From 7c22a3c02c32cc6c991de1e2699c7d7d809381b2 Mon Sep 17 00:00:00 2001 From: Gao Date: Wed, 24 May 2023 16:54:29 +0200 Subject: [PATCH] debug --- Analyser/FitAnalyser.py | 14 +- DataContainer/MongoDB.py | 0 Example.ipynb | 4106 ++++++++++++++++++++++++++++++-------- test.ipynb | 1374 +++++-------- testMongoDB.ipynb | 143 ++ 5 files changed, 4028 insertions(+), 1609 deletions(-) create mode 100644 DataContainer/MongoDB.py create mode 100644 testMongoDB.ipynb diff --git a/Analyser/FitAnalyser.py b/Analyser/FitAnalyser.py index ec31a56..2ab9a68 100644 --- a/Analyser/FitAnalyser.py +++ b/Analyser/FitAnalyser.py @@ -338,7 +338,7 @@ class DensityProfileBEC2dModel(Model): self.set_param_hint('condensate_fraction', expr=f'{self.prefix}BEC_amplitude / ({self.prefix}BEC_amplitude + {self.prefix}thermal_amplitude)') - def guess(self, data, x, y, negative=False, pureBECThreshold=0.5, **kwargs): + def guess(self, data, x, y, negative=False, pureBECThreshold=0.5, noBECThThreshold=0.0, **kwargs): """Estimate initial model parameter values from data.""" fitModel = TwoGaussian2dModel() pars = fitModel.guess(data, x=x, y=y, negative=negative) @@ -359,8 +359,16 @@ class DensityProfileBEC2dModel(Model): ) if BEC_amplitude / (thermal_amplitude + BEC_amplitude) > pureBECThreshold: - pars[f'{self.prefix}thermal_amplitude'].set(value=0) - pars[f'{self.prefix}BEC_amplitude'].set(value=(thermal_amplitude + BEC_amplitude)) + if np.abs(1 - pars_guess['A_sigmax'].value / pars_guess['A_sigmay'].value) < 0.1: + pars[f'{self.prefix}BEC_amplitude'].set(value=0) + pars[f'{self.prefix}thermal_amplitude'].set(value=(thermal_amplitude + BEC_amplitude)) + else: + pars[f'{self.prefix}thermal_amplitude'].set(value=0) + pars[f'{self.prefix}BEC_amplitude'].set(value=(thermal_amplitude + BEC_amplitude)) + + if BEC_amplitude / (thermal_amplitude + BEC_amplitude) < noBECThThreshold: + pars[f'{self.prefix}BEC_amplitude'].set(value=0) + pars[f'{self.prefix}thermal_amplitude'].set(value=(thermal_amplitude + BEC_amplitude)) return update_param_vals(pars, self.prefix, **kwargs) diff --git a/DataContainer/MongoDB.py b/DataContainer/MongoDB.py new file mode 100644 index 0000000..e69de29 diff --git a/Example.ipynb b/Example.ipynb index bbdd5a6..48976ec 100644 --- a/Example.ipynb +++ b/Example.ipynb @@ -26,6 +26,7 @@ "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", @@ -49,16 +50,6 @@ "execution_count": 2, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\data\\AppData\\Roaming\\Python\\Python39\\site-packages\\distributed\\node.py:182: UserWarning: Port 8787 is already in use.\n", - "Perhaps you already have a cluster running?\n", - "Hosting the HTTP server on port 59281 instead\n", - " warnings.warn(\n" - ] - }, { "data": { "text/html": [ @@ -66,7 +57,7 @@ "
\n", "
\n", "

Client

\n", - "

Client-778ff951-f4cc-11ed-962c-80e82ce2fa8e

\n", + "

Client-872509c9-fa33-11ed-bec4-80e82ce2fa8e

\n", " \n", "\n", " \n", @@ -79,7 +70,7 @@ " \n", " \n", " \n", " \n", " \n", @@ -97,11 +88,11 @@ " \n", "
\n", "

LocalCluster

\n", - "

ee5b2908

\n", + "

4642b3f5

\n", "
\n", - " Dashboard: http://127.0.0.1:59281/status\n", + " Dashboard: http://127.0.0.1:8787/status\n", "
\n", " \n", " \n", "
\n", - " Dashboard: http://127.0.0.1:59281/status\n", + " Dashboard: http://127.0.0.1:8787/status\n", " \n", " Workers: 6\n", @@ -134,11 +125,11 @@ "
\n", "
\n", "

