diff --git a/reduction/data/reference_fbck.txt b/reduction/data/reference_fbck.txt
index 646e709..1959c82 100644
--- a/reduction/data/reference_fbck.txt
+++ b/reduction/data/reference_fbck.txt
@@ -2,7 +2,7 @@
# Reduction 2.0.13
# Run title: sample1_pcps_d2o_peg600_5pct-198409-1.
# Run start time: 2022-12-07T17:50:56.376265667
-# Reduction time: Thu Nov 9 12:12:40 2023
+# Reduction time: Fri Nov 10 13:13:04 2023
# Q summing: False
# TOF weighted: False
# Bck in Q: False
@@ -18,220 +18,220 @@
# dQ0[1/Angstrom] = 0
# dQ/Q = 0.0275926
# Q [1/Angstrom] R dR dQ [FWHM]
- 0.0081226081098499 0.9548169246185914 0.0665249567890163 0.0002262318864075
+ 0.0081226081098499 0.9553312739097752 0.0665671097648830 0.0002262318864075
0.0082850602720469 0.8799194292970859 0.0594772200234560 0.0002307565241356
- 0.0084507614774878 0.9880664878997731 0.0591553597730947 0.0002353716546183
- 0.0086197767070376 1.0641992228816026 0.0587821016200197 0.0002400790877107
- 0.0087921722411783 0.9845330480316277 0.0533631238527532 0.0002448806694649
- 0.0089680156860019 0.9820807529149536 0.0483254892122920 0.0002497782828542
- 0.0091473759997219 0.9981803610181511 0.0461131864050748 0.0002547738485113
- 0.0093303235197164 0.8962061672441766 0.0407692691485293 0.0002598693254815
- 0.0095169299901107 0.9905691404750673 0.0403335537744073 0.0002650667119912
- 0.0097072685899129 0.8844534221265576 0.0741633503183361 0.0002705143012304
+ 0.0084507614774878 0.9876096489604828 0.0591583264120448 0.0002353716546183
+ 0.0086197767070376 1.0690863843514729 0.0586314870478985 0.0002400790877107
+ 0.0087921722411783 0.9844377433552126 0.0528063756566919 0.0002448806694649
+ 0.0089680156860019 0.9823896081604071 0.0483271599553789 0.0002497782828542
+ 0.0091473759997219 1.0014414571323911 0.0462571805646019 0.0002547738485113
+ 0.0093303235197164 0.8961743572733509 0.0407699721878910 0.0002598693254815
+ 0.0095169299901107 0.9905125425883317 0.0403324134952160 0.0002650667119912
+ 0.0097072685899129 0.8853458902587579 0.0741024119805304 0.0002705143012304
0.0099014139617112 0.9564025174268974 0.0714872091453462 0.0002759245872550
0.0100994422409454 0.9018257773669797 0.0647488229278941 0.0002814430790001
0.0103014310857643 1.1060853220846096 0.0679478433835469 0.0002870719405801
0.0105074597074796 1.0592842811581873 0.0630805858919337 0.0002928133793917
- 0.0107176089016292 1.0057850750390871 0.0576756391782284 0.0002986696469795
- 0.0109319610796618 0.9309853100657735 0.0519542443080411 0.0003046430399191
- 0.0111506003012550 0.9968007019677384 0.0508621417803920 0.0003107359007175
- 0.0113736123072801 0.9570270080507320 0.0475502768475169 0.0003169506187319
+ 0.0107176089016292 1.0053005424873511 0.0576525447016756 0.0002986696469795
+ 0.0109319610796618 0.9313104489976026 0.0519758006374901 0.0003046430399191
+ 0.0111506003012550 0.9971824028768898 0.0508458912375270 0.0003107359007175
+ 0.0113736123072801 0.9573338425426422 0.0475519494550152 0.0003169506187319
0.0116010845534257 1.0560559370122706 0.0462225510394692 0.0003232896311065
0.0118331062444942 1.0625193915580156 0.0441189040651233 0.0003297554237286
- 0.0118331062444942 1.1027667248231421 0.0976772945663842 0.0003272445956292
- 0.0120697683693841 1.0991953851128544 0.0947281957993751 0.0003337894875418
- 0.0123111637367718 1.0595377816848477 0.0890812058595114 0.0003404652772926
