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{
"cells": [
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"# Import supporting package"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import xarray as xr\n",
"import numpy as np\n",
"\n",
"from uncertainties import ufloat\n",
"from uncertainties import unumpy as unp\n",
"from uncertainties import umath\n",
"\n",
"import matplotlib.pyplot as plt\n",
"\n",
"from DataContainer.ReadData import read_hdf5_file\n",
"from Analyser.ImagingAnalyser import ImageAnalyser\n",
"from Analyser.FitAnalyser import FitAnalyser\n",
"from Analyser.FitAnalyser import ThomasFermi2dModel, DensityProfileBEC2dModel, Polylog22dModel\n",
"from Analyser.FitAnalyser import NewFitModel\n",
"from ToolFunction.ToolFunction import *\n",
"\n",
"from ToolFunction.HomeMadeXarrayFunction import errorbar, dataarray_plot_errorbar\n",
"xr.plot.dataarray_plot.errorbar = errorbar\n",
"xr.plot.accessor.DataArrayPlotAccessor.errorbar = dataarray_plot_errorbar\n",
"\n",
"imageAnalyser = ImageAnalyser()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Start a client for parallel computing"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
" <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <h3 style=\"margin-bottom: 0px;\">Client</h3>\n",
" <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Client-fc3843c8-fadb-11ed-a51c-80e82ce2fa8e</p>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
"\n",
" <tr>\n",
" \n",
" <td style=\"text-align: left;\"><strong>Connection method:</strong> Cluster object</td>\n",
" <td style=\"text-align: left;\"><strong>Cluster type:</strong> distributed.LocalCluster</td>\n",
" \n",
" </tr>\n",
"\n",
" \n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:8787/status\" target=\"_blank\">http://127.0.0.1:8787/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" \n",
"\n",
" </table>\n",
"\n",
" \n",
"\n",
" \n",
" <details>\n",
" <summary style=\"margin-bottom: 20px;\"><h3 style=\"display: inline;\">Cluster Info</h3></summary>\n",
" <div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-mod-trusted jp-OutputArea-output\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\">\n",
" </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <h3 style=\"margin-bottom: 0px; margin-top: 0px;\">LocalCluster</h3>\n",
" <p style=\"color: #9D9D9D; margin-bottom: 0px;\">e14d6635</p>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard:</strong> <a href=\"http://127.0.0.1:8787/status\" target=\"_blank\">http://127.0.0.1:8787/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Workers:</strong> 6\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads:</strong> 60\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total memory:</strong> 55.88 GiB\n",
" </td>\n",
" </tr>\n",
" \n",
" <tr>\n",
" <td style=\"text-align: left;\"><strong>Status:</strong> running</td>\n",
" <td style=\"text-align: left;\"><strong>Using processes:</strong> True</td>\n",
"</tr>\n",
"\n",
" \n",
" </table>\n",
"\n",
" <details>\n",
" <summary style=\"margin-bottom: 20px;\">\n",
" <h3 style=\"display: inline;\">Scheduler Info</h3>\n",
" </summary>\n",
"\n",
" <div style=\"\">\n",
" <div>\n",
" <div style=\"width: 24px; height: 24px; background-color: #FFF7E5; border: 3px solid #FF6132; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <h3 style=\"margin-bottom: 0px;\">Scheduler</h3>\n",
" <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Scheduler-3866362b-3b45-437d-8937-ad32036a1238</p>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm:</strong> tcp://127.0.0.1:63013\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Workers:</strong> 6\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard:</strong> <a href=\"http://127.0.0.1:8787/status\" target=\"_blank\">http://127.0.0.1:8787/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads:</strong> 60\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Started:</strong> Just now\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total memory:</strong> 55.88 GiB\n",
" </td>\n",
" </tr>\n",
" </table>\n",
" </div>\n",
" </div>\n",
"\n",
" <details style=\"margin-left: 48px;\">\n",
" <summary style=\"margin-bottom: 20px;\">\n",
" <h3 style=\"display: inline;\">Workers</h3>\n",
" </summary>\n",
"\n",
" \n",
" <div style=\"margin-bottom: 20px;\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <details>\n",
" <summary>\n",
" <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 0</h4>\n",
" </summary>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm: </strong> tcp://127.0.0.1:63049\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads: </strong> 10\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:63050/status\" target=\"_blank\">http://127.0.0.1:63050/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Memory: </strong> 9.31 GiB\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Nanny: </strong> tcp://127.0.0.1:63016\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" <tr>\n",
" <td colspan=\"2\" style=\"text-align: left;\">\n",
" <strong>Local directory: </strong> C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-sv8_3syy\n",
" </td>\n",
" </tr>\n",
"\n",
" \n",
"\n",
" \n",
"\n",
" </table>\n",
" </details>\n",
" </div>\n",
" </div>\n",
" \n",
" <div style=\"margin-bottom: 20px;\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <details>\n",
" <summary>\n",
" <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 1</h4>\n",
" </summary>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm: </strong> tcp://127.0.0.1:63040\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads: </strong> 10\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:63041/status\" target=\"_blank\">http://127.0.0.1:63041/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Memory: </strong> 9.31 GiB\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Nanny: </strong> tcp://127.0.0.1:63017\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" <tr>\n",
" <td colspan=\"2\" style=\"text-align: left;\">\n",
" <strong>Local directory: </strong> C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-pmp8t7_h\n",
" </td>\n",
" </tr>\n",
"\n",
" \n",
"\n",
" \n",
"\n",
" </table>\n",
" </details>\n",
" </div>\n",
" </div>\n",
" \n",
" <div style=\"margin-bottom: 20px;\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <details>\n",
" <summary>\n",
" <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 2</h4>\n",
" </summary>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm: </strong> tcp://127.0.0.1:63044\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads: </strong> 10\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:63045/status\" target=\"_blank\">http://127.0.0.1:63045/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Memory: </strong> 9.31 GiB\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Nanny: </strong> tcp://127.0.0.1:63018\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" <tr>\n",
" <td colspan=\"2\" style=\"text-align: left;\">\n",
" <strong>Local directory: </strong> C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-d9qbkuuf\n",
" </td>\n",
" </tr>\n",
"\n",
" \n",
"\n",
" \n",
"\n",
" </table>\n",
" </details>\n",
" </div>\n",
" </div>\n",
" \n",
" <div style=\"margin-bottom: 20px;\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <details>\n",
" <summary>\n",
" <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 3</h4>\n",
" </summary>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm: </strong> tcp://127.0.0.1:63052\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads: </strong> 10\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:63053/status\" target=\"_blank\">http://127.0.0.1:63053/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Memory: </strong> 9.31 GiB\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Nanny: </strong> tcp://127.0.0.1:63019\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" <tr>\n",
" <td colspan=\"2\" style=\"text-align: left;\">\n",
" <strong>Local directory: </strong> C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-eofele_q\n",
" </td>\n",
" </tr>\n",
"\n",
" \n",
"\n",
" \n",
"\n",
" </table>\n",
" </details>\n",
" </div>\n",
" </div>\n",
" \n",
" <div style=\"margin-bottom: 20px;\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <details>\n",
" <summary>\n",
" <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 4</h4>\n",
" </summary>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm: </strong> tcp://127.0.0.1:63055\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads: </strong> 10\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:63056/status\" target=\"_blank\">http://127.0.0.1:63056/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Memory: </strong> 9.31 GiB\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Nanny: </strong> tcp://127.0.0.1:63020\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" <tr>\n",
" <td colspan=\"2\" style=\"text-align: left;\">\n",
" <strong>Local directory: </strong> C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-lzt58yq9\n",
" </td>\n",
" </tr>\n",
"\n",
" \n",
"\n",
" \n",
"\n",
" </table>\n",
" </details>\n",
" </div>\n",
" </div>\n",
" \n",
" <div style=\"margin-bottom: 20px;\">\n",
" <div style=\"width: 24px; height: 24px; background-color: #DBF5FF; border: 3px solid #4CC9FF; border-radius: 5px; position: absolute;\"> </div>\n",
" <div style=\"margin-left: 48px;\">\n",
" <details>\n",
" <summary>\n",
" <h4 style=\"margin-bottom: 0px; display: inline;\">Worker: 5</h4>\n",
" </summary>\n",
" <table style=\"width: 100%; text-align: left;\">\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Comm: </strong> tcp://127.0.0.1:63043\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Total threads: </strong> 10\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Dashboard: </strong> <a href=\"http://127.0.0.1:63047/status\" target=\"_blank\">http://127.0.0.1:63047/status</a>\n",
" </td>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Memory: </strong> 9.31 GiB\n",
" </td>\n",
" </tr>\n",
" <tr>\n",
" <td style=\"text-align: left;\">\n",
" <strong>Nanny: </strong> tcp://127.0.0.1:63021\n",
" </td>\n",
" <td style=\"text-align: left;\"></td>\n",
" </tr>\n",
" <tr>\n",
" <td colspan=\"2\" style=\"text-align: left;\">\n",
" <strong>Local directory: </strong> C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-wu5l2cny\n",
" </td>\n",
" </tr>\n",
"\n",
" \n",
"\n",
" \n",
"\n",
" </table>\n",
" </details>\n",
" </div>\n",
" </div>\n",
" \n",
"\n",
" </details>\n",
"</div>\n",
"\n",
" </details>\n",
" </div>\n",
"</div>\n",
" </details>\n",
" \n",
"\n",
" </div>\n",
"</div>"
],
"text/plain": [
"<Client: 'tcp://127.0.0.1:63013' processes=6 threads=60, memory=55.88 GiB>"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from dask.distributed import Client\n",
"client = Client(n_workers=6, threads_per_worker=10, processes=True, memory_limit='10GB')\n",
"client"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Set global path for experiment"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"groupList = [\n",
" \"images/MOT_3D_Camera/in_situ_absorption\",\n",
" \"images/ODT_1_Axis_Camera/in_situ_absorption\",\n",
" \"images/ODT_2_Axis_Camera/in_situ_absorption\",\n",
"]\n",
"\n",
"dskey = {\n",
" \"images/MOT_3D_Camera/in_situ_absorption\": \"camera_1\",\n",
" \"images/ODT_1_Axis_Camera/in_situ_absorption\": \"camera_2\",\n",
" \"images/ODT_2_Axis_Camera/in_situ_absorption\": \"camera_3\",\n",
"}\n"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"img_dir = '//DyLabNAS/Data/'\n",
"SequenceName = \"Evaporative_Cooling\" + \"/\"\n",
"folderPath = img_dir + SequenceName + '2023/05/25'# get_date()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"# An example for one experimental run"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Load the data"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
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"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
" *\n",
" */\n",
"\n",
":root {\n",
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
" --xr-background-color: var(--jp-layout-color0, white);\n",
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
"}\n",
"\n",
"html[theme=dark],\n",
"body[data-theme=dark],\n",
"body.vscode-dark {\n",
" --xr-font-color0: rgba(255, 255, 255, 1);\n",
" --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
" --xr-border-color: #1F1F1F;\n",
" --xr-disabled-color: #515151;\n",
" --xr-background-color: #111111;\n",
" --xr-background-color-row-even: #111111;\n",
" --xr-background-color-row-odd: #313131;\n",
"}\n",
"\n",
".xr-wrap {\n",
" display: block !important;\n",
" min-width: 300px;\n",
" max-width: 700px;\n",
"}\n",
"\n",
".xr-text-repr-fallback {\n",
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
" display: none;\n",
"}\n",
"\n",
".xr-header {\n",
" padding-top: 6px;\n",
" padding-bottom: 6px;\n",
" margin-bottom: 4px;\n",
" border-bottom: solid 1px var(--xr-border-color);\n",
"}\n",
"\n",
".xr-header > div,\n",
".xr-header > ul {\n",
" display: inline;\n",
" margin-top: 0;\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-obj-type,\n",
".xr-array-name {\n",
" margin-left: 2px;\n",
" margin-right: 10px;\n",
"}\n",
"\n",
".xr-obj-type {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-sections {\n",
" padding-left: 0 !important;\n",
" display: grid;\n",
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
"}\n",
"\n",
".xr-section-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-section-item input {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-item input + label {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label {\n",
" cursor: pointer;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label:hover {\n",
" color: var(--xr-font-color0);\n",
"}\n",
"\n",
".xr-section-summary {\n",
" grid-column: 1;\n",
" color: var(--xr-font-color2);\n",
" font-weight: 500;\n",
"}\n",
"\n",
".xr-section-summary > span {\n",
" display: inline-block;\n",
" padding-left: 0.5em;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-summary-in + label:before {\n",
" display: inline-block;\n",
" content: 'â–º';\n",
" font-size: 11px;\n",
" width: 15px;\n",
" text-align: center;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label:before {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
"\n",
".xr-section-summary-in:checked + label:before {\n",
" content: 'â–¼';\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-index-preview {\n",
" grid-column: 2 / 5;\n",
" color: var(--xr-font-color2);\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",