Scheduler

\n", - "

Scheduler-92ff3858-7467-4cdb-985b-821ffd168aa8

\n", + "

Scheduler-1a89e1f0-65bd-4d05-8165-fa14c1b0a473

\n", " \n", " \n", " \n", " \n", " \n", " \n", "
\n", - " Comm: tcp://127.0.0.1:59282\n", + " Comm: tcp://127.0.0.1:55717\n", " \n", " Workers: 6\n", @@ -146,7 +137,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59281/status\n", + " Dashboard: http://127.0.0.1:8787/status\n", " \n", " Total threads: 60\n", @@ -180,7 +171,7 @@ " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -225,7 +216,7 @@ "
\n", - " Comm: tcp://127.0.0.1:59309\n", + " Comm: tcp://127.0.0.1:55753\n", " \n", " Total threads: 10\n", @@ -188,7 +179,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59310/status\n", + " Dashboard: http://127.0.0.1:55754/status\n", " \n", " Memory: 9.31 GiB\n", @@ -196,13 +187,13 @@ "
\n", - " Nanny: tcp://127.0.0.1:59285\n", + " Nanny: tcp://127.0.0.1:55720\n", "
\n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-4zzx3ytb\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-yeq8m5dh\n", "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -270,7 +261,7 @@ "
\n", - " Comm: tcp://127.0.0.1:59321\n", + " Comm: tcp://127.0.0.1:55759\n", " \n", " Total threads: 10\n", @@ -233,7 +224,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59322/status\n", + " Dashboard: http://127.0.0.1:55760/status\n", " \n", " Memory: 9.31 GiB\n", @@ -241,13 +232,13 @@ "
\n", - " Nanny: tcp://127.0.0.1:59286\n", + " Nanny: tcp://127.0.0.1:55721\n", "
\n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-a1vzuzts\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-ysfyfwa1\n", "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -315,7 +306,7 @@ "
\n", - " Comm: tcp://127.0.0.1:59314\n", + " Comm: tcp://127.0.0.1:55744\n", " \n", " Total threads: 10\n", @@ -278,7 +269,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59319/status\n", + " Dashboard: http://127.0.0.1:55745/status\n", " \n", " Memory: 9.31 GiB\n", @@ -286,13 +277,13 @@ "
\n", - " Nanny: tcp://127.0.0.1:59287\n", + " Nanny: tcp://127.0.0.1:55722\n", "
\n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-o4dck2c3\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-qy7ydspm\n", "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -360,7 +351,7 @@ "
\n", - " Comm: tcp://127.0.0.1:59312\n", + " Comm: tcp://127.0.0.1:55748\n", " \n", " Total threads: 10\n", @@ -323,7 +314,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59316/status\n", + " Dashboard: http://127.0.0.1:55751/status\n", " \n", " Memory: 9.31 GiB\n", @@ -331,13 +322,13 @@ "
\n", - " Nanny: tcp://127.0.0.1:59288\n", + " Nanny: tcp://127.0.0.1:55723\n", "
\n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-fc2gkd9y\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-zml_1qx2\n", "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -405,7 +396,7 @@ "
\n", - " Comm: tcp://127.0.0.1:59313\n", + " Comm: tcp://127.0.0.1:55756\n", " \n", " Total threads: 10\n", @@ -368,7 +359,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59315/status\n", + " Dashboard: http://127.0.0.1:55757/status\n", " \n", " Memory: 9.31 GiB\n", @@ -376,13 +367,13 @@ "
\n", - " Nanny: tcp://127.0.0.1:59289\n", + " Nanny: tcp://127.0.0.1:55724\n", "
\n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-1653kst6\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-5dojxxrc\n", "