+ 0.0118331062444942 1.1022599911552518 0.0976354244669279 0.0003272445956292
+ 0.0120697683693841 1.0984546369003036 0.0945245908741158 0.0003337894875418
+ 0.0123111637367718 1.0595377816848477 0.0890825966386564 0.0003404652772926
0.0125573870115072 1.0177676202201864 0.0833510947019008 0.0003472745828384
- 0.0128085347517374 0.9812686166061848 0.0793796300380502 0.0003542200744952
+ 0.0128085347517374 0.9809493491207613 0.0792406898082028 0.0003542200744952
0.0130647054467721 1.0761873828050250 0.0832291604624229 0.0003613044759851
- 0.0133259995557076 0.9744329162786480 0.0746813381069338 0.0003685305655048
+ 0.0133259995557076 0.9749118070216778 0.0746197756281178 0.0003685305655048
0.0135925195468217 0.8152987041503530 0.0627219426561587 0.0003759011768149
0.0138643699377582 0.4994872135980586 0.0409510209084613 0.0003834192003512
0.0141416573365133 0.3792363796814487 0.0321976804817926 0.0003910875843582
0.0144244904832436 0.2408595431226206 0.0221343263650272 0.0003989093360454
0.0147129802929085 0.2082227917586876 0.0195062221541749 0.0004068875227663
0.0150072398987666 0.1805095330520617 0.0169943337905711 0.0004150252732216
- 0.0153073846967420 0.1387772649465227 0.0138300014878450 0.0004233257786861
- 0.0156135323906768 0.1110708810587285 0.0119775389208579 0.0004317922942598
- 0.0156135323906768 0.1456367494529862 0.0117380791240331 0.0004308044875110
- 0.0159258030384903 0.1058543070023666 0.0086284221372216 0.0004394205772613
- 0.0162443190992601 0.1087546128156765 0.0086378966718708 0.0004482089888065
- 0.0165692054812453 0.0947361968259662 0.0075291941963382 0.0004571731685826
- 0.0169005895908702 0.0774613292507705 0.0063290036233498 0.0004663166319543
+ 0.0153073846967420 0.1386643828368384 0.0138267826533767 0.0004233257786861
+ 0.0156135323906768 0.1121759823232292 0.0119553951865790 0.0004317922942598
+ 0.0156135323906768 0.1455883877906127 0.0116990251422309 0.0004308044875110
+ 0.0159258030384903 0.1058086889689320 0.0086294192197075 0.0004394205772613
+ 0.0162443190992601 0.1086976249627764 0.0086338078600082 0.0004482089888065
+ 0.0165692054812453 0.0947748363541304 0.0075325921592470 0.0004571731685826
+ 0.0169005895908702 0.0774154238405650 0.0063256464322106 0.0004663166319543
0.0172386013826877 0.0679256090776469 0.0055636921937175 0.0004756429645933
- 0.0175833734103414 0.0630119558745621 0.0051538027868026 0.0004851558238852
- 0.0179350408785482 0.0540560802840935 0.0044938914830052 0.0004948589403629
- 0.0182937416961192 0.0488560908792567 0.0041045984797722 0.0005047561191702
- 0.0186596165300416 0.0453181866043949 0.0037662412159765 0.0005148512415536
- 0.0190328088606424 0.0381892998077933 0.0032693297054021 0.0005251482663847
- 0.0194134650378553 0.0374831561190627 0.0032111540300116 0.0005356512317123
- 0.0198017343386124 0.0356573316150492 0.0029356037744617 0.0005463642563466
+ 0.0175833734103414 0.0629825840601339 0.0051546759022343 0.0004851558238852
+ 0.0179350408785482 0.0539997397284190 0.0044721890950823 0.0004948589403629
+ 0.0182937416961192 0.0488308444279761 0.0041055195636076 0.0005047561191702
+ 0.0186596165300416 0.0453481329306877 0.0037657428432623 0.0005148512415536
+ 0.0190328088606424 0.0381416006136493 0.0032482541021626 0.0005251482663847
+ 0.0194134650378553 0.0376867484625808 0.0031900378899886 0.0005356512317123
+ 0.0198017343386124 0.0356393132948382 0.0029362863701265 0.0005463642563466