".xr-index-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",
".xr-index-data-in:checked ~ .xr-index-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-index-name div,\n",
".xr-index-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data,\n",
".xr-index-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",
".xr-no-icon {\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.Dataset&gt;\n",
"Dimensions: (runs: 20, y: 1200, x: 1920)\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 4.0 ... 15.0 16.0 17.0 18.0 19.0\n",
"Dimensions without coordinates: y, x\n",
"Data variables:\n",
" atoms (runs, y, x) uint16 dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;\n",
" background (runs, y, x) uint16 dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;\n",
" dark (runs, y, x) uint16 dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;\n",
" shotNum (runs) int64 dask.array&lt;chunksize=(20,), meta=np.ndarray&gt;\n",
" OD (runs, y, x) float64 dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;\n",
"Attributes: (12/120)\n",
" TOF_free: 0.022\n",
" abs_img_freq: 110.858\n",
" absorption_imaging_flag: True\n",
" backup_data: True\n",
" blink_off_time: 0.001\n",
" blink_on_time: 0.001\n",
" ... ...\n",
" y_offset_img: 0\n",
" z_offset: 0.189\n",
" z_offset_img: 0.189\n",
" runs: [ 0. 1. 2. 3. 4. 5. 6. 7. 8. ...\n",
" scanAxis: [&#x27;runs&#x27;]\n",
" scanAxisLength: [20.]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-af26bd6a-b2b0-4c1f-b0be-5cf18f574b11' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-af26bd6a-b2b0-4c1f-b0be-5cf18f574b11' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>runs</span>: 20</li><li><span>y</span>: 1200</li><li><span>x</span>: 1920</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7b2cf2b6-e9b0-4d18-abcc-5ebd11a82be5' class='xr-section-summary-in' type='checkbox' checked><label for='section-7b2cf2b6-e9b0-4d18-abcc-5ebd11a82be5' class='xr-section-summary' >Coordinates: <span>(1)</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'>runs</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 3.0 ... 17.0 18.0 19.0</div><input id='attrs-b4192b24-09c3-4763-8d23-9465e5b99bab' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b4192b24-09c3-4763-8d23-9465e5b99bab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d82724f0-4af6-493f-a289-3b9c4543bbdb' class='xr-var-data-in' type='checkbox'><label for='data-d82724f0-4af6-493f-a289-3b9c4543bbdb' 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([ 0., 1., 2., 3., 4., 5., 6., 7., 8., 9., 10., 11., 12., 13.,\n",
" 14., 15., 16., 17., 18., 19.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-61e20b2b-dee5-420c-9894-590ee4850652' class='xr-section-summary-in' type='checkbox' checked><label for='section-61e20b2b-dee5-420c-9894-590ee4850652' class='xr-section-summary' >Data variables: <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>atoms</span></div><div class='xr-var-dims'>(runs, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;</div><input id='attrs-967e3ce3-eb7b-4f64-80e4-da89b1fc3a1a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-967e3ce3-eb7b-4f64-80e4-da89b1fc3a1a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1ed8e83-7671-46c2-a568-640aecb4ff95' class='xr-var-data-in' type='checkbox'><label for='data-c1ed8e83-7671-46c2-a568-640aecb4ff95' 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>IMAGE_SUBCLASS :</span></dt><dd>IMAGE_GRAYSCALE</dd><dt><span>IMAGE_VERSION :</span></dt><dd>1.2</dd><dt><span>IMAGE_WHITE_IS_ZERO :</span></dt><dd>0</dd></dl></div><div class='xr-var-data'><table>\n",
" <tr>\n",
" <td>\n",
" <table style=\"border-collapse: collapse;\">\n",
" <thead>\n",
" <tr>\n",
" <td> </td>\n",
" <th> Array </th>\n",
" <th> Chunk </th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" \n",
" <tr>\n",
" <th> Bytes </th>\n",
" <td> 87.89 MiB </td>\n",
" <td> 87.89 MiB </td>\n",
" </tr>\n",
" \n",
" <tr>\n",
" <th> Shape </th>\n",
" <td> (20, 1200, 1920) </td>\n",
" <td> (20, 1200, 1920) </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 1 chunks in 62 graph layers </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Data type </th>\n",
" <td colspan=\"2\"> uint16 numpy.ndarray </td>\n",
" </tr>\n",
" </tbody>\n",
" </table>\n",
" </td>\n",
" <td>\n",
" <svg width=\"195\" height=\"140\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"25\" y2=\"15\" style=\"stroke-width:2\" />\n",
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"\n",
" <!-- Vertical lines -->\n",
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"\n",
" <!-- Colored Rectangle -->\n",
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"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"130\" y2=\"0\" style=\"stroke-width:2\" />\n",
" <line x1=\"25\" y1=\"15\" x2=\"145\" y2=\"15\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"25\" y2=\"15\" style=\"stroke-width:2\" />\n",
" <line x1=\"130\" y1=\"0\" x2=\"145\" y2=\"15\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Colored Rectangle -->\n",
" <polygon points=\"10.0,0.0 130.0,0.0 145.06419654185356,15.064196541853565 25.064196541853565,15.064196541853565\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"25\" y1=\"15\" x2=\"145\" y2=\"15\" style=\"stroke-width:2\" />\n",
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"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"25\" y1=\"15\" x2=\"25\" y2=\"90\" style=\"stroke-width:2\" />\n",
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"\n",
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"\n",
" <!-- Text -->\n",
" <text x=\"85.064197\" y=\"110.064197\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1920</text>\n",
" <text x=\"165.064197\" y=\"52.564197\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,165.064197,52.564197)\">1200</text>\n",
" <text x=\"7.532098\" y=\"102.532098\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,7.532098,102.532098)\">20</text>\n",
"</svg>\n",
" </td>\n",
" </tr>\n",
"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>background</span></div><div class='xr-var-dims'>(runs, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;</div><input id='attrs-7ab9e710-2ddb-4171-9175-9e410c10655b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ab9e710-2ddb-4171-9175-9e410c10655b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b980688-69e3-4630-a2e3-ad5188da22b3' class='xr-var-data-in' type='checkbox'><label for='data-7b980688-69e3-4630-a2e3-ad5188da22b3' 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>IMAGE_SUBCLASS :</span></dt><dd>IMAGE_GRAYSCALE</dd><dt><span>IMAGE_VERSION :</span></dt><dd>1.2</dd><dt><span>IMAGE_WHITE_IS_ZERO :</span></dt><dd>0</dd></dl></div><div class='xr-var-data'><table>\n",
" <tr>\n",
" <td>\n",
" <table style=\"border-collapse: collapse;\">\n",
" <thead>\n",
" <tr>\n",
" <td> </td>\n",
" <th> Array </th>\n",
" <th> Chunk </th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" \n",
" <tr>\n",
" <th> Bytes </th>\n",
" <td> 87.89 MiB </td>\n",
" <td> 87.89 MiB </td>\n",
" </tr>\n",
" \n",
" <tr>\n",
" <th> Shape </th>\n",
" <td> (20, 1200, 1920) </td>\n",
" <td> (20, 1200, 1920) </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 1 chunks in 62 graph layers </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Data type </th>\n",
" <td colspan=\"2\"> uint16 numpy.ndarray </td>\n",
" </tr>\n",
" </tbody>\n",
" </table>\n",
" </td>\n",
" <td>\n",
" <svg width=\"195\" height=\"140\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
"\n",
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" <line x1=\"10\" y1=\"0\" x2=\"25\" y2=\"15\" style=\"stroke-width:2\" />\n",
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"\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dark</span></div><div class='xr-var-dims'>(runs, y, x)</div><div class='xr-var-dtype'>uint16</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;</div><input id='attrs-0256495d-875f-49d1-a8dd-ad1daa6e904a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0256495d-875f-49d1-a8dd-ad1daa6e904a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b9c07d8-400c-4417-be90-a857c7e08c0a' class='xr-var-data-in' type='checkbox'><label for='data-9b9c07d8-400c-4417-be90-a857c7e08c0a' 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>IMAGE_SUBCLASS :</span></dt><dd>IMAGE_GRAYSCALE</dd><dt><span>IMAGE_VERSION :</span></dt><dd>1.2</dd><dt><span>IMAGE_WHITE_IS_ZERO :</span></dt><dd>0</dd></dl></div><div class='xr-var-data'><table>\n",
" <tr>\n",
" <td>\n",
" <table style=\"border-collapse: collapse;\">\n",
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" <th> Array </th>\n",
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" </thead>\n",
" <tbody>\n",
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" <tr>\n",
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" <td> 87.89 MiB </td>\n",
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" \n",
" <tr>\n",
" <th> Shape </th>\n",
" <td> (20, 1200, 1920) </td>\n",
" <td> (20, 1200, 1920) </td>\n",
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" <tr>\n",
" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 1 chunks in 62 graph layers </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Data type </th>\n",
" <td colspan=\"2\"> uint16 numpy.ndarray </td>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>shotNum</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(20,), meta=np.ndarray&gt;</div><input id='attrs-4d5ab9aa-e624-446a-8760-b6e00e5be2a7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4d5ab9aa-e624-446a-8760-b6e00e5be2a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ac10981-dc0e-4225-b867-50ec5b9241f9' class='xr-var-data-in' type='checkbox'><label for='data-8ac10981-dc0e-4225-b867-50ec5b9241f9' 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'><table>\n",
" <tr>\n",
" <td>\n",
" <table style=\"border-collapse: collapse;\">\n",
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" <tr>\n",
" <td> </td>\n",
" <th> Array </th>\n",
" <th> Chunk </th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" \n",
" <tr>\n",
" <th> Bytes </th>\n",
" <td> 160 B </td>\n",
" <td> 160 B </td>\n",
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" \n",
" <tr>\n",
" <th> Shape </th>\n",
" <td> (20,) </td>\n",
" <td> (20,) </td>\n",
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" <tr>\n",
" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 1 chunks in 1 graph layer </td>\n",
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" <tr>\n",
" <th> Data type </th>\n",
" <td colspan=\"2\"> int64 numpy.ndarray </td>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OD</span></div><div class='xr-var-dims'>(runs, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(20, 1200, 1920), meta=np.ndarray&gt;</div><input id='attrs-7525f468-2004-4ed0-8fe8-ffd88f02f158' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7525f468-2004-4ed0-8fe8-ffd88f02f158' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6dce20c-3b4b-4b5c-87e9-486cd4a70dc6' class='xr-var-data-in' type='checkbox'><label for='data-b6dce20c-3b4b-4b5c-87e9-486cd4a70dc6' 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>IMAGE_SUBCLASS :</span></dt><dd>IMAGE_GRAYSCALE</dd><dt><span>IMAGE_VERSION :</span></dt><dd>1.2</dd><dt><span>IMAGE_WHITE_IS_ZERO :</span></dt><dd>0</dd></dl></div><div class='xr-var-data'><table>\n",
" <tr>\n",
" <td>\n",
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" <tr>\n",
" <td> </td>\n",
" <th> Array </th>\n",
" <th> Chunk </th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" \n",
" <tr>\n",
" <th> Bytes </th>\n",
" <td> 351.56 MiB </td>\n",
" <td> 351.56 MiB </td>\n",
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" \n",
" <tr>\n",
" <th> Shape </th>\n",
" <td> (20, 1200, 1920) </td>\n",
" <td> (20, 1200, 1920) </td>\n",
" </tr>\n",
" <tr>\n",
" <th> Dask graph </th>\n",
" <td colspan=\"2\"> 1 chunks in 196 graph layers </td>\n",
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" <tr>\n",
" <th> Data type </th>\n",
" <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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"</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-aaf4dd43-ee0c-490a-bc7c-eadeddae23de' class='xr-section-summary-in' type='checkbox' ><label for='section-aaf4dd43-ee0c-490a-bc7c-eadeddae23de' class='xr-section-summary' >Indexes: <span>(1)</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-index-name'><div>runs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9b1a6ac9-2455-496a-a909-705374702e65' class='xr-index-data-in' type='checkbox'/><label for='index-9b1a6ac9-2455-496a-a909-705374702e65' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.0, 1.0, 2.0, 3.0, 4.0, 5.0, 6.0, 7.0, 8.0, 9.0, 10.0,\n",