\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -454,7 +445,7 @@ "" ], "text/plain": [ - "" + "" ] }, "execution_count": 2, @@ -502,8 +493,8 @@ "outputs": [], "source": [ "img_dir = '//DyLabNAS/Data/'\n", - "SequenceName = \"Repetition_scan\" + \"/\"\n", - "folderPath = img_dir + SequenceName + '2023/' + get_date()" + "SequenceName = \"Evaporative_Cooling\" + \"/\"\n", + "folderPath = img_dir + SequenceName + '2023/05/24'# get_date()" ] }, { @@ -522,296 +513,10 @@ "## Load the data" ] }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "shotNum = \"0065\"\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": null, - "metadata": {}, - "outputs": [], - "source": [ - "imageAnalyser.center = (959, 280)\n", - "imageAnalyser.span = (150, 200)\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, 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": null, - "metadata": {}, - "outputs": [], - "source": [ - "fitAnalyser = FitAnalyser(\"Gaussian-2D\", fitDim=2)\n", - "\n", - "params = fitAnalyser.guess(dataSet_cropOD, dask=\"parallelized\")\n", - "fitResult = fitAnalyser.fit(dataSet_cropOD, params).load()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "fitCurve = fitAnalyser.eval(fitResult, x=np.arange(150), y=np.arange(200), dask=\"parallelized\").load()\n", - "\n", - "fitCurve.plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0], row=scanAxis[1])" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Get the result of the fit" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "fitAnalyser.get_fit_value(fitResult)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "fitAnalyser.get_fit_std(fitResult)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "fitAnalyser.get_fit_full_result(fitResult)" - ] - }, - { - "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": null, - "metadata": {}, - "outputs": [], - "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": 5, "metadata": {}, - "outputs": [], - "source": [ - "img_dir = '//DyLabNAS/Data/'\n", - "SequenceName = \"Evaporative_Cooling\" + \"/\"\n", - "folderPath = img_dir + SequenceName + '2023/05/17'" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "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": 8, - "metadata": {}, "outputs": [ { "data": { @@ -1180,19 +885,19 @@ " fill: currentColor;\n", "}\n", "
<xarray.Dataset>\n",
-       "Dimensions:       (carrier_freq: 30, runs: 2, x: 1200, y: 1920)\n",
+       "Dimensions:          (odt_hold_time_4: 11, runs: 2, y: 1200, x: 1920)\n",
        "Coordinates:\n",
-       "  * carrier_freq  (carrier_freq) float64 4.21 4.212 4.214 ... 4.264 4.266 4.268\n",
-       "  * runs          (runs) float64 0.0 1.0\n",
-       "Dimensions without coordinates: x, y\n",
+       "  * odt_hold_time_4  (odt_hold_time_4) float64 0.1 0.3 0.5 0.7 ... 1.7 1.9 2.1\n",
+       "  * runs             (runs) float64 0.0 1.0\n",
+       "Dimensions without coordinates: y, x\n",
        "Data variables:\n",
-       "    atoms         (carrier_freq, runs, x, y) float64 dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>\n",
-       "    background    (carrier_freq, runs, x, y) float64 dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>\n",
-       "    dark          (carrier_freq, runs, x, y) float64 dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>\n",
-       "    shotNum       (carrier_freq, runs) float64 dask.array<chunksize=(30, 2), meta=np.ndarray>\n",
-       "    OD            (carrier_freq, runs, x, y) float64 dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>\n",
+       "    atoms            (odt_hold_time_4, runs, y, x) uint16 dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>\n",
+       "    background       (odt_hold_time_4, runs, y, x) uint16 dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>\n",
+       "    dark             (odt_hold_time_4, runs, y, x) uint16 dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>\n",
+       "    shotNum          (odt_hold_time_4, runs) int64 dask.array<chunksize=(11, 2), meta=np.ndarray>\n",
+       "    OD               (odt_hold_time_4, runs, y, x) float64 dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>\n",
        "Attributes: (12/120)\n",
-       "    TOF_free:                          0.01\n",