0.0201977690253846 0.0280079860292128 0.0023841888020720 0.0005572915414735
- 0.0206017244058923 0.0243655217082585 0.0022050659913023 0.0005684373723030
- 0.0210137588940102 0.0229576818617058 0.0020106199680548 0.0005798061197491
- 0.0214340340718904 0.0218640068269973 0.0019065464308401 0.0005914022421440
+ 0.0206017244058923 0.0243631031141398 0.0022050835003360 0.0005684373723030
+ 0.0210137588940102 0.0229392489239258 0.0020092148301878 0.0005798061197491
+ 0.0214340340718904 0.0218465458871662 0.0019052216228666 0.0005914022421440
0.0218627147533282 0.0176634733592326 0.0015907863063298 0.0006032302869869
- 0.0222999690483947 0.0207487733091790 0.0017550053928783 0.0006152948927267
- 0.0227459684293626 0.0162785590534871 0.0014850701824819 0.0006276007905812
- 0.0227459684293626 0.0145665428188618 0.0008031233949697 0.0006277706320896
+ 0.0222999690483947 0.0207222286589651 0.0017429569954725 0.0006152948927267
+ 0.0227459684293626 0.0162785590534892 0.0014851836908485 0.0006276007905812
+ 0.0227459684293626 0.0146482030025221 0.0008026571718869 0.0006277706320896
0.0232008877979499 0.0160840931910092 0.0013938689942878 0.0006401528063928
- 0.0232008877979499 0.0140876234329962 0.0007678634642440 0.0006403260447314
- 0.0236649055539089 0.0136806254684183 0.0012514375428998 0.0006529558625207
- 0.0236649055539089 0.0113667889412722 0.0006332029291707 0.0006531325656260
- 0.0241382036649871 0.0121656706581084 0.0006533755754380 0.0006661952169385
- 0.0246209677382868 0.0097651564201023 0.0005416013428223 0.0006795191212773
- 0.0251133870930525 0.0096743879243900 0.0005335436798848 0.0006931095037028
- 0.0256156548349136 0.0088058678957717 0.0004840996987679 0.0007069716937769
- 0.0261279679316119 0.0082628304557309 0.0004494944058697 0.0007211111276524
- 0.0266505272902441 0.0075784161280866 0.0004172502165897 0.0007355333502055
- 0.0271835378360490 0.0065895817653334 0.0003719087901565 0.0007502440172096
- 0.0277272085927700 0.0054062227328427 0.0003155809039202 0.0007652488975538
- 0.0282817527646254 0.0055116080976528 0.0003283664798884 0.0007805538755049
- 0.0288473878199179 0.0051681215333520 0.0003091820298854 0.0007961649530150
- 0.0294243355763162 0.0048596839857424 0.0002966053917421 0.0008120882520753
- 0.0300128222878426 0.0043700009714702 0.0002722976809301 0.0008283300171168
- 0.0306130787335994 0.0037498952993163 0.0002488890677769 0.0008448966174591
- 0.0312253403082714 0.0039658879911590 0.0002474285895064 0.0008617945498083
- 0.0318498471144368 0.0037146770426111 0.0002354560419171 0.0008790304408045
- 0.0324868440567256 0.0033652703640321 0.0002369813481281 0.0008966110496205
- 0.0331365809378601 0.0027944469571679 0.0002106741059848 0.0009145432706130
- 0.0337993125566173 0.0027155506406439 0.0001991078769203 0.0009328341360252
- 0.0344752988077496 0.0026570353296954 0.0001903299631093 0.0009514908187457
- 0.0351648047839046 0.0025030993932173 0.0001873489584527 0.0009705206351206
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- 0.0365854628971744 0.0023559111596956 0.0001711576373815 0.0010097296687795
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- 0.0388247859101846 0.0019551398761552 0.0001550148975050 0.0010715332023462
- 0.0396012816283883 0.0016356688416600 0.0001365544340792 0.0010929638663931
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- 0.0420251968742987 0.0012348523252620 0.0001224031186557 0.0011598619987273
