,  6.18310742e+00,\n",
       "           -3.11615415e-01],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          ...,\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan]],\n",
       "\n",
       "         [[ 6.81387017e+00,  1.04468980e+00, -6.53117530e+00,\n",
       "            2.66213139e+00],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "...\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [ 2.31929135e-01, -6.02892436e-02,  1.95402396e+00,\n",
       "           -2.12273395e+00]],\n",
       "\n",
       "         [[            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          ...,\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [            nan,             nan,             nan,\n",
       "                       nan],\n",
       "          [ 1.55225390e+00, -1.65220155e+00, -3.89799783e+00,\n",
       "           -7.46026443e-03]]]]])\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1979-01-06 1979-01-07 ... 2010-12-30\n",
       "  * plev     (plev) float64 10.0 30.0 300.0 500.0\n",
       "  * wave     (wave) object 1 2 3 'all'\n",
       "  * lag      (lag) int64 -10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10\n",
       "  * what     (what) <U9 'himalayas' 'eastasia' 'westamer'\n",
       "Attributes:\n",
       "    units:          m/s/day\n",
       "    standard_name:  ep flux divergence\n",
       "    long_name:      EP Flux Divergence"
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "name_ls = ['himalayas','eastasia','westamer']\n",
    "ds_ls2 = []\n",
    "max_lag = 10\n",
    "g_method = 'dayofyear' # 'month'\n",
    "sel_plev_ls = [10,30,300,500]\n",
    "\n",
    "for name in name_ls:\n",
    "    df_dates = open_date_file(f\"accelogw_{name}_hotspot@70hPa_20dayts_indexes.csv\")\n",
    "    \n",
    "    ds_ls = []\n",
    "    for il, lag in enumerate(range(-max_lag,max_lag+1)):\n",
    "        #print(lag)\n",
    "        dates = df_dates.set_index('BeginDate')\n",
    "\n",
    "        dates = dates.index + pd.Timedelta(str(lag)+' days')\n",
    "        #filter lags withi 29th February\n",
    "        #dates = dates[dates.apply(lambda x: not (x.day in [29] and x.month in [2]))]\n",
    "        dates = dates[~((dates.month == 2) & (dates.day == 29))]\n",
    "        #filter dates shited to year out of range\n",
    "        #dates = dates[dates.apply(lambda x: not (x.year in [1978,2011]))]\n",
    "        dates =  dates[(dates.year != 2011) & (dates.year != 1978)]\n",
    "        dates = dates[(dates.month == 12) | (dates.month == 1) | (dates.month == 2)]\n",
    "        \n",
    "        # plev = [300,200,30,10]\n",
    "        ds_sel_dates = ds_all.sel(time = dates, \\\n",
    "                              plev = sel_plev_ls, \\\n",
    "                              lat = slice(60,80)).mean(['lat']) \n",
    "        #temp = tm_mean_xr(ds_sel_dates, ['lat','plev'])#(trim_mean(ds_sel_dates['refr_index'].stack(points = ('lat','plev')).values, 0.1, axis=2)\n",
    "        ds_ls.append(ds_sel_dates)#xr.DataArray(temp, dims = ['wavenumber']))\n",
    "        \n",
    "    temp = xr.concat(ds_ls, dim = 'lag')\n",
    "    temp['lag'] = range(-max_lag, max_lag+1)\n",
    "    ds_ls2.append(temp)\n",
    "    \n",
    "ds_all_comp = xr.concat(ds_ls2, dim = 'what')\n",
    "ds_all_comp['what'] = name_ls\n",
    "ds_all_comp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "fbd716af-db5d-4383-99df-2e5b4f549f69",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T15:26:50.483902Z",
     "iopub.status.busy": "2022-04-25T15:26:50.483434Z",
     "iopub.status.idle": "2022-04-25T15:26:50.682234Z",
     "shell.execute_reply": "2022-04-25T15:26:50.681522Z",
     "shell.execute_reply.started": "2022-04-25T15:26:50.483881Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>what</th>\n",
       "      <th>lag</th>\n",
       "      <th>wave</th>\n",
       "      <th>plev</th>\n",
       "      <th>acceldiv-calc</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>himalayas</td>\n",
       "      <td>-10</td>\n",
       "      <td>1</td>\n",
       "      <td>10.0</td>\n",
       "      <td>2.154335</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>himalayas</td>\n",
       "      <td>-10</td>\n",
       "      <td>1</td>\n",