+       "    TOF_free:                          0.022\n",
        "    abs_img_freq:                      110.858\n",
        "    absorption_imaging_flag:           True\n",
        "    backup_data:                       True\n",
@@ -1201,12 +906,10 @@
        "    ...                                ...\n",
        "    z_offset:                          0.189\n",
        "    z_offset_img:                      0.189\n",
-       "    carrier_freq:                      [4.21  4.212 4.214 4.216 4.218 4.22  4...\n",
-       "    runs:                              [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0...\n",
-       "    scanAxis:                          ['carrier_freq' 'runs']\n",
-       "    scanAxisLength:                    [58. 58.]
\n", - " Comm: tcp://127.0.0.1:59324\n", + " Comm: tcp://127.0.0.1:55747\n", " \n", " Total threads: 10\n", @@ -413,7 +404,7 @@ "
\n", - " Dashboard: http://127.0.0.1:59325/status\n", + " Dashboard: http://127.0.0.1:55749/status\n", " \n", " Memory: 9.31 GiB\n", @@ -421,13 +412,13 @@ "
\n", - " Nanny: tcp://127.0.0.1:59290\n", + " Nanny: tcp://127.0.0.1:55725\n", "
\n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-r0ix07tp\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-51qkvst4\n", "
\n", + " odt_hold_time_4: [0.1 0.3 0.5 0.7 0.9 1.1 1.3 1.5 1.7 1...\n", + " runs: [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 1...\n", + " scanAxis: ['odt_hold_time_4' 'runs']\n", + " scanAxisLength: [22. 22.]
\n", " \n", " \n", " \n", " \n", - "
\n", " \n", @@ -1221,95 +924,86 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", "
Bytes 1.03 GiB 105.47 MiB 96.68 MiB 96.68 MiB
Shape (30, 2, 1200, 1920) (3, 2, 1200, 1920) (11, 2, 1200, 1920) (11, 2, 1200, 1920)
Dask graph 10 chunks in 195 graph layers 1 chunks in 70 graph layers
Data type float64 numpy.ndarray uint16 numpy.ndarray
\n", " 		\n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 30\n", - " 1\n", + " 11\n", + " 1\n", "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 2\n", + " 1920\n", + " 1200\n", + " 2\n", "\n", "
  • background
    (carrier_freq, runs, x, y)
    float64
    dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", + "
  • background
    (odt_hold_time_4, runs, y, x)
    uint16
    dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1324,95 +1018,86 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", "
    Bytes 1.03 GiB 105.47 MiB 96.68 MiB 96.68 MiB
    Shape (30, 2, 1200, 1920) (3, 2, 1200, 1920) (11, 2, 1200, 1920) (11, 2, 1200, 1920)
    Dask graph 10 chunks in 195 graph layers 1 chunks in 70 graph layers
    Data type float64 numpy.ndarray uint16 numpy.ndarray
    \n", "     		\n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 30\n", - " 1\n", + " 11\n", + " 1\n", "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 2\n", + " 1920\n", + " 1200\n", + " 2\n", "\n", "
  • dark
    (carrier_freq, runs, x, y)
    float64
    dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", + "
  • dark
    (odt_hold_time_4, runs, y, x)
    uint16
    dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1427,95 +1112,86 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", "
    Bytes 1.03 GiB 105.47 MiB 96.68 MiB 96.68 MiB
    Shape (30, 2, 1200, 1920) (3, 2, 1200, 1920) (11, 2, 1200, 1920) (11, 2, 1200, 1920)
    Dask graph 10 chunks in 195 graph layers 1 chunks in 70 graph layers
    Data type float64 numpy.ndarray uint16 numpy.ndarray
    \n", "     		\n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 30\n", - " 1\n", + " 11\n", + " 1\n", "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 2\n", + " 1920\n", + " 1200\n", + " 2\n", "\n", "
  • shotNum
    (carrier_freq, runs)
    float64
    dask.array<chunksize=(30, 2), meta=np.ndarray>
    \n", + "
  • shotNum
    (odt_hold_time_4, runs)