" 11.0, 12.0, 13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;runs&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b39e62c8-9f9d-44d3-a4de-e0328f398587' class='xr-section-summary-in' type='checkbox' ><label for='section-b39e62c8-9f9d-44d3-a4de-e0328f398587' class='xr-section-summary' >Attributes: <span>(120)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>TOF_free :</span></dt><dd>0.022</dd><dt><span>abs_img_freq :</span></dt><dd>110.858</dd><dt><span>absorption_imaging_flag :</span></dt><dd>True</dd><dt><span>backup_data :</span></dt><dd>True</dd><dt><span>blink_off_time :</span></dt><dd>0.001</dd><dt><span>blink_on_time :</span></dt><dd>0.001</dd><dt><span>c_duration :</span></dt><dd>0.2</dd><dt><span>carrier_amp :</span></dt><dd>3</dd><dt><span>carrier_freq :</span></dt><dd>nan</dd><dt><span>carrier_offset :</span></dt><dd>0</dd><dt><span>carrier_phase :</span></dt><dd>0</dd><dt><span>channel_in_use :</span></dt><dd>1</dd><dt><span>cmot_final_current :</span></dt><dd>0.65</dd><dt><span>cmot_hold :</span></dt><dd>0.06</dd><dt><span>cmot_initial_current :</span></dt><dd>0.18</dd><dt><span>compX_current :</span></dt><dd>0</dd><dt><span>compX_current_sg :</span></dt><dd>0.0</dd><dt><span>compX_final_current :</span></dt><dd>0.001</dd><dt><span>compX_initial_current :</span></dt><dd>0</dd><dt><span>compY_current :</span></dt><dd>0</dd><dt><span>compY_current_sg :</span></dt><dd>0.0</dd><dt><span>compY_final_current :</span></dt><dd>0.0</dd><dt><span>compY_initial_current :</span></dt><dd>0</dd><dt><span>compZ_current :</span></dt><dd>0</dd><dt><span>compZ_current_sg :</span></dt><dd>0.189</dd><dt><span>compZ_final_current :</span></dt><dd>0.264</dd><dt><span>compZ_initial_current :</span></dt><dd>0</dd><dt><span>default_camera :</span></dt><dd>0</dd><dt><span>deltaf :</span></dt><dd>0.021</dd><dt><span>evap_1_arm_1_final_pow :</span></dt><dd>0.35</dd><dt><span>evap_1_arm_1_mod_depth_final :</span></dt><dd>0</dd><dt><span>evap_1_arm_1_mod_depth_initial :</span></dt><dd>1.0</dd><dt><span>evap_1_arm_1_mod_ramp_duration :</span></dt><dd>1.15</dd><dt><span>evap_1_arm_1_pow_ramp_duration :</span></dt><dd>1.65</dd><dt><span>evap_1_arm_1_start_pow :</span></dt><dd>7</dd><dt><span>evap_1_arm_2_final_pow :</span></dt><dd>5</dd><dt><span>evap_1_arm_2_ramp_duration :</span></dt><dd>0.5</dd><dt><span>evap_1_arm_2_start_pow :</span></dt><dd>0</dd><dt><span>evap_1_mod_ramp_trunc_value :</span></dt><dd>1</dd><dt><span>evap_1_pow_ramp_trunc_value :</span></dt><dd>1.0</dd><dt><span>evap_1_rate_constant_1 :</span></dt><dd>0.525</dd><dt><span>evap_1_rate_constant_2 :</span></dt><dd>0.51</dd><dt><span>evap_2_arm_1_final_pow :</span></dt><dd>0.037</dd><dt><span>evap_2_arm_1_start_pow :</span></dt><dd>0.35</dd><dt><span>evap_2_arm_2_final_pow :</span></dt><dd>0.09</dd><dt><span>evap_2_arm_2_start_pow :</span></dt><dd>5</dd><dt><span>evap_2_ramp_duration :</span></dt><dd>1.0</dd><dt><span>evap_2_ramp_trunc_value :</span></dt><dd>1.0</dd><dt><span>evap_2_rate_constant_1 :</span></dt><dd>0.37</dd><dt><span>evap_2_rate_constant_2 :</span></dt><dd>0.71</dd><dt><span>evap_3_arm_1_final_pow :</span></dt><dd>0.1038</dd><dt><span>evap_3_arm_1_mod_depth_final :</span></dt><dd>0.43</dd><dt><span>evap_3_arm_1_mod_depth_initial :</span></dt><dd>0</dd><dt><span>evap_3_arm_1_start_pow :</span></dt><dd>0.037</dd><dt><span>evap_3_ramp_duration :</span></dt><dd>0.1</dd><dt><span>evap_3_ramp_trunc_value :</span></dt><dd>1.0</dd><dt><span>evap_3_rate_constant_1 :</span></dt><dd>-0.879</dd><dt><span>evap_3_rate_constant_2 :</span></dt><dd>-0.297</dd><dt><span>final_amp :</span></dt><dd>0.000155</dd><dt><span>final_freq :</span></dt><dd>104.0</dd><dt><span>final_pow_1 :</span></dt><dd>0.1038</dd><dt><span>final_pow_2 :</span></dt><dd>0.09</dd><dt><span>gradCoil_current :</span></dt><dd>0.18</dd><dt><span>gradCoil_current_sg :</span></dt><dd>0</dd><dt><span>imaging_method :</span></dt><dd>in_situ_absorption</dd><dt><span>imaging_pulse_duration :</span></dt><dd>2.5e-05</dd><dt><span>imaging_wavelength :</span></dt><dd>4.21291e-07</dd><dt><span>initial_amp :</span></dt><dd>0.62</dd><dt><span>initial_freq :</span></dt><dd>102.13</dd><dt><span>mod_depth_fin :</span></dt><dd>0.43</dd><dt><span>mod_depth_ini :</span></dt><dd>0</dd><dt><span>mod_depth_initial :</span></dt><dd>1.0</dd><dt><span>mot_3d_amp :</span></dt><dd>0.62</dd><dt><span>mot_3d_camera_trigger_duration :</span></dt><dd>0.00025</dd><dt><span>mot_3d_freq :</span></dt><dd>102.13</dd><dt><span>mot_load_duration :</span></dt><dd>2</dd><dt><span>odt_axis_camera_trigger_duration :</span></dt><dd>0.002</dd><dt><span>odt_hold_time_1 :</span></dt><dd>0.01</dd><dt><span>odt_hold_time_2 :</span></dt><dd>0.1</dd><dt><span>odt_hold_time_3 :</span></dt><dd>0.1</dd><dt><span>odt_hold_time_4 :</span></dt><dd>1</dd><dt><span>odt_hold_time_5 :</span></dt><dd>0.01</dd><dt><span>operation_mode :</span></dt><dd>BASIC</dd><dt><span>pow_arm_1 :</span></dt><dd>7</dd><dt><span>pow_arm_2 :</span></dt><dd>0</dd><dt><span>pulse_delay :</span></dt><dd>8e-05</dd><dt><span>pulse_width :</span></dt><dd>0.03</dd><dt><span>push_amp :</span></dt><dd>0.16</dd><dt><span>push_freq :</span></dt><dd>102.4</dd><dt><span>ramp_duration :</span></dt><dd>1</dd><dt><span>recomp_ramp_duration :</span></dt><dd>0.5</dd><dt><span>recomp_ramp_pow_fin_arm_1 :</span></dt><dd>0.1038</dd><dt><span>recomp_ramp_pow_fin_arm_2 :</span></dt><dd>0.09</dd><dt><span>recomp_ramp_pow_ini_arm_1 :</span></dt><dd>0.1038</dd><dt><span>recomp_ramp_pow_ini_arm_2 :</span></dt><dd>0.09</dd><dt><span>save_results :</span></dt><dd>False</dd><dt><span>sin_mod_amplitude :</span></dt><dd>0.00519</dd><dt><span>sin_mod_dc_offset :</span></dt><dd>0.1038</dd><dt><span>sin_mod_duration :</span></dt><dd>nan</dd><dt><span>sin_mod_freq :</span></dt><dd>nan</dd><dt><span>sin_mod_phase :</span></dt><dd>0.0</dd><dt><span>start_pow_1 :</span></dt><dd>0.037</dd><dt><span>start_pow_2 :</span></dt><dd>0.09</dd><dt><span>stern_gerlach_duration :</span></dt><dd>0.001</dd><dt><span>sweep_duration :</span></dt><dd>0.5</dd><dt><span>sweep_start_freq :</span></dt><dd>nan</dd><dt><span>sweep_stop_freq :</span></dt><dd>nan</dd><dt><span>tf_meas_ramp_duration :</span></dt><dd>0.1</dd><dt><span>wait_after_2dmot_off :</span></dt><dd>0</dd><dt><span>wait_time_between_images :</span></dt><dd>0.22</dd><dt><span>wavetype :</span></dt><dd>SINE</dd><dt><span>x_offset :</span></dt><dd>0.0</dd><dt><span>x_offset_img :</span></dt><dd>0</dd><dt><span>y_offset :</span></dt><dd>0.0</dd><dt><span>y_offset_img :</span></dt><dd>0</dd><dt><span>z_offset :</span></dt><dd>0.189</dd><dt><span>z_offset_img :</span></dt><dd>0.189</dd><dt><span>runs :</span></dt><dd>[ 0. 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17.\n",
" 18. 19.]</dd><dt><span>scanAxis :</span></dt><dd>[&#x27;runs&#x27;]</dd><dt><span>scanAxisLength :</span></dt><dd>[20.]</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (runs: 20, y: 1200, x: 1920)\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 4.0 ... 15.0 16.0 17.0 18.0 19.0\n",
"Dimensions without coordinates: y, x\n",
"Data variables:\n",
" atoms (runs, y, x) uint16 dask.array<chunksize=(20, 1200, 1920), meta=np.ndarray>\n",
" background (runs, y, x) uint16 dask.array<chunksize=(20, 1200, 1920), meta=np.ndarray>\n",
" dark (runs, y, x) uint16 dask.array<chunksize=(20, 1200, 1920), meta=np.ndarray>\n",
" shotNum (runs) int64 dask.array<chunksize=(20,), meta=np.ndarray>\n",
" OD (runs, y, x) float64 dask.array<chunksize=(20, 1200, 1920), meta=np.ndarray>\n",
"Attributes: (12/120)\n",
" TOF_free: 0.022\n",
" abs_img_freq: 110.858\n",
" absorption_imaging_flag: True\n",
" backup_data: True\n",
" blink_off_time: 0.001\n",
" blink_on_time: 0.001\n",
" ... ...\n",
" y_offset_img: 0\n",
" z_offset: 0.189\n",
" z_offset_img: 0.189\n",
" runs: [ 0. 1. 2. 3. 4. 5. 6. 7. 8. ...\n",
" scanAxis: ['runs']\n",
" scanAxisLength: [20.]"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"shotNum = \"0000\"\n",
"filePath = folderPath + \"/\" + shotNum + \"/*.h5\"\n",
"# filePath = \"//DyLabNAS/Data/Evaporative_Cooling/2023/05/12/0065/*.h5\"\n",
"\n",
"dataSetDict = {\n",
" dskey[groupList[i]]: read_hdf5_file(filePath, groupList[i])\n",
" for i in [0] # range(len(groupList))\n",
"}\n",
"\n",
"dataSet = dataSetDict[\"camera_1\"]\n",
"dataSet = swap_xy(dataSet)\n",
"\n",
"scanAxis = get_scanAxis(dataSet)\n",
"\n",
"dataSet = auto_rechunk(dataSet)\n",
"\n",
"dataSet = imageAnalyser.get_absorption_images(dataSet)\n",
"\n",
"dataSet"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Calculate an plot OD images"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [
{
"data": {
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Q/y97J9+iitT9Jft/y/aoPFk2lDfVR1V3fu4EO0Ys6lXlUr+SZVNtqSjGLbk62o4Zj1r0wvS3bLhHrMz1qvuVZ9mJXE63WVW9SN5k71QfOfKTZNmjlj46pRmyj1n+bo5l+uKIlh5/LWo9ch1V3nMUVfniknvZrjzeUx88JkLwmAhwqrvczuqrHmdpqyhK/o4qjXRinx0zLou5n/1qcS6irueWr+d25XnpmupeclFFv/Y+U3ap8vmqa0Lld98+14HqzCNrjRnXtGSiGj9rzOL5qWiNP3w8n22J16vuyc/T3z7Wzv6P8LZUvf9dkXaYYT3+y1i0gd6V7cq6vd/HCPm+Yy1Nlts7LI3sVe5H9Bz14UX/fuxrNo53Sl6qKLl327Ws83pvKwLnUOTYqu/Uuyp5G5p7q6L3ev+ebYDbniqytVA+9udvRdRjW+WnKo/yrQiRqu9sC3W/Ir616ldlrHzq1tyHo3ZujRHGPGfMO/WuKjKj04qiel2sri/eFxFdLPKv8ZSi9ubonGof2T5FPc11r/7iD2MYj+hX2dRj7aj6qPz26n6PaF3hdroV2XG3HcfMw+Sx7fv7Yysir/srlf131ixtppo79nzrnXlO7g47pzRZV30uX2Mv74v3h8u2+qhqHsXrJ9tCybN8RclfLrvL3e7YiiLxtuTG+6xcZo/A27KFJ8Tq5qm/GeMig74h/S2dVxtUNtBtsPKb+wi1/VX9UfPSuQ09b1X9ep9XrW2pPlsRX3Wf8lr1I2qnypeQDLhPldPITznC0uZ3yQbJTua5XjHUX5xRpFGe9e5qDNeSAeVf9ZsjoCv/0gm1b7YLqmvZW+Wx1XdW4yvNfXvbZf08vz+27Kzyqnau5p7W++Pp9v+IrXZe+pzrVXl9k6XJtmN3rM6n/mhE/ET/d7YNajPZjipysmyn2qNaIz7a0lRo3sfbp2UTJZO5D9b7Pa+tqM9nFGlaNtLX1GT/c/l8LFqx3h993rKSP5VLup7z5/qnesn2UjbM58fGzH2d3rjW6mtut2NGPvS+RpoxcyiyJ3pea45Hx2qdXnKmd+a2HMrHWUWaTxXphsYokrdVrDf9t9hYb1IZJX9j5poyKpPmWCUvuc/YZ2klr2OicOd5G9W55PX7sRXZwKfb+cqWDPmyOW96/3p/zGu7qjP1CdcX10Ql936uqnvX1dYcv8+l5Dbwta1q/OxryzpWcxg+V1vNqSsfeRyudvC5oWqsrj5cOtKSl9Zakpcr59X7V+W5GlM61fqx8ixZzT6SynVerK4vdtS/rvfHaj+T7JnqvJrPEir7a9I5tdnQOC1iITPu11ZrFd5n5z5Heb1l4JhxnzrLrXR0rT9Wfq6vjSmv2Y9SefSu3NcNzbfm8shmVf6+uK4/tvbPtfbpOD5f+Ph0TW2oPK71x8pf0FFrgLkMyo9sfL5f56T70q3sS69bnn29P2JRD+4j5X5Vc3eu1z6ujtjqx+X9SW7Xqrmzm2J1c1xfiIgf7//O/oavu631x1yeIVnIcicbutxYfkHLF3d8vjP3xXpOay5yvT+6v1DZW/XPKl/2CSSfkreWr/fi/vj2Rhqf48/vaO3F1DUff+S0OiedV7ny+EbvdX+5ZUtaexx8v9dz07X3xzBj1iyF75PMqK/0Ostp9S61a9XvVfPrEZt9a7ehkgkfV4xjXH/cGv/KPum+1rhV7ZN1Xn7cQ0bcLyTbuc+SfIxZP6jmq72PqvbbjFmPdP+0QnLRaquT7ah35ntcfrNsrPVHXwvLbelz8LJTWd7cHlT+kNdLa959DK160bu8frOfK1uj+shjGPed1V5HF2lUV9X6oM8r+N62/A5RzW94/3F3jNt3vWBYh3f1/9Suyr/7Qf53RL0fUGl8brTKr8tULrvWrSSbytezUhr5AvKDVN/VXK3ymm2XbIz6w6ssbcRCPty+VfKi8kjuW3syW3ynP7bW7NwWtZ7/6YG/94f6i7X+mNtfcyBeL5X/LmSTc73IzsouqH2ynzfGXi5Dtc7v9kgyUNlx3d/yg4TKWrXlHbE6nzpis/4ob2v9seozK71zfG6nJT8tv/lOO4rsX8oWtsaCotW/OtXavfx0lb0qVysfQ/tKxvRr56W/Nb5zfyPLuu87rXzAJ1maan5O79XYIPc9Q3Vf7elct3fl+lFeZVtVv3luU2tbWsuSrb8xpclzj5k8/vW9riLnT7qq8mV5VnkeZ2nyGpu3r+7JY69bYrV7MR9Z3KH3qu1Vr7k+hvQ4+2oqo9uj3GfKzvtvYrJMVesEEZt1zX3Ylm6s2/+zPLfmOyVXsj3y0bK98zU61dl3Uhq1s68xV3Nnuv9NxbWhcV6WO1/Hq/o399tb68gqa9ZV34OssmcfVr6Z5EZ5z32K7tNzNF+XbYfrvMqa9fkWu6Z5uZwftYH71tm++L5NketHMig9rvoY32+v86tYb3LUV1U6o/qQvFf7J7zvzrI1tHctn9ceE9mODxZpNN/k69pZJlVHKkfVL45Z53Ikd9nuukzmvKo+/bc6uT/09TLlOdel5E3P01jj3JTGfx9S2bBqbS6/M7/L7fhDUpoh+12NZ4b8j/yOFu63Z/05zs7pWOXD9/RUv1fX/ZKXvP6l9LJF1dy1yuPylvO81h/PjXH7ZRcM6/Ej7B1DMtDax1DNI51v56q5DNf51l5K7bHIeR0aO+b5adWry13WNb1Lz9N4puqP1A8or7mdx4x/1/qjbPt6uibb0Jr/9fnNobnS6jk5f5Jtn0/OafTMMfuMfQ7bf8eTkU3LYym1gX4nlX2+dbu/0n3Vx1V2vvqtv8tdloUxe2wlFy6j1Zq36lO2zJ+/qjmuiK1r8BELvdX7ZXt+MaXR78dcXrL/4famkju3GdX6jn+jouXzqV38OwOZak7S5bWSX+Xf2yf7c5Jl2Z6h8Vq+v9JDyYfaJ9v/IXlr1Yv05hmNNK19XapX+RQ5D0N72PP8ufox1WdrDqPVT7v/n32JL9m1KP5/o12T3c95H9qDVo23dJ/mEC4vnrMahvX4wRHx9/u/Vb4x48RqDKfxRzW+cv07tkjz/P7o++uruZ1qv76v1VQ6779zr+zh0BxV1U+2foMh3fT1nspuSzdUhtxP+jdRKluovElXc3/m6SsZVRqVRzY9jyW9PpTH3yvO+fpkq39ufU9jzDde9Oyr7d1VXis7p/051ThrzG9Nhxg73wIAMD9OP/302Ohr/jgi/r/4yldav3u4f7CjPwApDjvssE3/77puyzlx6aWXxmtfW3246XvFuYitE795UWBoMri1+WS5haAFeq/n57tFmu8OpG09J+PXcnl07tv2/7yJe6jOqucI/8jcUN6GaJXHxbhKe0TjmjtOrR8et/Lxd3bN67D1nDFytyxD76/kt5WPVpnHpNl37/Wu6wbyupm2Hhd5vWevnVPb5fx4uQ+0nofKmgddfs1190BRm36nuFbps8tkxTJ58wn/6p4xz/M6zPZljEz9naVZ5p3VOypd8WceYef3976paJX5sIFr305pWvZA9TpUnxv96Bg93n9f7O+oZPWw4pxQmY6wNNk3GNM+/o5V6Wolv26DqjIP9eGtCfFlNxsOlTFPZg/JSVUvagPXy5yfA7EzmTF2oVX2Mf6T53+Zus9pXCZb+I+4KnlpPUd5PryRNudxvA5HHIhPLbxPznlr6bWo5EX9zph+ze11q6+qnud9QqvPXUa2W2lbttn73GV9Ndcp3Z9thz+npYf+3FY7V3bB+5qh51fPGUoXUduwMX6C+1Y5zZh29Y+WtepFLFMuf87UeuxjbOUr+7kub7qnkqkxOr8MVTt72y07nlcaH1O2dK16fmsMuQxev5Uf5/5ClqUh+9Yaz1c2ZMivrOrlQMq8rE+9jN9fofK07KU/u/UO7ytaYw1vg433rEaPW7ZnaM6h8jckv61+1n2c6gOOld3v03d77VrL76l+VNaaKxvKo1hW3obkftk+wsn1MqYfXMaGtfB2kdzkzYw+7m3Vr46VD7uMjur+gx1jV+8c0ufKprr9btXvrlh9X6y8tny+MXa7NQcpxsi2+9Itu1DdP8Zfd1p96Bhd8XzsbVyrOBB/pTUXPuad7kPm9GPm7cXegfPL0mo3r5/K7/CPclUy5fdUz2yV42DHz9kXWNU89Xf2886KMWs3TpXW+9Xqw2gHO049kLStfmSov6+e3Urj76jmDqq1gf3R8v8lo5XOtsrs9q16h8tEK8337XzGP4yT8zpmnejbdq56x9DccW6noXGE5yminm93u1al+bt7/7+a/ngZG5ipfF9PO6aPGdOHO9+xY87HgTyn5ee25tulc94++8uHz02Nsf9jxmlVvbT8J8fnRFp+6hg7V+Fzb8v2I24rKvnxORlRbQnxeh2zvlLNZy0znhGrXG9q2Z4xDNnisT7w/qjqzO1uFGn8A3tj7FS1XjS09hGxKM9RxbVVras7Ldu4zLxN1ecN3b+rkabKz5h9HGPmhjzPBzpvuMy+n2qs7fkS1Rh5zHrEqvvizJi1ujHrrc6YcWK2gUN9VLVHreVjjenrnMq/HGOfhtbMW/3ZsnPpY/xsD7Q0Jq9jaM0jef20xkXftmNOU93v8tXyN9zvHzM+GzPf3hojVH3x2P0Pq5zjUj3leh3aD3J4SjNG7sb4gatizD6mlh4O6Wolb0NztlWaVr/Y2rvlspDnaMb4yT4mbs3tS0cr/9Tnhsa05Zg1N58TGcrjmGtDaSv9GNPvqO41jq/uGcpPy3a4fVnlXkxR+UY+L7LMHr1q/fhA5pCzLfT+tTWOGVP3LT95zBh0jCyMqatlbPuy601Dc1StMh/sGtDBssw6j2it1+p5WV/GrKUOpW3patXu1b61jb9Xv960zFzImD16rblRUdWd2mpoT30rr2PndrwvGNM+fm9OM/Q7gnxtjC+7jJ2cUp+8Dcf0Q2PI9TJmDLedtkMsI/9jxjdDPslUe7habSd2gpxlP+9A1r/GUOlqyz/1+6p+dUiPK3/ZqcYIy7RTy++o3j00DzymzPm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AAAAAmBg+AAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwMXwAEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBi+AAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwMTwAUgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAieEDkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATwwcgAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACbm/wfH8WPvl+MrVgAAAABJRU5ErkJggg==",
"text/plain": [
"<Figure size 6100x300 with 21 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"imageAnalyser.center = (960, 1050)\n",
"imageAnalyser.span = (100, 100)\n",
"imageAnalyser.fraction = (0.1, 0.1)\n",
"\n",
"dataSet_cropOD = imageAnalyser.crop_image(dataSet.OD)\n",
"dataSet_cropOD = imageAnalyser.substract_offset(dataSet_cropOD).load()\n",
"\n",
"dataSet_cropOD.plot.pcolormesh(cmap='jet', vmin=0, vmax=2, col=scanAxis[0], row=scanAxis[1])\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Do a 2D two-peak gaussian fit to the OD images"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"### Do the fit"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"fitModel = DensityProfileBEC2dModel()\n",
"# fitModel = ThomasFermi2dModel()\n",
"\n",
"fitAnalyser = FitAnalyser(fitModel, fitDim=2)\n",
"\n",
"# fitAnalyser = FitAnalyser(\"Gaussian-2D\", fitDim=2)\n",
"\n",
"dataSet_cropOD = dataSet_cropOD.chunk((1,100,100))\n",
"\n",
"params = fitAnalyser.guess(dataSet_cropOD, guess_kwargs=dict(pureBECThreshold=0.5), dask=\"parallelized\")\n",
"fitResult = fitAnalyser.fit(dataSet_cropOD, params).load()"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"f:\\Jianshun\\analyseScript\\Analyser\\FitAnalyser.py:84: RuntimeWarning: invalid value encountered in power\n",
" res = (1- ((x-centerx)/(sigmax))**2 - ((y-centery)/(sigmay))**2)**(3 / 2)\n"
]
},
{
"data": {
"text/plain": [
"<xarray.plot.facetgrid.FacetGrid at 0x239efc5dd30>"
]
},
"execution_count": 34,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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"text/plain": [
"<Figure size 6100x300 with 21 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fitCurve = fitAnalyser.eval(fitResult, x=np.arange(100), y=np.arange(100), dask=\"parallelized\").load()\n",
"\n",
"fitCurve.plot.pcolormesh(cmap='jet', vmin=0, vmax=2, col=scanAxis[0], row=scanAxis[1], x='x', y='y')"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.plot.facetgrid.FacetGrid at 0x239efc16760>"
]
},
"execution_count": 51,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 6100x300 with 21 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(dataSet_cropOD - fitCurve).plot.pcolormesh(cmap='jet', vmin=-0.1, vmax=0.1, col=scanAxis[0], row=scanAxis[1])"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;OD&#x27; (runs: 20)&gt;\n",