       "      <td>30.0</td>\n",
       "      <td>0.483496</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>himalayas</td>\n",
       "      <td>-10</td>\n",
       "      <td>1</td>\n",
       "      <td>300.0</td>\n",
       "      <td>6.183107</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>himalayas</td>\n",
       "      <td>-10</td>\n",
       "      <td>1</td>\n",
       "      <td>500.0</td>\n",
       "      <td>-0.311615</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>himalayas</td>\n",
       "      <td>-10</td>\n",
       "      <td>1</td>\n",
       "      <td>10.0</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        what  lag wave   plev  acceldiv-calc\n",
       "0  himalayas  -10    1   10.0       2.154335\n",
       "1  himalayas  -10    1   30.0       0.483496\n",
       "2  himalayas  -10    1  300.0       6.183107\n",
       "3  himalayas  -10    1  500.0      -0.311615\n",
       "4  himalayas  -10    1   10.0            NaN"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_all = ds_all_comp.to_dataframe(name = sel_var).reset_index().drop(columns=['time'])#)\n",
    "df_all.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "5a1c3940-5b31-48b6-89ae-b9c62670d0ed",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T15:26:50.683752Z",
     "iopub.status.busy": "2022-04-25T15:26:50.683474Z",
     "iopub.status.idle": "2022-04-25T15:26:59.513401Z",
     "shell.execute_reply": "2022-04-25T15:26:59.512855Z",
     "shell.execute_reply.started": "2022-04-25T15:26:50.683731Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 878.6900000000002, 'lag [day]')"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 969.2x1152 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sel_what = 'himalayas'\n",
    "                      \n",
    "mask = (df_all['what'] == sel_what)# & (df_all['wavenumber'] == 1) \n",
    "data = df_all[mask]#.drop(columns = '')\n",
    "\n",
    "g = sns.FacetGrid(\n",
    "    data,  \n",
    "    hue = 'wave', \n",
    "    sharey=True,  \n",
    "    height = 4, \n",
    "    aspect = 3, \n",
    "    row = 'plev',\n",
    ")#, margin_titles = True) row = 'wavenumber',\n",
    "g.map(sns.lineplot, \"lag\", sel_var, n_boot=1000) # 10000\n",
    "g.add_legend()\n",
    "g.map(plt.axvline, x=0, c='gray', lw = 2)\n",
    "#g.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n",
    "#g.set(yscale='log')\n",
    "#g.map(plt.axhline, y=0, c='k')\n",
    "g.axes[0][0].xaxis.set_major_locator(MultipleLocator(2))\n",
    "#g.axes[0][0].set_ylabel('refr. index')\n",
    "g.axes[0][0].set_xlabel('lag [day]')\n",
    "#plt.savefig(f'refr_lagA_composite_CI.pdf', bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "c1e62be1-4e75-4ffd-a382-dd924032a36c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-04-25T15:26:59.514367Z",
     "iopub.status.busy": "2022-04-25T15:26:59.514209Z",
     "iopub.status.idle": "2022-04-25T15:27:02.395371Z",
     "shell.execute_reply": "2022-04-25T15:27:02.394621Z",
     "shell.execute_reply.started": "2022-04-25T15:26:59.514348Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 878.6900000000002, 'lag [day]')"
      ]
     },
     "execution_count": 61,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 881.6x1152 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sel_what = 'himalayas'\n",
    "                      \n",
    "mask = (df_all['what'] == sel_what) & (df_all['wave'] == 2) \n",
    "data = df_all[mask]#.drop(columns = '')\n",
    "\n",
    "g = sns.FacetGrid(\n",
    "    data,  \n",
    "    sharey=True,  \n",
    "    height = 4, \n",
    "    aspect = 3, \n",
    "    row = 'plev',\n",
    ")#, margin_titles = True) row = 'wavenumber',\n",
    "g.map(sns.lineplot, \"lag\", sel_var, n_boot=1000) # 10000\n",
    "g.add_legend()\n",
    "g.map(plt.axvline, x=0, c='gray', lw = 2)\n",
    "#g.legend(loc='center left', bbox_to_anchor=(1, 0.5))\n",
    "#g.set(yscale='log')\n",
    "#g.map(plt.axhline, y=0, c='k')\n",
    "g.axes[0][0].xaxis.set_major_locator(MultipleLocator(2))\n",
    "#g.axes[0][0].set_ylabel('refr. index')\n",
    "g.axes[0][0].set_xlabel('lag [day]')\n",
    "#plt.savefig(f'refr_lagA_composite_CI.pdf', bbox_inches='tight')"
   ]
  }
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