    int64
    dask.array<chunksize=(11, 2), meta=np.ndarray>
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1530,14 +1206,14 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -1545,32 +1221,32 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", "
    Bytes 480 B 480 B 176 B 176 B
    Shape (30, 2) (30, 2) (11, 2) (11, 2)
    Dask graph
    Data type float64 numpy.ndarray int64 numpy.ndarray
    \n", "     		\n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", " \n", - " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 2\n", - " 30\n", + " 2\n", + " 11\n", "\n", "
  • OD
    (carrier_freq, runs, x, y)
    float64
    dask.array<chunksize=(3, 2, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", + "
  • OD
    (odt_hold_time_4, runs, y, x)
    float64
    dask.array<chunksize=(11, 2, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1585,18 +1261,18 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -1606,100 +1282,82 @@ "
    Bytes 1.03 GiB 105.47 MiB 386.72 MiB 386.72 MiB
    Shape (30, 2, 1200, 1920) (3, 2, 1200, 1920) (11, 2, 1200, 1920) (11, 2, 1200, 1920)
    Dask graph 10 chunks in 571 graph layers 1 chunks in 220 graph layers
    Data type
    \n", "     		\n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 30\n", - " 1\n", + " 11\n", + " 1\n", "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 2\n", + " 1920\n", + " 1200\n", + " 2\n", "\n", "
    • carrier_freq
      PandasIndex
      PandasIndex(Float64Index([ 4.21, 4.212, 4.214, 4.216, 4.218,  4.22, 4.222, 4.224, 4.226,\n",
-       "              4.228,  4.23, 4.232, 4.234, 4.236, 4.238,  4.24, 4.242, 4.244,\n",
-       "              4.246, 4.248,  4.25, 4.252, 4.254, 4.256, 4.258,  4.26, 4.262,\n",
-       "              4.264, 4.266, 4.268],\n",
-       "             dtype='float64', name='carrier_freq'))
    • runs
      PandasIndex
      PandasIndex(Float64Index([0.0, 1.0], dtype='float64', name='runs'))
  • TOF_free :
    0.01
    abs_img_freq :
    110.858
    absorption_imaging_flag :
    True
    backup_data :
    True
    blink_off_time :
    0.001
    blink_on_time :
    0.001
    c_duration :
    0.2
    carrier_amp :
    3
    carrier_offset :
    0
    carrier_phase :
    0
    channel_in_use :
    1
    cmot_final_current :
    0.65
    cmot_hold :
    0.06
    cmot_initial_current :
    0.18
    compX_current :
    0.005
    compX_current_sg :
    0
    compX_final_current :
    0.005
    compX_initial_current :
    0.005
    compY_current :
    0
    compY_current_sg :
    0
    compY_final_current :
    0.0
    compY_initial_current :
    0
    compZ_current :
    0
    compZ_current_sg :
    0.189
    compZ_final_current :
    0.268
    compZ_initial_current :
    0
    default_camera :
    0
    deltaf :
    nan
    evap_1_arm_1_final_pow :
    0.35
    evap_1_arm_1_mod_depth_final :
    0
    evap_1_arm_1_mod_depth_initial :
    1.0
    evap_1_arm_1_mod_ramp_duration :
    1.15
    evap_1_arm_1_pow_ramp_duration :
    1.65
    evap_1_arm_1_start_pow :
    7
    evap_1_arm_2_final_pow :
    5
    evap_1_arm_2_ramp_duration :
    0.5
    evap_1_arm_2_start_pow :
    0
    evap_1_mod_ramp_trunc_value :
    1
    evap_1_pow_ramp_trunc_value :
    1.0
    evap_1_rate_constant_1 :
    0.525
    evap_1_rate_constant_2 :
    0.51
    evap_2_arm_1_final_pow :
    0.1
    evap_2_arm_1_start_pow :
    0.35
    evap_2_arm_2_final_pow :
    1.71
    evap_2_arm_2_start_pow :
    5
    evap_2_ramp_duration :
    0.5
    evap_2_ramp_trunc_value :
    1.0
    evap_2_rate_constant_1 :
    0.37
    evap_2_rate_constant_2 :
    0.71
    evap_3_arm_1_final_pow :
    0.1038
    evap_3_arm_1_mod_depth_final :
    0.43
    evap_3_arm_1_mod_depth_initial :
    0
    evap_3_arm_1_start_pow :
    0.1
    evap_3_ramp_duration :
    0.1
    evap_3_ramp_trunc_value :