"array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
" 0., 0., 0.])\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 4.0 5.0 ... 15.0 16.0 17.0 18.0 19.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'OD'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>runs</span>: 20</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a2313552-07be-460f-ac03-18206b4a87c7' class='xr-array-in' type='checkbox' checked><label for='section-a2313552-07be-460f-ac03-18206b4a87c7' 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>0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0</span></div><div class='xr-array-data'><pre>array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
" 0., 0., 0.])</pre></div></div></li><li class='xr-section-item'><input id='section-bcb983e5-04a5-49e0-a452-1906a3213229' class='xr-section-summary-in' type='checkbox' checked><label for='section-bcb983e5-04a5-49e0-a452-1906a3213229' class='xr-section-summary' >Coordinates: <span>(1)</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'>runs</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 3.0 ... 17.0 18.0 19.0</div><input id='attrs-7f11840e-bc64-4fd4-8174-a99cdc24316e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7f11840e-bc64-4fd4-8174-a99cdc24316e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1557858a-f286-4207-91e1-a8b9aed27415' class='xr-var-data-in' type='checkbox'><label for='data-1557858a-f286-4207-91e1-a8b9aed27415' 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([ 0., 1., 2., 3., 4., 5., 6., 7., 8., 9., 10., 11., 12., 13.,\n",
" 14., 15., 16., 17., 18., 19.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a81a4e8a-3f27-4293-8363-4519a0929f2b' class='xr-section-summary-in' type='checkbox' ><label for='section-a81a4e8a-3f27-4293-8363-4519a0929f2b' class='xr-section-summary' >Indexes: <span>(1)</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-index-name'><div>runs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1d02c9df-62fb-43a5-bc2a-953a52636956' class='xr-index-data-in' type='checkbox'/><label for='index-1d02c9df-62fb-43a5-bc2a-953a52636956' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.0, 1.0, 2.0, 3.0, 4.0, 5.0, 6.0, 7.0, 8.0, 9.0, 10.0,\n",
" 11.0, 12.0, 13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;runs&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8bb37b9f-1cfe-4a89-82e9-8ed773c1955e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8bb37b9f-1cfe-4a89-82e9-8ed773c1955e' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray 'OD' (runs: 20)>\n",
"array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
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]
},
"execution_count": 12,
"metadata": {},
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}
],
"source": [
"fitModel2 = Polylog22dModel(prefix='thermal_')\n",
"fitAnalyser2 = FitAnalyser(fitModel2, fitDim=2)\n",
"fitCurve2 = fitAnalyser2.eval(fitResult, x=np.arange(100), y=np.arange(100), dask=\"parallelized\").load()\n",
"fitCurve2.sum(dim=['x', 'y'])"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\data\\AppData\\Roaming\\Python\\Python39\\site-packages\\numpy\\lib\\function_base.py:2246: RuntimeWarning: invalid value encountered in _get_fit_full_result_single (vectorized)\n",
" outputs = ufunc(*inputs)\n"
]
}
],
"source": [
"value = fitAnalyser.get_fit_full_result(fitResult)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
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".xr-var-data,\n",
".xr-index-name div,\n",
".xr-index-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data,\n",
".xr-index-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",
".xr-no-icon {\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.Dataset&gt;\n",
"Dimensions: (runs: 20)\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 ... 16.0 17.0 18.0 19.0\n",
"Data variables:\n",
" BEC_amplitude (runs) object 678.2635955189662+/-nan ... 704.529111...\n",
" thermal_amplitude (runs) object 0.0+/-nan 0.0+/-nan ... 0.0+/-nan\n",
" BEC_centerx (runs) object 41.68161303986658+/-nan ... 43.3093895...\n",
" BEC_centery (runs) object 48.263472046762345+/-nan ... 47.371206...\n",
" thermal_centerx (runs) object 44.13847419706019+/-nan ... 45.5424640...\n",
" thermal_centery (runs) object 48.10984924238203+/-nan ... 48.2021514...\n",
" BEC_sigmax (runs) object 11.148402342086538+/-nan ... 11.240485...\n",
" BEC_sigmay (runs) object 28.173710962485302+/-nan ... 28.020501...\n",
" thermal_sigmax (runs) object 20.210666526427037+/-nan ... 19.265726...\n",
" thermal_sigmay (runs) object 22.827594738210404+/-nan ... 20.307830...\n",
" thermalAspectRatio (runs) object 1.1294825288597745+/-nan ... 1.0540910...\n",
" condensate_fraction (runs) object 1.0+/-nan 1.0+/-nan ... 1.0+/-nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-bf5faab5-ee4e-44bc-9db5-78d284375ca6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bf5faab5-ee4e-44bc-9db5-78d284375ca6' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>runs</span>: 20</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-17fe7f40-c74e-4434-a411-f2c896fb962d' class='xr-section-summary-in' type='checkbox' checked><label for='section-17fe7f40-c74e-4434-a411-f2c896fb962d' class='xr-section-summary' >Coordinates: <span>(1)</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'>runs</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 3.0 ... 17.0 18.0 19.0</div><input id='attrs-360aef93-e051-42cd-86ee-6b25705b0b8f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-360aef93-e051-42cd-86ee-6b25705b0b8f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e027773a-9364-4ca0-bf27-72b29602cb55' class='xr-var-data-in' type='checkbox'><label for='data-e027773a-9364-4ca0-bf27-72b29602cb55' 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([ 0., 1., 2., 3., 4., 5., 6., 7., 8., 9., 10., 11., 12., 13.,\n",
" 14., 15., 16., 17., 18., 19.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6f7fd351-036c-4ee5-86f4-d15adef03086' class='xr-section-summary-in' type='checkbox' checked><label for='section-6f7fd351-036c-4ee5-86f4-d15adef03086' class='xr-section-summary' >Data variables: <span>(12)</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>BEC_amplitude</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>678.2635955189662+/-nan ... 704....</div><input id='attrs-96e2131b-2b6a-4010-9524-892405d1c305' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96e2131b-2b6a-4010-9524-892405d1c305' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04f79c7a-6b6a-4363-904f-34689b9144c1' class='xr-var-data-in' type='checkbox'><label for='data-04f79c7a-6b6a-4363-904f-34689b9144c1' 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([678.2635955189662+/-nan, 570.9300691040178+/-nan,\n",
" 729.7439048133908+/-nan, 561.4816558162713+/-nan,\n",
" 767.46198583519+/-nan, 791.6371068647577+/-nan,\n",
" 738.3120441940093+/-nan, 718.0327650311755+/-nan,\n",
" 713.2635798843459+/-nan, 770.4724349923216+/-nan,\n",
" 745.2630547187833+/-nan, 713.6190864987104+/-nan,\n",
" 730.4155945253933+/-nan, 766.7164328868425+/-nan,\n",
" 711.4300692582335+/-nan, 765.9705661810385+/-nan,\n",
" 744.9363853076882+/-nan, 695.0804563161535+/-nan,\n",
" 740.9492233678551+/-nan, 704.5291114313244+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_amplitude</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>0.0+/-nan 0.0+/-nan ... 0.0+/-nan</div><input id='attrs-bc7d2cd1-c037-4342-ae65-f478b1a11798' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bc7d2cd1-c037-4342-ae65-f478b1a11798' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4e2358f-64db-4925-a08c-9c0013290c45' class='xr-var-data-in' type='checkbox'><label for='data-a4e2358f-64db-4925-a08c-9c0013290c45' 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([0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan,\n",
" 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan,\n",
" 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan,\n",
" 0.0+/-nan, 0.0+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_centerx</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>41.68161303986658+/-nan ... 43.3...</div><input id='attrs-c4b2a8aa-37e7-4301-84a7-a1ff5b2b18da' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c4b2a8aa-37e7-4301-84a7-a1ff5b2b18da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf2c0111-07da-4025-ab86-a6d0b805a5ed' class='xr-var-data-in' type='checkbox'><label for='data-bf2c0111-07da-4025-ab86-a6d0b805a5ed' 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([41.68161303986658+/-nan, 43.54643075547984+/-nan,\n",
" 44.010352486593824+/-nan, 42.23001931117413+/-nan,\n",
" 42.766374066460976+/-nan, 43.064151852282954+/-nan,\n",
" 43.516086914287854+/-nan, 41.760592913348056+/-nan,\n",
" 43.51494443994783+/-nan, 42.96251968226675+/-nan,\n",
" 43.37005744679945+/-nan, 43.56655154931581+/-nan,\n",
" 41.772287573081385+/-nan, 43.57692836638424+/-nan,\n",
" 45.61015214662576+/-nan, 41.40326837431126+/-nan,\n",
" 44.13412837882349+/-nan, 44.00010352323085+/-nan,\n",
" 42.32311435664195+/-nan, 43.309389528876224+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_centery</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>48.263472046762345+/-nan ... 47....</div><input id='attrs-5627d1ee-0560-4283-8731-128f18ea284d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5627d1ee-0560-4283-8731-128f18ea284d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aeca68be-4985-47d3-a947-744dc40aa6d2' class='xr-var-data-in' type='checkbox'><label for='data-aeca68be-4985-47d3-a947-744dc40aa6d2' 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([48.263472046762345+/-nan, 47.92156369156314+/-nan,\n",
" 47.92387786596079+/-nan, 48.10018864805499+/-nan,\n",
" 51.08989375819018+/-nan, 49.75067493119259+/-nan,\n",
" 47.485012496868826+/-nan, 50.089735490415876+/-nan,\n",
" 45.30492159070581+/-nan, 48.163658266991035+/-nan,\n",
" 48.69045819525425+/-nan, 47.71273537630479+/-nan,\n",
" 46.667368211637175+/-nan, 49.78442036595954+/-nan,\n",
" 49.765165402627545+/-nan, 47.198228609116065+/-nan,\n",
" 49.29418992339359+/-nan, 49.08225642928532+/-nan,\n",
" 49.653591948991554+/-nan, 47.371206413802184+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_centerx</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>44.13847419706019+/-nan ... 45.5...</div><input id='attrs-526cc799-320b-4324-b6e2-b51f608d3165' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-526cc799-320b-4324-b6e2-b51f608d3165' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e0f673f-15e0-4147-ba44-84560451169e' class='xr-var-data-in' type='checkbox'><label for='data-1e0f673f-15e0-4147-ba44-84560451169e' 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([44.13847419706019+/-nan, 45.625985468547086+/-nan,\n",
" 46.533925797896586+/-nan, 44.62165814130569+/-nan,\n",
" 46.27250825767642+/-nan, 45.434316947514525+/-nan,\n",
" 45.79001967569101+/-nan, 44.373678858979716+/-nan,\n",
" 44.30970039095943+/-nan, 46.16331722441009+/-nan,\n",
" 46.08105971750488+/-nan, 46.27372376784467+/-nan,\n",
" 43.18101816774123+/-nan, 46.21990395299141+/-nan,\n",
" 47.65613216970865+/-nan, 45.44757204102094+/-nan,\n",
" 46.15125411738556+/-nan, 46.75599053582757+/-nan,\n",
" 44.32872271444131+/-nan, 45.542464092852626+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_centery</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>48.10984924238203+/-nan ... 48.2...</div><input id='attrs-c078280c-7362-4f0a-ba09-1b8af75909c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c078280c-7362-4f0a-ba09-1b8af75909c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-161100d5-ed5e-4ea6-97b7-b8d3a816fd7c' class='xr-var-data-in' type='checkbox'><label for='data-161100d5-ed5e-4ea6-97b7-b8d3a816fd7c' 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([48.10984924238203+/-nan, 48.29776864170357+/-nan,\n",
" 47.89841719607176+/-nan, 48.637843612341435+/-nan,\n",
" 50.37205105787732+/-nan, 50.155873982348055+/-nan,\n",
" 48.27111751663431+/-nan, 48.07814079982143+/-nan,\n",
" 45.50313397295916+/-nan, 47.714487832172104+/-nan,\n",
" 49.05731548616915+/-nan, 47.50811202696543+/-nan,\n",
" 46.1817067496195+/-nan, 48.94577010119909+/-nan,\n",
" 50.1565406150817+/-nan, 48.077286151654334+/-nan,\n",
" 48.57662656783241+/-nan, 47.78555906193826+/-nan,\n",
" 48.99216045013127+/-nan, 48.20215142491456+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_sigmax</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>11.148402342086538+/-nan ... 11....</div><input id='attrs-a2fe2418-af5b-4e33-9dd3-b43c2272f130' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a2fe2418-af5b-4e33-9dd3-b43c2272f130' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ca79232-b13c-41a9-8fcf-16198212e543' class='xr-var-data-in' type='checkbox'><label for='data-5ca79232-b13c-41a9-8fcf-16198212e543' 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([11.148402342086538+/-nan, 10.846082348511317+/-nan,\n",
" 9.936114826926607+/-nan, 11.472841060977212+/-nan,\n",
" 11.087130045409271+/-nan, 12.11490129467912+/-nan,\n",
" 10.612355566718353+/-nan, 12.24460010310613+/-nan,\n",
" 11.069876144733835+/-nan, 10.847949190512326+/-nan,\n",
" 11.320238906819718+/-nan, 10.45963696150712+/-nan,\n",
" 12.117828903680287+/-nan, 11.034145701375415+/-nan,\n",
" 11.355872074606202+/-nan, 12.116194146665793+/-nan,\n",
" 10.903573947256424+/-nan, 10.129303376358745+/-nan,\n",
" 12.01520389393174+/-nan, 11.240485207644735+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_sigmay</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>28.173710962485302+/-nan ... 28....</div><input id='attrs-a3a4df22-e9ae-4cfa-bcf7-aef2956fbc10' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3a4df22-e9ae-4cfa-bcf7-aef2956fbc10' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-25090a3b-7cdd-426a-98b0-7e9631f66a74' class='xr-var-data-in' type='checkbox'><label for='data-25090a3b-7cdd-426a-98b0-7e9631f66a74' 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([28.173710962485302+/-nan, 27.472729730893885+/-nan,\n",
" 29.009610740653653+/-nan, 27.419395208369675+/-nan,\n",
" 28.78082785775886+/-nan, 29.10278079322779+/-nan,\n",
" 28.744306416044882+/-nan, 28.069840269388685+/-nan,\n",
" 28.200854516406597+/-nan, 28.446834155244442+/-nan,\n",
" 28.515211832123114+/-nan, 28.154729425094988+/-nan,\n",
" 28.34634650648515+/-nan, 28.194266087711572+/-nan,\n",
" 27.522060885732127+/-nan, 28.19518556065402+/-nan,\n",