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- 0.0502240004793639 0.0008492980644315 0.0000433838529921 0.0013913572462924
- 0.0512284804889512 0.0008235387122040 0.0000418997805681 0.0014191843912182
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- 0.1615553842036004 0.0000101388061919 0.0000011238984037 0.0044484978488611
- 0.1647864918876724 0.0000090116298913 0.0000010553005893 0.0045374678058383
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- 0.1748727434831331 0.0000033973727837 0.0000009204783709 0.0048151971352981
- 0.1783701983527958 0.0000010071921286 0.0000009537293138 0.0049115010780040
- 0.1783701983527958 0.0000024726690334 0.0000004393627724 0.0049216889734002
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diff --git a/reduction/notebooks/background-function.ipynb b/reduction/notebooks/background-function.ipynb
index 93264cd..7bc6d2f 100644
--- a/reduction/notebooks/background-function.ipynb
+++ b/reduction/notebooks/background-function.ipynb
@@ -123,14 +123,14 @@
},
{
"cell_type": "code",
- "execution_count": 250,
+ "execution_count": 259,
"metadata": {
"execution": {
- "iopub.execute_input": "2023-11-09T17:12:38.438865Z",
- "iopub.status.busy": "2023-11-09T17:12:38.438542Z",
- "iopub.status.idle": "2023-11-09T17:12:54.118545Z",
- "shell.execute_reply": "2023-11-09T17:12:54.117940Z",
- "shell.execute_reply.started": "2023-11-09T17:12:38.438846Z"
+ "iopub.execute_input": "2023-11-10T18:17:24.503164Z",
+ "iopub.status.busy": "2023-11-10T18:17:24.502830Z",
+ "iopub.status.idle": "2023-11-10T18:17:42.180824Z",
+ "shell.execute_reply": "2023-11-10T18:17:42.180330Z",
+ "shell.execute_reply.started": "2023-11-10T18:17:24.503145Z"
},
"tags": []
},
@@ -140,28 +140,28 @@
"output_type": "stream",
"text": [
"wl=15; ths=-0.600382; thi=-0.00812677; No offset\n",
- "Background on both sides: [133 135] [148 150]\n",
+ "Functional background: [[133, 135], [148, 150], [0, 0]]\n",
"Normalization options: True True\n",
"wl=12.386; ths=-0.600058; thi=-0.00812677; No offset\n",
- "Background on both sides: [133 135] [148 150]\n",
+ "Functional background: [[133, 135], [148, 150], [0, 0]]\n",
"Normalization options: True True\n",
"wl=9.74; ths=-0.600058; thi=-0.00812677; No offset\n",
- "Background on both sides: [133 135] [148 150]\n",
+ "Functional background: [[133, 135], [148, 150], [0, 0]]\n",
"Normalization options: True True\n",
"wl=7.043; ths=-0.599896; thi=-0.00812677; No offset\n",
- "Background on both sides: [133 135] [148 150]\n",
+ "Functional background: [[133, 135], [148, 150], [0, 0]]\n",
"Normalization options: True True\n",
"wl=4.25; ths=-0.599733; thi=-0.00812677; No offset\n",
- "Background on both sides: [133 135] [148 150]\n",
+ "Functional background: [[133, 135], [148, 150], [0, 0]]\n",
"Normalization options: True True\n",
"wl=4.25; ths=-1.18271; thi=-0.00812677; No offset\n",
- "Left side background: [126, 131]\n",
+ "Functional background: [[126, 131], [153, 158]]\n",
"Normalization options: True True\n",
"wl=4.25; ths=-2.34284; thi=-0.00812677; No offset\n",
- "Background on both sides: [131 133] [149 151]\n",
+ "Functional background: [[131, 133], [149, 151], [0, 0]]\n",
"Normalization options: True True\n",
"wl=4.25; ths=-4.63906; thi=-0.00812677; No offset\n",
- "Background on both sides: [131 133] [149 151]\n",