    1.0
    evap_3_rate_constant_1 :
    -0.879
    evap_3_rate_constant_2 :
    -0.297
    final_amp :
    0.000105
    final_freq :
    104.0
    final_pow_1 :
    0.1038
    final_pow_2 :
    0.09
    gradCoil_current :
    0.18
    gradCoil_current_sg :
    0
    imaging_method :
    in_situ_absorption
    imaging_pulse_duration :
    2.5e-05
    imaging_wavelength :
    4.21291e-07
    initial_amp :
    0.62
    initial_freq :
    102.13
    mod_depth_fin :
    0.43
    mod_depth_ini :
    0
    mod_depth_initial :
    1.0
    mot_3d_amp :
    0.62
    mot_3d_camera_trigger_duration :
    0.00025
    mot_3d_freq :
    102.13
    mot_load_duration :
    2
    odt_axis_camera_trigger_duration :
    0.002
    odt_hold_time_1 :
    0.01
    odt_hold_time_2 :
    0.1
    odt_hold_time_3 :
    0.1
    odt_hold_time_4 :
    0.5
    odt_hold_time_5 :
    0.01
    operation_mode :
    BASIC
    pow_arm_1 :
    7
    pow_arm_2 :
    0
    pulse_delay :
    8e-05
    pulse_width :
    0.002
    push_amp :
    0.16
    push_freq :
    102.7
    ramp_duration :
    1
    recomp_ramp_duration :
    0.5
    recomp_ramp_pow_fin_arm_1 :
    0.1038
    recomp_ramp_pow_fin_arm_2 :
    1.71
    recomp_ramp_pow_ini_arm_1 :
    0.1038
    recomp_ramp_pow_ini_arm_2 :
    1.71
    save_results :
    False
    sin_mod_amplitude :
    0.00519
    sin_mod_dc_offset :
    0.1038
    sin_mod_duration :
    nan
    sin_mod_freq :
    nan
    sin_mod_phase :
    0.0
    start_pow_1 :
    0.1
    start_pow_2 :
    1.71
    stern_gerlach_duration :
    0.001
    sweep_duration :
    nan
    sweep_start_freq :
    nan
    sweep_stop_freq :
    nan
    tf_meas_ramp_duration :
    0.1
    wait_after_2dmot_off :
    0
    wait_time_between_images :
    0.22
    wavetype :
    SINE
    x_offset :
    0
    x_offset_img :
    0
    y_offset :
    0
    y_offset_img :
    0
    z_offset :
    0.189
    z_offset_img :
    0.189
    carrier_freq :
    [4.21 4.212 4.214 4.216 4.218 4.22 4.222 4.224 4.226 4.228 4.23 4.232\n", - " 4.234 4.236 4.238 4.24 4.242 4.244 4.246 4.248 4.25 4.252 4.254 4.256\n", - " 4.258 4.26 4.262 4.264 4.266 4.268 4.21 4.212 4.214 4.216 4.218 4.22\n", - " 4.222 4.224 4.226 4.228 4.23 4.232 4.234 4.236 4.238 4.24 4.242 4.248\n", - " 4.25 4.252 4.254 4.256 4.258 4.26 4.262 4.264 4.266 4.268]
    runs :
    [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.\n", - " 0. 0. 0. 0. 0. 0. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1.\n", - " 1. 1. 1. 1. 1. 1. 1. 1. 1. 1.]
    scanAxis :
    ['carrier_freq' 'runs']
    scanAxisLength :
    [58. 58.]
    • " + "
    • odt_hold_time_4
      PandasIndex
      PandasIndex(Float64Index([0.1, 0.3, 0.5, 0.7, 0.9, 1.1, 1.3, 1.5, 1.7, 1.9, 2.1], dtype='float64', name='odt_hold_time_4'))
    • runs
      PandasIndex
      PandasIndex(Float64Index([0.0, 1.0], dtype='float64', name='runs'))
  • TOF_free :
    0.022
    abs_img_freq :
    110.858
    absorption_imaging_flag :
    True
    backup_data :
    True
    blink_off_time :
    0.001
    blink_on_time :
    0.001
    c_duration :
    0.2
    carrier_amp :
    3
    carrier_freq :
    nan
    carrier_offset :
    0
    carrier_phase :
    0
    channel_in_use :
    1
    cmot_final_current :
    0.65
    cmot_hold :
    0.06
    cmot_initial_current :
    0.18
    compX_current :
    0
    compX_current_sg :
    0.0
    compX_final_current :
    0.001
    compX_initial_current :
    0
    compY_current :
    0
    compY_current_sg :
    0.0
    compY_final_current :
    0.0
    compY_initial_current :
    0
    compZ_current :
    0
    compZ_current_sg :
    0.189
    compZ_final_current :
    0.264
    compZ_initial_current :
    0
    default_camera :
    0
    deltaf :
    0.11
    evap_1_arm_1_final_pow :
    0.35
    evap_1_arm_1_mod_depth_final :