" 28.682484626873705+/-nan, 28.440019920248236+/-nan,\n",
" 27.80547930051193+/-nan, 28.020501236848293+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_sigmax</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>20.210666526427037+/-nan ... 19....</div><input id='attrs-b42be749-186c-4699-a239-d6f6038f9513' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b42be749-186c-4699-a239-d6f6038f9513' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-20c38154-dd2a-46c6-b8ee-16b5763ceffe' class='xr-var-data-in' type='checkbox'><label for='data-20c38154-dd2a-46c6-b8ee-16b5763ceffe' 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([20.210666526427037+/-nan, 24.757561807686848+/-nan,\n",
" 21.016275726385558+/-nan, 21.258035446764737+/-nan,\n",
" 24.070593277746358+/-nan, 23.659615215915654+/-nan,\n",
" 22.266005090386873+/-nan, 26.698202895570923+/-nan,\n",
" 22.43670433550361+/-nan, 23.011456416631702+/-nan,\n",
" 20.891865108307083+/-nan, 22.19060404180224+/-nan,\n",
" 23.75360558398967+/-nan, 21.489022009835708+/-nan,\n",
" 23.143154840521934+/-nan, 24.664786557573173+/-nan,\n",
" 24.428932400629346+/-nan, 20.908575597007076+/-nan,\n",
" 26.44651418579941+/-nan, 19.26572608786609+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_sigmay</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>22.827594738210404+/-nan ... 20....</div><input id='attrs-22cc9fc7-498e-4c10-b86c-7c24d2ee04e7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22cc9fc7-498e-4c10-b86c-7c24d2ee04e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc1dc8aa-547f-4675-8b6c-529ac0f95b0d' class='xr-var-data-in' type='checkbox'><label for='data-bc1dc8aa-547f-4675-8b6c-529ac0f95b0d' 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([22.827594738210404+/-nan, 29.354713384227505+/-nan,\n",
" 22.789693923460963+/-nan, 23.18921200858366+/-nan,\n",
" 28.78685175806023+/-nan, 28.391538259098784+/-nan,\n",
" 25.912070215608463+/-nan, 32.037843474685104+/-nan,\n",
" 26.19017971689124+/-nan, 27.613747699958044+/-nan,\n",
" 23.91984106587037+/-nan, 26.384204859722296+/-nan,\n",
" 28.504326700787605+/-nan, 25.393825266679013+/-nan,\n",
" 27.77178580862632+/-nan, 29.597743869087807+/-nan,\n",
" 29.314718880755215+/-nan, 22.642030075368012+/-nan,\n",
" 31.73581702295929+/-nan, 20.30783021305562+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermalAspectRatio</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1.1294825288597745+/-nan ... 1.0...</div><input id='attrs-84165e27-5e1b-4e91-b3d2-b5bd07d162a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-84165e27-5e1b-4e91-b3d2-b5bd07d162a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e46054b-432f-434c-afa5-013f36cc15f3' class='xr-var-data-in' type='checkbox'><label for='data-4e46054b-432f-434c-afa5-013f36cc15f3' 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([1.1294825288597745+/-nan, 1.1856867656132968+/-nan,\n",
" 1.0843830857647585+/-nan, 1.090844545191161+/-nan,\n",
" 1.1959344510496186+/-nan, 1.2+/-nan, 1.1637503050242157+/-nan,\n",
" 1.2+/-nan, 1.167291743264102+/-nan, 1.2+/-nan,\n",
" 1.1449356456144881+/-nan, 1.1889809222867584+/-nan, 1.2+/-nan,\n",
" 1.1817115388060027+/-nan, 1.2+/-nan, 1.2+/-nan, 1.2+/-nan,\n",
" 1.0829063878750818+/-nan, 1.2+/-nan, 1.0540910900755445+/-nan],\n",
" dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>condensate_fraction</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1.0+/-nan 1.0+/-nan ... 1.0+/-nan</div><input id='attrs-28b68693-c5b1-4b99-a0f1-e128ade63856' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-28b68693-c5b1-4b99-a0f1-e128ade63856' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b126802e-2e20-4301-927a-3e28908f8cbe' class='xr-var-data-in' type='checkbox'><label for='data-b126802e-2e20-4301-927a-3e28908f8cbe' 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([1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan,\n",
" 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan,\n",
" 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan,\n",
" 1.0+/-nan, 1.0+/-nan], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-244e583a-6404-438a-a610-3d225e7aa06b' class='xr-section-summary-in' type='checkbox' ><label for='section-244e583a-6404-438a-a610-3d225e7aa06b' class='xr-section-summary' >Indexes: <span>(1)</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-index-name'><div>runs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8205b11f-4659-4f73-87a7-d2aec2863f80' class='xr-index-data-in' type='checkbox'/><label for='index-8205b11f-4659-4f73-87a7-d2aec2863f80' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.0, 1.0, 2.0, 3.0, 4.0, 5.0, 6.0, 7.0, 8.0, 9.0, 10.0,\n",
" 11.0, 12.0, 13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;runs&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-92338550-34a4-4904-b2ad-09855698df24' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-92338550-34a4-4904-b2ad-09855698df24' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
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"<xarray.Dataset>\n",
"Dimensions: (runs: 20)\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 ... 16.0 17.0 18.0 19.0\n",
"Data variables:\n",
" BEC_amplitude (runs) object 678.2635955189662+/-nan ... 704.529111...\n",
" thermal_amplitude (runs) object 0.0+/-nan 0.0+/-nan ... 0.0+/-nan\n",
" BEC_centerx (runs) object 41.68161303986658+/-nan ... 43.3093895...\n",
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" thermal_centerx (runs) object 44.13847419706019+/-nan ... 45.5424640...\n",
" thermal_centery (runs) object 48.10984924238203+/-nan ... 48.2021514...\n",
" BEC_sigmax (runs) object 11.148402342086538+/-nan ... 11.240485...\n",
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]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
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],
"source": [
"value"
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},
{
"attachments": {},
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"metadata": {},
"source": [
"### Get the result of the fit"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"value = fitAnalyser.get_fit_value(fitResult)"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"std = fitAnalyser.get_fit_std(fitResult)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\data\\AppData\\Roaming\\Python\\Python39\\site-packages\\numpy\\lib\\function_base.py:2246: RuntimeWarning: invalid value encountered in _get_fit_full_result_single (vectorized)\n",
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"Dimensions: (runs: 20)\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 ... 16.0 17.0 18.0 19.0\n",
"Data variables:\n",
" BEC_amplitude (runs) object 678.2635955189662+/-nan ... 704.529111...\n",
" thermal_amplitude (runs) object 0.0+/-nan 0.0+/-nan ... 0.0+/-nan\n",
" BEC_centerx (runs) object 41.68161303986658+/-nan ... 43.3093895...\n",
" BEC_centery (runs) object 48.263472046762345+/-nan ... 47.371206...\n",
" thermal_centerx (runs) object 44.13847419706019+/-nan ... 45.5424640...\n",
" thermal_centery (runs) object 48.10984924238203+/-nan ... 48.2021514...\n",
" BEC_sigmax (runs) object 11.148402342086538+/-nan ... 11.240485...\n",
" BEC_sigmay (runs) object 28.173710962485302+/-nan ... 28.020501...\n",
" thermal_sigmax (runs) object 20.210666526427037+/-nan ... 19.265726...\n",
" thermal_sigmay (runs) object 22.827594738210404+/-nan ... 20.307830...\n",
" thermalAspectRatio (runs) object 1.1294825288597745+/-nan ... 1.0540910...\n",
" condensate_fraction (runs) object 1.0+/-nan 1.0+/-nan ... 1.0+/-nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-1a216d6f-cd96-41a0-95c3-de1b2dec949e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1a216d6f-cd96-41a0-95c3-de1b2dec949e' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>runs</span>: 20</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7dd206d7-461b-4171-a8b6-2806bd261265' class='xr-section-summary-in' type='checkbox' checked><label for='section-7dd206d7-461b-4171-a8b6-2806bd261265' class='xr-section-summary' >Coordinates: <span>(1)</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'>runs</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 3.0 ... 17.0 18.0 19.0</div><input id='attrs-e3498fae-5355-46f7-8718-836f13f0f1b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e3498fae-5355-46f7-8718-836f13f0f1b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1715c2b8-d0c0-4f5a-aaf3-d3d7210b5b88' class='xr-var-data-in' type='checkbox'><label for='data-1715c2b8-d0c0-4f5a-aaf3-d3d7210b5b88' 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([ 0., 1., 2., 3., 4., 5., 6., 7., 8., 9., 10., 11., 12., 13.,\n",
" 14., 15., 16., 17., 18., 19.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f4926267-dbc5-40b8-876b-0acc33017207' class='xr-section-summary-in' type='checkbox' checked><label for='section-f4926267-dbc5-40b8-876b-0acc33017207' class='xr-section-summary' >Data variables: <span>(12)</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>BEC_amplitude</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>678.2635955189662+/-nan ... 704....</div><input id='attrs-94f3126e-f6ad-485c-8ce7-79235ca3d1a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-94f3126e-f6ad-485c-8ce7-79235ca3d1a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-131a9007-9639-4708-b3eb-039a61c0f0a5' class='xr-var-data-in' type='checkbox'><label for='data-131a9007-9639-4708-b3eb-039a61c0f0a5' 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([678.2635955189662+/-nan, 570.9300691040178+/-nan,\n",
" 729.7439048133908+/-nan, 561.4816558162713+/-nan,\n",
" 767.46198583519+/-nan, 791.6371068647577+/-nan,\n",
" 738.3120441940093+/-nan, 718.0327650311755+/-nan,\n",
" 713.2635798843459+/-nan, 770.4724349923216+/-nan,\n",
" 745.2630547187833+/-nan, 713.6190864987104+/-nan,\n",
" 730.4155945253933+/-nan, 766.7164328868425+/-nan,\n",
" 711.4300692582335+/-nan, 765.9705661810385+/-nan,\n",
" 744.9363853076882+/-nan, 695.0804563161535+/-nan,\n",
" 740.9492233678551+/-nan, 704.5291114313244+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_amplitude</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>0.0+/-nan 0.0+/-nan ... 0.0+/-nan</div><input id='attrs-1c8827c4-0e30-42b2-baa6-977a735159ca' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c8827c4-0e30-42b2-baa6-977a735159ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a244b95-44d5-45d1-b408-453c79701d65' class='xr-var-data-in' type='checkbox'><label for='data-4a244b95-44d5-45d1-b408-453c79701d65' 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([0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan,\n",
" 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan,\n",
" 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan, 0.0+/-nan,\n",
" 0.0+/-nan, 0.0+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_centerx</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>41.68161303986658+/-nan ... 43.3...</div><input id='attrs-583ef8f4-fe00-4c5b-a4f2-c4235ed966f9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-583ef8f4-fe00-4c5b-a4f2-c4235ed966f9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84f30403-ba59-4ce6-81a4-42caf91c5e62' class='xr-var-data-in' type='checkbox'><label for='data-84f30403-ba59-4ce6-81a4-42caf91c5e62' 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([41.68161303986658+/-nan, 43.54643075547984+/-nan,\n",
" 44.010352486593824+/-nan, 42.23001931117413+/-nan,\n",
" 42.766374066460976+/-nan, 43.064151852282954+/-nan,\n",
" 43.516086914287854+/-nan, 41.760592913348056+/-nan,\n",
" 43.51494443994783+/-nan, 42.96251968226675+/-nan,\n",
" 43.37005744679945+/-nan, 43.56655154931581+/-nan,\n",
" 41.772287573081385+/-nan, 43.57692836638424+/-nan,\n",
" 45.61015214662576+/-nan, 41.40326837431126+/-nan,\n",
" 44.13412837882349+/-nan, 44.00010352323085+/-nan,\n",
" 42.32311435664195+/-nan, 43.309389528876224+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_centery</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>48.263472046762345+/-nan ... 47....</div><input id='attrs-b607aed7-4250-44e6-ba96-f68113d8810f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b607aed7-4250-44e6-ba96-f68113d8810f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f9d701c-22a2-4845-98fc-9a86af0576c6' class='xr-var-data-in' type='checkbox'><label for='data-1f9d701c-22a2-4845-98fc-9a86af0576c6' 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([48.263472046762345+/-nan, 47.92156369156314+/-nan,\n",
" 47.92387786596079+/-nan, 48.10018864805499+/-nan,\n",
" 51.08989375819018+/-nan, 49.75067493119259+/-nan,\n",
" 47.485012496868826+/-nan, 50.089735490415876+/-nan,\n",
" 45.30492159070581+/-nan, 48.163658266991035+/-nan,\n",
" 48.69045819525425+/-nan, 47.71273537630479+/-nan,\n",
" 46.667368211637175+/-nan, 49.78442036595954+/-nan,\n",
" 49.765165402627545+/-nan, 47.198228609116065+/-nan,\n",
" 49.29418992339359+/-nan, 49.08225642928532+/-nan,\n",
" 49.653591948991554+/-nan, 47.371206413802184+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_centerx</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>44.13847419706019+/-nan ... 45.5...</div><input id='attrs-b58221cf-5462-46e1-a60c-f14a56db0b15' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b58221cf-5462-46e1-a60c-f14a56db0b15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-afbf2cc8-b06d-4b1e-a77e-3035fdd14f47' class='xr-var-data-in' type='checkbox'><label for='data-afbf2cc8-b06d-4b1e-a77e-3035fdd14f47' 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([44.13847419706019+/-nan, 45.625985468547086+/-nan,\n",
" 46.533925797896586+/-nan, 44.62165814130569+/-nan,\n",
" 46.27250825767642+/-nan, 45.434316947514525+/-nan,\n",
" 45.79001967569101+/-nan, 44.373678858979716+/-nan,\n",
" 44.30970039095943+/-nan, 46.16331722441009+/-nan,\n",
" 46.08105971750488+/-nan, 46.27372376784467+/-nan,\n",
" 43.18101816774123+/-nan, 46.21990395299141+/-nan,\n",
" 47.65613216970865+/-nan, 45.44757204102094+/-nan,\n",
" 46.15125411738556+/-nan, 46.75599053582757+/-nan,\n",
" 44.32872271444131+/-nan, 45.542464092852626+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_centery</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>48.10984924238203+/-nan ... 48.2...</div><input id='attrs-b952584c-dfb2-41b9-8740-1c2586992bbe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b952584c-dfb2-41b9-8740-1c2586992bbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-416f0dec-da56-4b2e-8030-ccf4ddb992ca' class='xr-var-data-in' type='checkbox'><label for='data-416f0dec-da56-4b2e-8030-ccf4ddb992ca' 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([48.10984924238203+/-nan, 48.29776864170357+/-nan,\n",