+ "Functional background: [[131, 133], [149, 151], [0, 0]]\n",
"Normalization options: True True\n"
]
}
@@ -182,19 +182,19 @@
"for i in range(198409, 198417):\n",
"#for i in range(198415, 198416):\n",
" ws = api.Load(\"REF_L_%s\" % i)\n",
- " workflow.reduce(ws, template_path, output_dir=data_dir, average_overlap=False)\n"
+ " workflow.reduce(ws, template_path, output_dir=data_dir, average_overlap=False, functional_background=True)\n"
]
},
{
"cell_type": "code",
- "execution_count": 251,
+ "execution_count": 261,
"metadata": {
"execution": {
- "iopub.execute_input": "2023-11-09T17:12:58.775879Z",
- "iopub.status.busy": "2023-11-09T17:12:58.775524Z",
- "iopub.status.idle": "2023-11-09T17:12:59.400006Z",
- "shell.execute_reply": "2023-11-09T17:12:59.399580Z",
- "shell.execute_reply.started": "2023-11-09T17:12:58.775855Z"
+ "iopub.execute_input": "2023-11-10T18:19:04.256115Z",
+ "iopub.status.busy": "2023-11-10T18:19:04.255790Z",
+ "iopub.status.idle": "2023-11-10T18:19:04.854071Z",
+ "shell.execute_reply": "2023-11-10T18:19:04.853646Z",
+ "shell.execute_reply.started": "2023-11-10T18:19:04.256091Z"
},
"tags": []
},
@@ -202,18 +202,18 @@
{
"data": {
"application/vnd.jupyter.widget-view+json": {
- "model_id": "f83d548f760b4b408daaa9d84b0904e3",
+ "model_id": "ccd64ef485f54a4c88fbc009a6931e41",
"version_major": 2,
"version_minor": 0
},
- "image/png": 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",
+ "image/png": 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",
+ "image/png": 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",
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",
+ "image/png": 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",
"text/html": [
"\n",
" \n",
"
\n",
" Figure\n",
"
\n",
- "
\n",
+ "
\n",
"
\n",
" "
],
@@ -284,6 +284,7 @@
],
"source": [
"reduced_path = os.path.join(data_dir, 'reference_rq.txt')\n",
+ "reduced_path = os.path.join(data_dir, 'reference_fbck.txt')\n",
"if os.path.isfile(reduced_path):\n",
" _data = np.loadtxt(reduced_path).T\n",
"\n",
@@ -330,8 +331,16 @@
"else:\n",
" print(\"len(ref) = %s; len(new) = %s\" % (len(_data[1]), len(_refl[1])))\n",
"\n",
- "print(_data.shape, _refl.shape)\n"
+ "print(_data.shape, _refl.shape)\n",
+ "assert(np.fabs(np.sum(_data[1]-_refl[1])) < 1e-10)"
]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
}
],
"metadata": {
diff --git a/reduction/test/test_reduction.py b/reduction/test/test_reduction.py
index c341f14..2ef8321 100644
--- a/reduction/test/test_reduction.py
+++ b/reduction/test/test_reduction.py
@@ -112,7 +112,8 @@ def test_reduce_functional_bck():
for i in range(198409, 198417):
ws = mtd_api.Load("REF_L_%s" % i)
workflow.reduce(ws, template_path, output_dir=output_dir,
- average_overlap=False)
+ average_overlap=False,
+ functional_background=True)
reference_path = 'data/reference_fbck.txt'
if os.path.isfile(reference_path):
@@ -121,8 +122,11 @@ def test_reduce_functional_bck():
if os.path.isfile(reduced_path):
_refl = np.loadtxt(reduced_path).T
- for i in range(3):
- assert(np.fabs(np.sum(_data[i]-_refl[i])) < 1e-10)
+ for i in range(2):
+ assert(np.fabs(np.sum(_data[i]-_refl[i])) < 1e-9)
+
+ # Error bars from fit might be different
+ assert(np.fabs(np.sum(_data[2]-_refl[2])) < 1e-8)
# The reference was computed with a constant dq/q but our approach recalculates
# it for each run, so we expect a small discrepancy within 1%.