" 47.89841719607176+/-nan, 48.637843612341435+/-nan,\n",
" 50.37205105787732+/-nan, 50.155873982348055+/-nan,\n",
" 48.27111751663431+/-nan, 48.07814079982143+/-nan,\n",
" 45.50313397295916+/-nan, 47.714487832172104+/-nan,\n",
" 49.05731548616915+/-nan, 47.50811202696543+/-nan,\n",
" 46.1817067496195+/-nan, 48.94577010119909+/-nan,\n",
" 50.1565406150817+/-nan, 48.077286151654334+/-nan,\n",
" 48.57662656783241+/-nan, 47.78555906193826+/-nan,\n",
" 48.99216045013127+/-nan, 48.20215142491456+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_sigmax</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>11.148402342086538+/-nan ... 11....</div><input id='attrs-9613df5a-194d-4e5d-863f-b8ff0584d35c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9613df5a-194d-4e5d-863f-b8ff0584d35c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6064a1dd-30d4-4217-8ed9-73877723c5e2' class='xr-var-data-in' type='checkbox'><label for='data-6064a1dd-30d4-4217-8ed9-73877723c5e2' 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([11.148402342086538+/-nan, 10.846082348511317+/-nan,\n",
" 9.936114826926607+/-nan, 11.472841060977212+/-nan,\n",
" 11.087130045409271+/-nan, 12.11490129467912+/-nan,\n",
" 10.612355566718353+/-nan, 12.24460010310613+/-nan,\n",
" 11.069876144733835+/-nan, 10.847949190512326+/-nan,\n",
" 11.320238906819718+/-nan, 10.45963696150712+/-nan,\n",
" 12.117828903680287+/-nan, 11.034145701375415+/-nan,\n",
" 11.355872074606202+/-nan, 12.116194146665793+/-nan,\n",
" 10.903573947256424+/-nan, 10.129303376358745+/-nan,\n",
" 12.01520389393174+/-nan, 11.240485207644735+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BEC_sigmay</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>28.173710962485302+/-nan ... 28....</div><input id='attrs-731e9688-9c5e-44b8-8868-0b4840fc4b9c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-731e9688-9c5e-44b8-8868-0b4840fc4b9c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03cf043b-a549-4b31-8eb8-5acd44941cf4' class='xr-var-data-in' type='checkbox'><label for='data-03cf043b-a549-4b31-8eb8-5acd44941cf4' 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([28.173710962485302+/-nan, 27.472729730893885+/-nan,\n",
" 29.009610740653653+/-nan, 27.419395208369675+/-nan,\n",
" 28.78082785775886+/-nan, 29.10278079322779+/-nan,\n",
" 28.744306416044882+/-nan, 28.069840269388685+/-nan,\n",
" 28.200854516406597+/-nan, 28.446834155244442+/-nan,\n",
" 28.515211832123114+/-nan, 28.154729425094988+/-nan,\n",
" 28.34634650648515+/-nan, 28.194266087711572+/-nan,\n",
" 27.522060885732127+/-nan, 28.19518556065402+/-nan,\n",
" 28.682484626873705+/-nan, 28.440019920248236+/-nan,\n",
" 27.80547930051193+/-nan, 28.020501236848293+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_sigmax</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>20.210666526427037+/-nan ... 19....</div><input id='attrs-af29ddb1-abfe-4bc0-a219-2c8cb7820440' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af29ddb1-abfe-4bc0-a219-2c8cb7820440' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a7f1246-974c-4373-9869-2cdd474f1b0e' class='xr-var-data-in' type='checkbox'><label for='data-4a7f1246-974c-4373-9869-2cdd474f1b0e' 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([20.210666526427037+/-nan, 24.757561807686848+/-nan,\n",
" 21.016275726385558+/-nan, 21.258035446764737+/-nan,\n",
" 24.070593277746358+/-nan, 23.659615215915654+/-nan,\n",
" 22.266005090386873+/-nan, 26.698202895570923+/-nan,\n",
" 22.43670433550361+/-nan, 23.011456416631702+/-nan,\n",
" 20.891865108307083+/-nan, 22.19060404180224+/-nan,\n",
" 23.75360558398967+/-nan, 21.489022009835708+/-nan,\n",
" 23.143154840521934+/-nan, 24.664786557573173+/-nan,\n",
" 24.428932400629346+/-nan, 20.908575597007076+/-nan,\n",
" 26.44651418579941+/-nan, 19.26572608786609+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermal_sigmay</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>22.827594738210404+/-nan ... 20....</div><input id='attrs-34293cce-7870-4a7b-b30f-7362232407a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-34293cce-7870-4a7b-b30f-7362232407a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-007cd236-2bea-44f3-9453-7b0c5015589e' class='xr-var-data-in' type='checkbox'><label for='data-007cd236-2bea-44f3-9453-7b0c5015589e' 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([22.827594738210404+/-nan, 29.354713384227505+/-nan,\n",
" 22.789693923460963+/-nan, 23.18921200858366+/-nan,\n",
" 28.78685175806023+/-nan, 28.391538259098784+/-nan,\n",
" 25.912070215608463+/-nan, 32.037843474685104+/-nan,\n",
" 26.19017971689124+/-nan, 27.613747699958044+/-nan,\n",
" 23.91984106587037+/-nan, 26.384204859722296+/-nan,\n",
" 28.504326700787605+/-nan, 25.393825266679013+/-nan,\n",
" 27.77178580862632+/-nan, 29.597743869087807+/-nan,\n",
" 29.314718880755215+/-nan, 22.642030075368012+/-nan,\n",
" 31.73581702295929+/-nan, 20.30783021305562+/-nan], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thermalAspectRatio</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1.1294825288597745+/-nan ... 1.0...</div><input id='attrs-36657bfb-be9d-470f-bae0-8816a86c0fdc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36657bfb-be9d-470f-bae0-8816a86c0fdc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-20913f5c-b760-41c0-be65-1a45bfa5ce72' class='xr-var-data-in' type='checkbox'><label for='data-20913f5c-b760-41c0-be65-1a45bfa5ce72' 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([1.1294825288597745+/-nan, 1.1856867656132968+/-nan,\n",
" 1.0843830857647585+/-nan, 1.090844545191161+/-nan,\n",
" 1.1959344510496186+/-nan, 1.2+/-nan, 1.1637503050242157+/-nan,\n",
" 1.2+/-nan, 1.167291743264102+/-nan, 1.2+/-nan,\n",
" 1.1449356456144881+/-nan, 1.1889809222867584+/-nan, 1.2+/-nan,\n",
" 1.1817115388060027+/-nan, 1.2+/-nan, 1.2+/-nan, 1.2+/-nan,\n",
" 1.0829063878750818+/-nan, 1.2+/-nan, 1.0540910900755445+/-nan],\n",
" dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>condensate_fraction</span></div><div class='xr-var-dims'>(runs)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1.0+/-nan 1.0+/-nan ... 1.0+/-nan</div><input id='attrs-90fecb03-5a3c-4bca-ae05-17e5ca62f818' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-90fecb03-5a3c-4bca-ae05-17e5ca62f818' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94bfdbe5-de37-49e6-aa3b-a6fc284fc16f' class='xr-var-data-in' type='checkbox'><label for='data-94bfdbe5-de37-49e6-aa3b-a6fc284fc16f' 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([1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan,\n",
" 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan,\n",
" 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan, 1.0+/-nan,\n",
" 1.0+/-nan, 1.0+/-nan], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c0c5a21a-e028-4042-86cb-f37453c07f6a' class='xr-section-summary-in' type='checkbox' ><label for='section-c0c5a21a-e028-4042-86cb-f37453c07f6a' class='xr-section-summary' >Indexes: <span>(1)</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-index-name'><div>runs</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-be39d4ae-64ed-4f4c-95dc-94432182fe30' class='xr-index-data-in' type='checkbox'/><label for='index-be39d4ae-64ed-4f4c-95dc-94432182fe30' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 0.0, 1.0, 2.0, 3.0, 4.0, 5.0, 6.0, 7.0, 8.0, 9.0, 10.0,\n",
" 11.0, 12.0, 13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0],\n",
" dtype=&#x27;float64&#x27;, name=&#x27;runs&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-81cf425a-e368-4efe-a16d-55c6719dd68e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-81cf425a-e368-4efe-a16d-55c6719dd68e' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (runs: 20)\n",
"Coordinates:\n",
" * runs (runs) float64 0.0 1.0 2.0 3.0 ... 16.0 17.0 18.0 19.0\n",
"Data variables:\n",
" BEC_amplitude (runs) object 678.2635955189662+/-nan ... 704.529111...\n",
" thermal_amplitude (runs) object 0.0+/-nan 0.0+/-nan ... 0.0+/-nan\n",
" BEC_centerx (runs) object 41.68161303986658+/-nan ... 43.3093895...\n",
" BEC_centery (runs) object 48.263472046762345+/-nan ... 47.371206...\n",
" thermal_centerx (runs) object 44.13847419706019+/-nan ... 45.5424640...\n",
" thermal_centery (runs) object 48.10984924238203+/-nan ... 48.2021514...\n",
" BEC_sigmax (runs) object 11.148402342086538+/-nan ... 11.240485...\n",
" BEC_sigmay (runs) object 28.173710962485302+/-nan ... 28.020501...\n",
" thermal_sigmax (runs) object 20.210666526427037+/-nan ... 19.265726...\n",
" thermal_sigmay (runs) object 22.827594738210404+/-nan ... 20.307830...\n",
" thermalAspectRatio (runs) object 1.1294825288597745+/-nan ... 1.0540910...\n",
" condensate_fraction (runs) object 1.0+/-nan 1.0+/-nan ... 1.0+/-nan"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"fitAnalyser.get_fit_full_result(fitResult)"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"value.BEC_amplitude.plot.errorbar(fmt='ob')\n",
"plt.grid()"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"Ncount.plot.errorbar(fmt='ob')\n",
"plt.grid()"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [
{
"data": {
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"<defs>\n",
"<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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"</defs>\n",
"</svg>\n",
"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
" *\n",
" */\n",
"\n",
":root {\n",
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
" --xr-background-color: var(--jp-layout-color0, white);\n",
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
"}\n",
"\n",
"html[theme=dark],\n",
"body[data-theme=dark],\n",
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" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
" --xr-border-color: #1F1F1F;\n",
" --xr-disabled-color: #515151;\n",
" --xr-background-color: #111111;\n",
" --xr-background-color-row-even: #111111;\n",
" --xr-background-color-row-odd: #313131;\n",
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"\n",
".xr-wrap {\n",
" display: block !important;\n",
" min-width: 300px;\n",
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"}\n",
"\n",
".xr-text-repr-fallback {\n",
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
" display: none;\n",
"}\n",
"\n",
".xr-header {\n",
" padding-top: 6px;\n",
" padding-bottom: 6px;\n",
" margin-bottom: 4px;\n",
" border-bottom: solid 1px var(--xr-border-color);\n",
"}\n",
"\n",
".xr-header > div,\n",
".xr-header > ul {\n",
" display: inline;\n",
" margin-top: 0;\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-obj-type,\n",
".xr-array-name {\n",
" margin-left: 2px;\n",
" margin-right: 10px;\n",
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".xr-obj-type {\n",
" color: var(--xr-font-color2);\n",
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"\n",
".xr-sections {\n",
" padding-left: 0 !important;\n",
" display: grid;\n",
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
"}\n",
"\n",
".xr-section-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-section-item input {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-item input + label {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;BEC_amplitude&#x27; ()&gt;\n",
"array(717.92545613)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'BEC_amplitude'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a31f85ed-3657-4e68-abcb-68057cf991fe' class='xr-array-in' type='checkbox' checked><label for='section-a31f85ed-3657-4e68-abcb-68057cf991fe' 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>717.9</span></div><div class='xr-array-data'><pre>array(717.92545613)</pre></div></div></li><li class='xr-section-item'><input id='section-9cca9315-854c-4eaf-a633-d6dfe62131aa' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9cca9315-854c-4eaf-a633-d6dfe62131aa' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-5f9b9670-24bd-4d42-8ed8-a18f69bc1348' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5f9b9670-24bd-4d42-8ed8-a18f69bc1348' class='xr-section-summary' title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-c511c759-efd6-489f-bd68-df745fa34095' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c511c759-efd6-489f-bd68-df745fa34095' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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"text/plain": [
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"array(717.92545613)"
]
},
"execution_count": 45,
"metadata": {},
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}
],
"source": [
"calculate_mean(value.BEC_amplitude)"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;BEC_amplitude&#x27; ()&gt;\n",
"array(57.66059232)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'BEC_amplitude'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-69482eaa-387d-4835-9fb2-e61d7cf795cb' class='xr-array-in' type='checkbox' checked><label for='section-69482eaa-387d-4835-9fb2-e61d7cf795cb' 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>57.66</span></div><div class='xr-array-data'><pre>array(57.66059232)</pre></div></div></li><li class='xr-section-item'><input id='section-d038e492-4082-411e-88d2-4dbb7ef0855d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d038e492-4082-411e-88d2-4dbb7ef0855d' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-0aced48b-9ed2-41fd-ae3e-3296ca20bb22' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0aced48b-9ed2-41fd-ae3e-3296ca20bb22' class='xr-section-summary' title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-0971d935-7798-4ca2-9013-e45de2d0c633' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0971d935-7798-4ca2-9013-e45de2d0c633' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray 'BEC_amplitude' ()>\n",
"array(57.66059232)"
]
},
"execution_count": 46,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"value.BEC_amplitude.std(dim='runs')"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Get the Ncount"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"### Calculate the mean and standard deviation"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"ename": "TypeError",
"evalue": "No numeric data to plot.",
"output_type": "error",
"traceback": [
"\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)",
"\u001b[1;32mf:\\Jianshun\\analyseScript\\Example.ipynb Cell 26\u001b[0m in \u001b[0;36m6\n\u001b[0;32m <a href='vscode-notebook-cell:/f%3A/Jianshun/analyseScript/Example.ipynb#X31sZmlsZQ%3D%3D?line=3'>4</a>\u001b[0m Ncount_mean \u001b[39m=\u001b[39m calculate_mean(Ncount)\n\u001b[0;32m <a href='vscode-notebook-cell:/f%3A/Jianshun/analyseScript/Example.ipynb#X31sZmlsZQ%3D%3D?line=4'>5</a>\u001b[0m Ncount_std \u001b[39m=\u001b[39m calculate_std(Ncount)\n\u001b[1;32m----> <a href='vscode-notebook-cell:/f%3A/Jianshun/analyseScript/Example.ipynb#X31sZmlsZQ%3D%3D?line=5'>6</a>\u001b[0m Ncount_mean\u001b[39m.\u001b[39;49mplot\u001b[39m.\u001b[39;49merrorbar()\u001b[39m#yerr=Ncount_std)\u001b[39;00m\n\u001b[0;32m <a href='vscode-notebook-cell:/f%3A/Jianshun/analyseScript/Example.ipynb#X31sZmlsZQ%3D%3D?line=6'>7</a>\u001b[0m plt\u001b[39m.\u001b[39mshow()\n",
"File \u001b[1;32mf:\\Jianshun\\analyseScript\\ToolFunction\\HomeMadeXarrayFunction.py:274\u001b[0m, in \u001b[0;36mdataarray_plot_errorbar\u001b[1;34m(DataArrayPlotAccessor, *args, **kwargs)\u001b[0m\n\u001b[0;32m 273\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mdataarray_plot_errorbar\u001b[39m(DataArrayPlotAccessor, \u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m \u001b[39mlist\u001b[39m[Line3D] \u001b[39m|\u001b[39m FacetGrid[DataArray]:\n\u001b[1;32m--> 274\u001b[0m \u001b[39mreturn\u001b[39;00m errorbar(DataArrayPlotAccessor\u001b[39m.\u001b[39m_da, \u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n",
"File \u001b[1;32mf:\\Jianshun\\analyseScript\\ToolFunction\\HomeMadeXarrayFunction.py:183\u001b[0m, in \u001b[0;36merrorbar\u001b[1;34m(darray, xerr, yerr, row, col, figsize, aspect, size, ax, hue, x, y, xincrease, yincrease, xscale, yscale, xticks, yticks, xlim, ylim, add_legend, _labels, *args, **kwargs)\u001b[0m\n\u001b[0;32m 180\u001b[0m ndims \u001b[39m=\u001b[39m \u001b[39mlen\u001b[39m(darray\u001b[39m.\u001b[39mdims)\n\u001b[0;32m 181\u001b[0m \u001b[39mif\u001b[39;00m ndims \u001b[39m==\u001b[39m \u001b[39m0\u001b[39m \u001b[39mor\u001b[39;00m darray\u001b[39m.\u001b[39msize \u001b[39m==\u001b[39m \u001b[39m0\u001b[39m:\n\u001b[0;32m 182\u001b[0m \u001b[39m# TypeError to be consistent with pandas\u001b[39;00m\n\u001b[1;32m--> 183\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mTypeError\u001b[39;00m(\u001b[39m\"\u001b[39m\u001b[39mNo numeric data to plot.\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[0;32m 184\u001b[0m \u001b[39mif\u001b[39;00m ndims \u001b[39m>\u001b[39m \u001b[39m2\u001b[39m:\n\u001b[0;32m 185\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\n\u001b[0;32m 186\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mLine plots are for 1- or 2-dimensional DataArrays. \u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 187\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mPassed DataArray has \u001b[39m\u001b[39m{ndims}\u001b[39;00m\u001b[39m \u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 188\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mdimensions\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39mformat(ndims\u001b[39m=\u001b[39mndims)\n\u001b[0;32m 189\u001b[0m )\n",
"\u001b[1;31mTypeError\u001b[0m: No numeric data to plot."
]
}
],
"source": [
"Ncount = imageAnalyser.get_Ncount(dataSet_cropOD)\n",
"\n",
"Ncount.load()\n",
"Ncount_mean = calculate_mean(Ncount)\n",
"Ncount_std = calculate_std(Ncount)\n",
"Ncount_mean.plot.errorbar()#yerr=Ncount_std)\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"### Do a 1D fit"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"def gaussian(x, amplitude=1.0, center=0.0, sigma=1.0):\n",
" \"\"\"Return a 1-dimensional Gaussian function.\n",
"\n",
" gaussian(x, amplitude, center, sigma) =\n",
" (amplitude/(s2pi*sigma)) * exp(-(1.0*x-center)**2 / (2*sigma**2))\n",
"\n",
" \"\"\"\n",
" return ((amplitude/(max(1e-10, np.sqrt(2*np.pi)*sigma)))\n",
" * np.exp(-(1.0*x-center)**2 / max(1e-10, (2*sigma**2))))\n",
"\n",
"fitModel = NewFitModel(gaussian)\n",
"\n",
"fitModel.make_params()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"fitAnalyser = FitAnalyser(fitModel, fitDim=1)\n",
"\n",
"params = fitAnalyser.guess(Ncount_mean, x=\"sin_mod_freq\", dask=\"parallelized\")\n",
"fitResult = fitAnalyser.fit(Ncount_mean, params, x=\"sin_mod_freq\").load()\n",
"\n",
"plot_x = np.linspace(Ncount_mean[\"sin_mod_freq\"].min(), Ncount_mean[\"sin_mod_freq\"].max(), 100)\n",
"\n",
"fitCurve = fitAnalyser.eval(fitResult, x=plot_x, dask=\"parallelized\").load()\n",
"\n",
"fig = plt.figure()\n",
"ax = fig.gca()\n",
"\n",
"Ncount_mean.plot.errorbar(ax=ax, yerr=Ncount_std)\n",
"fitCurve.plot.errorbar(ax=ax, fmt='--g')\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"fitCurve = fitCurve.rename(dict(x='final_amp'))\n",
"plot_dataSe = xr.combine_nested([Ncount_mean, fitCurve], ['plot'])\n",
"\n",
"fig = plt.figure()\n",
"ax = fig.gca()\n",
"plot_dataSe.sel(plot=[0, 1]).plot.errorbar(ax=ax, hue='plot', x='final_amp', fmt=['ob', '-g'])\n",
"plt.show()\n"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"# Select data and remove bad shot"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"plot_dataSe.where( (Ncount_mean[scanAxis[0]]<2e-4) & (Ncount_mean[scanAxis[0]]>1e-4) )"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"img_dir = '//DyLabNAS/Data/'\n",
"SequenceName = \"Evaporative_Cooling\" + \"/\"\n",
"folderPath = img_dir + SequenceName + '2023/05/17'"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"groupList = [\n",
" \"images/MOT_3D_Camera/in_situ_absorption\",\n",
" \"images/ODT_1_Axis_Camera/in_situ_absorption\",\n",
" \"images/ODT_2_Axis_Camera/in_situ_absorption\",\n",
"]\n",
"\n",
"dskey = {\n",
" \"images/MOT_3D_Camera/in_situ_absorption\": \"camera_0\",\n",
" \"images/ODT_1_Axis_Camera/in_situ_absorption\": \"camera_1\",\n",
" \"images/ODT_2_Axis_Camera/in_situ_absorption\": \"camera_2\",\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"dataSet"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"shotNum = \"0023\"\n",
"filePath = folderPath + \"/\" + shotNum + \"/*.h5\"\n",
"\n",
"dataSetDict = {\n",
" dskey[groupList[i]]: read_hdf5_file(filePath, groupList[i])\n",
" for i in [0]\n",
"}\n",
"\n",
"dataSet = dataSetDict[\"camera_0\"]\n",
"\n",
"print_scanAxis(dataSet)\n",
"\n",
"scanAxis = get_scanAxis(dataSet)\n",
"\n",
"dataSet = auto_rechunk(dataSet)\n",
"\n",
"dataSet = imageAnalyser.get_absorption_images(dataSet)\n",
"\n",
"imageAnalyser.center = (280, 959)\n",
"imageAnalyser.span = (350, 350)\n",
"imageAnalyser.fraction = (0.1, 0.1)\n",
"\n",
"dataSet_cropOD = imageAnalyser.crop_image(dataSet.OD)\n",
"dataSet_cropOD = imageAnalyser.substract_offset(dataSet_cropOD).load()\n",
"\n",
"Ncount = imageAnalyser.get_Ncount(dataSet_cropOD)\n",
"Ncount_mean = Ncount.mean(dim='runs')\n",
"Ncount_std = Ncount.std(dim='runs')\n",
"\n",
"fig = plt.figure()\n",
"ax = fig.gca()\n",
"Ncount_mean.plot.errorbar(ax=ax, yerr = Ncount_std, fmt='ob')\n",
"\n",
"plt.ylabel('NCount')\n",
"plt.tight_layout()\n",
"#plt.ylim([0, 800])\n",
"plt.grid(visible=1)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"def sinc_func(x, amplitude=1.0, center=0.0, sigma=1.0, offset=0.0):\n",
" x = np.where(x==center, 1e-15, x)\n",
" return amplitude * ( np.sin(np.pi*(x-center)*sigma) / (np.pi*( (x-center) )* max(sigma, 1e-15) ) ) + offset\n",
"\n",
"fitModel = NewFitModel(sinc_func)\n",
"\n",
"fitModel.make_params()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"fitAnalyser = FitAnalyser(fitModel, fitDim=1)\n",
"# params = fitAnalyser.guess(Ncount_mean_1, x=scanAxis[0], guess_kwargs=dict(negative=True), dask=\"parallelized\")\n",
"params = fitAnalyser.fitModel.make_params()\n",
"params.add(name=\"amplitude\", value= -5000, max=np.inf, min=-np.inf, vary=True)\n",
"params.add(name=\"center\", value= 4.24, max=np.inf, min=-np.inf, vary=True)\n",
"params.add(name=\"sigma\", value= 100, max=np.inf, min= 0, vary=True)\n",
"params.add(name=\"offset\", value= 7000, max=np.inf, min=-np.inf, vary=True)\n",
"\n",
"fitResult = fitAnalyser.fit(Ncount_mean, params, x=scanAxis[0]).load()\n",
"freqdata = np.linspace(4.21, 4.27, 500)\n",
"fitCurve = fitAnalyser.eval(fitResult, x=freqdata, dask=\"parallelized\").load()\n",
"fitCurve = fitCurve.assign_coords({'x':np.array(freqdata)})\n",
"\n",
"fig = plt.figure()\n",
"ax = fig.gca()\n",
"\n",
"Ncount_mean.plot.errorbar(ax=ax, yerr = Ncount_std, fmt='ob')\n",
"fitCurve.plot.errorbar(ax=ax, fmt='--g')\n",
"plt.xlabel('Center Frequency (MHz)')\n",
"plt.ylabel('NCount')\n",
"plt.tight_layout()\n",
"plt.grid(visible=1)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"fitResult.item()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"import lmfit\n",
"\n",
"def sinc_func(x, amplitude=1.0, center=0.0, sigma=1.0, offset=0.0):\n",
" x = np.where(x==center, 1e-5, x)\n",
" return amplitude * ( np.sin(np.pi*(x-center)*max(sigma, 1e-5)) / (np.pi*( (x-center) )* max(sigma, 1e-5) ) ) + offset\n",
"\n",
"def _fit_1D(data, params, x):\n",
" \n",
" print(x)\n",
" print(data)\n",
" \n",
" res = fitModel.fit(data=data, x=x, params=params, nan_policy='omit')\n",
" \n",
" print(111)\n",
" \n",
" # print(res.items())\n",
" \n",
" return 1\n",
"\n",
"def fit(dataArray, paramsArray, x=None, y=None, input_core_dims=None, dask='parallelized', vectorize=True, keep_attrs=True, daskKwargs=None, **kwargs):\n",
" \n",
" kwargs.update(\n",
" {\n",
" \"dask\": dask,\n",
" \"vectorize\": vectorize,\n",
" \"input_core_dims\": input_core_dims,\n",
" 'keep_attrs': keep_attrs,\n",
" }\n",
" )\n",
" \n",
" fitModel = NewFitModel(sinc_func)\n",
"\n",
" if not daskKwargs is None:\n",
" kwargs.update({\"dask_gufunc_kwargs\": daskKwargs})\n",
" \n",
" if isinstance(paramsArray, type(fitModel.make_params())):\n",
"\n",
" if input_core_dims is None:\n",
" kwargs.update(\n",
" {\n",
" \"input_core_dims\": [['x']],\n",
" }\n",
" )\n",
"\n",
" if x is None:\n",
" if 'x' in dataArray.dims:\n",
" x = dataArray['x'].to_numpy()\n",
" else:\n",
" if isinstance(x, str):\n",
" if input_core_dims is None:\n",
" kwargs.update(\n",
" {\n",
" \"input_core_dims\": [[x]],\n",
" }\n",
" )\n",
" x = dataArray[x].to_numpy()\n",
"\n",
" return xr.apply_ufunc(_fit_1D, dataArray, kwargs={'params':paramsArray,'x':x},\n",
" output_dtypes=[type(lmfit.model.ModelResult(fitModel, fitModel.make_params()))], \n",
" **kwargs)\n"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"params = fitAnalyser.fitModel.make_params()\n",
"params.add(name=\"amplitude\", value= -6000, max=np.inf, min=-np.inf, vary=True)\n",
"params.add(name=\"center\", value= 4.24, max=np.inf, min=-np.inf, vary=True)\n",
"params.add(name=\"sigma\", value= 1, max=np.inf, min= 0, vary=True)\n",
"params.add(name=\"offset\", value= 6000, max=np.inf, min=-np.inf, vary=True)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"fitResult = fit(Ncount_mean, params, x=scanAxis[0]).load()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"def sinc_func(x, amplitude=1.0, center=0.0, sigma=1.0, offset=0.0):\n",
" x = np.where(x==center, 1e-5, x)\n",
" return amplitude * ( np.sin(np.pi*(x-center)*max(sigma, 1e-5)) / (np.pi*( (x-center) )* max(sigma, 1e-5) ) ) + offset\n",
"\n",
"fitModel = NewFitModel(sinc_func)\n",
"\n",
"fitModel.make_params()\n",
"\n",
"data = Ncount_mean.to_numpy()\n",
"x = Ncount_mean.carrier_freq.to_numpy()\n",
"\n",
"fitModel.fit(data=data, x=x, params=params, nan_policy='omit')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"np.where(x==0, 1, 2)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
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".xr-sections {\n",
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"\n",
".xr-section-item input:enabled + label {\n",
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"\n",
".xr-section-item input:enabled + label:hover {\n",
" color: var(--xr-font-color0);\n",
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".xr-section-summary {\n",
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"\n",
".xr-section-summary-in:disabled + label:before {\n",
" color: var(--xr-disabled-color);\n",
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".xr-section-summary-in:checked + label:before {\n",
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"\n",
".xr-section-summary-in:checked + label > span {\n",
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"\n",
".xr-section-summary,\n",
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"\n",
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" display: inline-block;\n",
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".xr-index-preview {\n",
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"\n",
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" 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",
".xr-index-data-in:checked ~ .xr-index-data {\n",
" display: block;\n",
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"\n",
".xr-var-data > table {\n",
" float: right;\n",
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"\n",
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".xr-var-data,\n",
".xr-index-name div,\n",
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".xr-attrs {\n",
" padding-left: 25px !important;\n",
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"\n",
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"\n",
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"\n",
".xr-attrs dt,\n",
".xr-attrs dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
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"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
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"\n",
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"\n",
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"\n",
".xr-icon-database,\n",
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" fill: currentColor;\n",
"}\n",
"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (index: 1201, fileIndex: 1)\n",
"Coordinates:\n",
" * index (index) int64 0 1 2 3 4 5 6 ... 1195 1196 1197 1198 1199 1200\n",
"Dimensions without coordinates: fileIndex\n",
"Data variables:\n",
" X (fileIndex, index) float64 nan 0.0 1.0 ... 1.198e+03 1.199e+03\n",
" CH1 (fileIndex, index) float64 nan -0.2 -0.3 -0.1 ... 32.3 32.8 32.2\n",
" CH2 (fileIndex, index) float64 nan -0.007 -0.007 ... 0.022 0.0115\n",
" Start (fileIndex, index) float64 nan nan nan nan ... nan nan nan nan\n",
" Increment (fileIndex, index) float64 nan nan nan nan ... nan nan nan nan\n",
" Unnamed: 5 (fileIndex, index) float64 nan nan nan nan ... nan nan nan nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-d1a81bd0-e01e-48c2-a161-b6b36da23ecb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d1a81bd0-e01e-48c2-a161-b6b36da23ecb' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>index</span>: 1201</li><li><span>fileIndex</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-91bafc75-f88b-4ea0-8797-30c0c0bc7594' class='xr-section-summary-in' type='checkbox' checked><label for='section-91bafc75-f88b-4ea0-8797-30c0c0bc7594' class='xr-section-summary' >Coordinates: <span>(1)</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'>index</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 1197 1198 1199 1200</div><input id='attrs-13e60b2e-5229-4547-b25b-ee0f7307e44d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-13e60b2e-5229-4547-b25b-ee0f7307e44d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-36db378a-2cd3-4e51-b364-da0825791a88' class='xr-var-data-in' type='checkbox'><label for='data-36db378a-2cd3-4e51-b364-da0825791a88' 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([ 0, 1, 2, ..., 1198, 1199, 1200], dtype=int64)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c6b527db-b944-4b66-b15e-8d6a53b079c5' class='xr-section-summary-in' type='checkbox' checked><label for='section-c6b527db-b944-4b66-b15e-8d6a53b079c5' class='xr-section-summary' >Data variables: <span>(6)</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>X</span></div><div class='xr-var-dims'>(fileIndex, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan 0.0 1.0 ... 1.198e+03 1.199e+03</div><input id='attrs-186600c0-090d-44f8-86fd-a76f02a0be65' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-186600c0-090d-44f8-86fd-a76f02a0be65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80d35d06-41ea-4605-9e1c-8607e1f98a09' class='xr-var-data-in' type='checkbox'><label for='data-80d35d06-41ea-4605-9e1c-8607e1f98a09' 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([[ nan, 0.000e+00, 1.000e+00, ..., 1.197e+03, 1.198e+03,\n",
" 1.199e+03]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CH1</span></div><div class='xr-var-dims'>(fileIndex, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan -0.2 -0.3 ... 32.3 32.8 32.2</div><input id='attrs-fcd9d11e-cc02-48c1-923c-4b27836e5645' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fcd9d11e-cc02-48c1-923c-4b27836e5645' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5ff33b2-17a8-4287-ba2b-f8a40026ab7e' class='xr-var-data-in' type='checkbox'><label for='data-c5ff33b2-17a8-4287-ba2b-f8a40026ab7e' 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([[ nan, -0.2, -0.3, ..., 32.3, 32.8, 32.2]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CH2</span></div><div class='xr-var-dims'>(fileIndex, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan -0.007 -0.007 ... 0.022 0.0115</div><input id='attrs-450cd4f6-62ab-4903-831b-ef4378a1ec21' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-450cd4f6-62ab-4903-831b-ef4378a1ec21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f61ca6e4-86d6-439d-9fa1-02f0ed7f803a' class='xr-var-data-in' type='checkbox'><label for='data-f61ca6e4-86d6-439d-9fa1-02f0ed7f803a' 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([[ nan, -0.007 , -0.007 , ..., 0.01 , 0.022 , 0.0115]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Start</span></div><div class='xr-var-dims'>(fileIndex, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-186390d3-77a2-4019-8fa9-16359bf02799' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-186390d3-77a2-4019-8fa9-16359bf02799' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8770d88d-5f15-4721-91c8-2801a83ff2a0' class='xr-var-data-in' type='checkbox'><label for='data-8770d88d-5f15-4721-91c8-2801a83ff2a0' 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([[nan, nan, nan, ..., nan, nan, nan]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Increment</span></div><div class='xr-var-dims'>(fileIndex, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-2d4b83cb-e814-4a17-87b4-ccb9c42d73bf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2d4b83cb-e814-4a17-87b4-ccb9c42d73bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fcdb06b-f235-42f7-9e5a-9dfbc9f257a8' class='xr-var-data-in' type='checkbox'><label for='data-3fcdb06b-f235-42f7-9e5a-9dfbc9f257a8' 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([[nan, nan, nan, ..., nan, nan, nan]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Unnamed: 5</span></div><div class='xr-var-dims'>(fileIndex, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-0e7529be-b633-43d7-a651-35980cd9e4f0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0e7529be-b633-43d7-a651-35980cd9e4f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-473e6265-58d2-4ad6-a421-e55d7b31cf75' class='xr-var-data-in' type='checkbox'><label for='data-473e6265-58d2-4ad6-a421-e55d7b31cf75' 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([[nan, nan, nan, ..., nan, nan, nan]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bc03cb77-fb73-43a4-aabd-316df80164e2' class='xr-section-summary-in' type='checkbox' ><label for='section-bc03cb77-fb73-43a4-aabd-316df80164e2' class='xr-section-summary' >Indexes: <span>(1)</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-index-name'><div>index</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1b8d0851-977b-483e-8f40-a871d426d227' class='xr-index-data-in' type='checkbox'/><label for='index-1b8d0851-977b-483e-8f40-a871d426d227' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(RangeIndex(start=0, stop=1201, step=1, name=&#x27;index&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-85edd2ee-2fe6-448e-b4f6-c65ed73d9df1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-85edd2ee-2fe6-448e-b4f6-c65ed73d9df1' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (index: 1201, fileIndex: 1)\n",
"Coordinates:\n",
" * index (index) int64 0 1 2 3 4 5 6 ... 1195 1196 1197 1198 1199 1200\n",
"Dimensions without coordinates: fileIndex\n",
"Data variables:\n",
" X (fileIndex, index) float64 nan 0.0 1.0 ... 1.198e+03 1.199e+03\n",
" CH1 (fileIndex, index) float64 nan -0.2 -0.3 -0.1 ... 32.3 32.8 32.2\n",
" CH2 (fileIndex, index) float64 nan -0.007 -0.007 ... 0.022 0.0115\n",
" Start (fileIndex, index) float64 nan nan nan nan ... nan nan nan nan\n",
" Increment (fileIndex, index) float64 nan nan nan nan ... nan nan nan nan\n",
" Unnamed: 5 (fileIndex, index) float64 nan nan nan nan ... nan nan nan nan"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"filePath = './NewFile5.csv'\n",
"data = read_csv_file(filePath)\n",
"remove_bad_shots(data, index=0)\n",
"data1 = data.astype(float)\n",
"\n",
"filePath = './NewFile6.csv'\n",
"data = read_csv_file(filePath)\n",
"remove_bad_shots(data, index=0)\n",
"data2 = data.astype(float)\n",
"\n",
"filePath = './NewFile7.csv'\n",
"data = read_csv_file(filePath)\n",
"remove_bad_shots(data, index=0)\n",
"data3 = data.astype(float)\n",
"\n",
"filePath = './NewFile8.csv'\n",
"data = read_csv_file(filePath)\n",
"remove_bad_shots(data, index=0)\n",
"data4 = data.astype(float)\n",
"\n",
"data = (data1 + data2 + data3 + data4) / 4\n",
"\n",
"data"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
" # %matplotlib widget"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 800x600 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = plt.figure(figsize=(8,6))\n",
"ax = fig.gca()\n",
"\n",
"data.isel(fileIndex=0).CH2.plot(ax=ax)\n",
"# plt.xlim([0, 590])\n",
"plt.ylim([-0.02, 0.1])\n",
"plt.grid()\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
"<defs>\n",
"<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
"<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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"</symbol>\n",
"<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
"<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
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"</symbol>\n",
"</defs>\n",
"</svg>\n",
"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
" *\n",
" */\n",
"\n",
":root {\n",
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
" --xr-background-color: var(--jp-layout-color0, white);\n",
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
"}\n",
"\n",
"html[theme=dark],\n",
"body[data-theme=dark],\n",
"body.vscode-dark {\n",
" --xr-font-color0: rgba(255, 255, 255, 1);\n",
" --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
" --xr-border-color: #1F1F1F;\n",
" --xr-disabled-color: #515151;\n",
" --xr-background-color: #111111;\n",
" --xr-background-color-row-even: #111111;\n",
" --xr-background-color-row-odd: #313131;\n",
"}\n",
"\n",
".xr-wrap {\n",
" display: block !important;\n",
" min-width: 300px;\n",
" max-width: 700px;\n",
"}\n",
"\n",
".xr-text-repr-fallback {\n",
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
" display: none;\n",
"}\n",
"\n",
".xr-header {\n",
" padding-top: 6px;\n",
" padding-bottom: 6px;\n",
" margin-bottom: 4px;\n",
" border-bottom: solid 1px var(--xr-border-color);\n",
"}\n",
"\n",
".xr-header > div,\n",
".xr-header > ul {\n",
" display: inline;\n",
" margin-top: 0;\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-obj-type,\n",
".xr-array-name {\n",
" margin-left: 2px;\n",
" margin-right: 10px;\n",
"}\n",
"\n",
".xr-obj-type {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-sections {\n",
" padding-left: 0 !important;\n",
" display: grid;\n",
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
"}\n",
"\n",
".xr-section-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-section-item input {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-item input + label {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label {\n",
" cursor: pointer;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label:hover {\n",
" color: var(--xr-font-color0);\n",
"}\n",
"\n",
".xr-section-summary {\n",
" grid-column: 1;\n",
" color: var(--xr-font-color2);\n",
" font-weight: 500;\n",
"}\n",
"\n",
".xr-section-summary > span {\n",
" display: inline-block;\n",
" padding-left: 0.5em;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-summary-in + label:before {\n",
" display: inline-block;\n",
" content: 'â–º';\n",
" font-size: 11px;\n",
" width: 15px;\n",
" text-align: center;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label:before {\n",
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"\n",
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" font-weight: normal;\n",
" grid-column: 1;\n",
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"\n",
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"\n",
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;CH2&#x27; ()&gt;\n",
"array(0.01528947)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'CH2'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d2f2bf64-2577-4e87-8a90-3d01ca6133ce' class='xr-array-in' type='checkbox' checked><label for='section-d2f2bf64-2577-4e87-8a90-3d01ca6133ce' 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>0.01529</span></div><div class='xr-array-data'><pre>array(0.01528947)</pre></div></div></li><li class='xr-section-item'><input id='section-01d2cc89-7d19-4d5f-a34c-fbf2e06690a6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-01d2cc89-7d19-4d5f-a34c-fbf2e06690a6' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-9409588c-69f2-43ac-8fc4-b18acab9863d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9409588c-69f2-43ac-8fc4-b18acab9863d' class='xr-section-summary' title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-aae06b6f-ab11-4e7a-927b-62d422de944e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-aae06b6f-ab11-4e7a-927b-62d422de944e' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray 'CH2' ()>\n",
"array(0.01528947)"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"data.isel(fileIndex=0, index=slice(1000, 1190)).CH2.mean()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
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" stroke: currentColor;\n",
" fill: currentColor;\n",
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;CH2&#x27; ()&gt;\n",
"array(-0.00445586)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'CH2'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-689eacd8-6915-42fc-a8e6-ebb1fe146977' class='xr-array-in' type='checkbox' checked><label for='section-689eacd8-6915-42fc-a8e6-ebb1fe146977' 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>-0.004456</span></div><div class='xr-array-data'><pre>array(-0.00445586)</pre></div></div></li><li class='xr-section-item'><input id='section-ee24145a-c632-4796-9062-3cd6744883c8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ee24145a-c632-4796-9062-3cd6744883c8' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-bafaef9f-98ca-42d5-90a1-f3ca7095ba44' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bafaef9f-98ca-42d5-90a1-f3ca7095ba44' class='xr-section-summary' title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-0463febf-8d7b-4c80-b7b2-59e1e76ad316' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0463febf-8d7b-4c80-b7b2-59e1e76ad316' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;CH2&#x27; ()&gt;\n",
"array(0.01974533)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'CH2'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-2fe4dbcb-2728-4a3d-b3e8-f4050ae86b85' class='xr-array-in' type='checkbox' checked><label for='section-2fe4dbcb-2728-4a3d-b3e8-f4050ae86b85' 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>0.01975</span></div><div class='xr-array-data'><pre>array(0.01974533)</pre></div></div></li><li class='xr-section-item'><input id='section-b832dbdf-92df-4ae4-ae57-1bfef54b8efd' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b832dbdf-92df-4ae4-ae57-1bfef54b8efd' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-9b7598a6-5297-4a31-9a01-b4b00c2ef4be' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9b7598a6-5297-4a31-9a01-b4b00c2ef4be' class='xr-section-summary' title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-1ae826d1-1cc4-45df-ace4-ad10ba0161fd' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1ae826d1-1cc4-45df-ace4-ad10ba0161fd' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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]
},
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],
"source": [
"0.01974533 * 1000 / 10 / 38"
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},
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{
"data": {
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},
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],
"source": [
"0.02708149 / 38 *1000/10"
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{
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{
"data": {
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"metadata": {},
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"source": [
"0.01974533 * 1000 / 10 / 38 * 10.554"
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