    0
    evap_1_arm_1_mod_depth_initial :
    1.0
    evap_1_arm_1_mod_ramp_duration :
    1.15
    evap_1_arm_1_pow_ramp_duration :
    1.65
    evap_1_arm_1_start_pow :
    7
    evap_1_arm_2_final_pow :
    5
    evap_1_arm_2_ramp_duration :
    0.5
    evap_1_arm_2_start_pow :
    0
    evap_1_mod_ramp_trunc_value :
    1
    evap_1_pow_ramp_trunc_value :
    1.0
    evap_1_rate_constant_1 :
    0.525
    evap_1_rate_constant_2 :
    0.51
    evap_2_arm_1_final_pow :
    0.037
    evap_2_arm_1_start_pow :
    0.35
    evap_2_arm_2_final_pow :
    0.09
    evap_2_arm_2_start_pow :
    5
    evap_2_ramp_duration :
    1.0
    evap_2_ramp_trunc_value :
    1.0
    evap_2_rate_constant_1 :
    0.37
    evap_2_rate_constant_2 :
    0.71
    evap_3_arm_1_final_pow :
    0.1038
    evap_3_arm_1_mod_depth_final :
    0.43
    evap_3_arm_1_mod_depth_initial :
    0
    evap_3_arm_1_start_pow :
    0.037
    evap_3_ramp_duration :
    0.1
    evap_3_ramp_trunc_value :
    1.0
    evap_3_rate_constant_1 :
    -0.879
    evap_3_rate_constant_2 :
    -0.297
    final_amp :
    0.000155
    final_freq :
    104.0
    final_pow_1 :
    0.1038
    final_pow_2 :
    0.09
    gradCoil_current :
    0.18
    gradCoil_current_sg :
    0
    imaging_method :
    in_situ_absorption
    imaging_pulse_duration :
    2.5e-05
    imaging_wavelength :
    4.21291e-07
    initial_amp :
    0.62
    initial_freq :
    102.13
    mod_depth_fin :
    0.43
    mod_depth_ini :
    0
    mod_depth_initial :
    1.0
    mot_3d_amp :
    0.62
    mot_3d_camera_trigger_duration :
    0.00025
    mot_3d_freq :
    102.13
    mot_load_duration :
    2
    odt_axis_camera_trigger_duration :
    0.002
    odt_hold_time_1 :
    0.01
    odt_hold_time_2 :
    0.1
    odt_hold_time_3 :
    0.1
    odt_hold_time_5 :
    0.01
    operation_mode :
    SWEEP
    pow_arm_1 :
    7
    pow_arm_2 :
    0
    pulse_delay :
    8e-05
    pulse_width :
    0.01
    push_amp :
    0.16
    push_freq :
    102.3
    ramp_duration :
    1
    recomp_ramp_duration :
    0.5
    recomp_ramp_pow_fin_arm_1 :
    0.1038
    recomp_ramp_pow_fin_arm_2 :
    0.09
    recomp_ramp_pow_ini_arm_1 :
    0.1038
    recomp_ramp_pow_ini_arm_2 :
    0.09
    save_results :
    False
    sin_mod_amplitude :
    0.00519
    sin_mod_dc_offset :
    0.1038
    sin_mod_duration :
    nan
    sin_mod_freq :
    nan
    sin_mod_phase :
    0.0
    start_pow_1 :
    0.037
    start_pow_2 :
    0.09
    stern_gerlach_duration :
    0.001
    sweep_duration :
    0.4
    sweep_start_freq :
    nan
    sweep_stop_freq :
    nan
    tf_meas_ramp_duration :
    0.1
    wait_after_2dmot_off :
    0
    wait_time_between_images :
    0.22
    wavetype :
    SINE
    x_offset :
    0.0
    x_offset_img :
    0
    y_offset :
    0.0
    y_offset_img :
    0
    z_offset :
    0.189
    z_offset_img :
    0.189
    odt_hold_time_4 :
    [0.1 0.3 0.5 0.7 0.9 1.1 1.3 1.5 1.7 1.9 2.1 0.1 0.3 0.5 0.7 0.9 1.1 1.3\n", + " 1.5 1.7 1.9 2.1]
    runs :
    [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1.]
    scanAxis :
    ['odt_hold_time_4' 'runs']
    scanAxisLength :
    [22. 22.]
    • " ], "text/plain": [ "\n", - "Dimensions: (carrier_freq: 30, runs: 2, x: 1200, y: 1920)\n", + "Dimensions: (odt_hold_time_4: 11, runs: 2, y: 1200, x: 1920)\n", "Coordinates:\n", - " * carrier_freq (carrier_freq) float64 4.21 4.212 4.214 ... 4.264 4.266 4.268\n", - " * runs (runs) float64 0.0 1.0\n", - "Dimensions without coordinates: x, y\n", + " * odt_hold_time_4 (odt_hold_time_4) float64 0.1 0.3 0.5 0.7 ... 1.7 1.9 2.1\n", + " * runs (runs) float64 0.0 1.0\n", + "Dimensions without coordinates: y, x\n", "Data variables:\n", - " atoms (carrier_freq, runs, x, y) float64 dask.array\n", - " background (carrier_freq, runs, x, y) float64 dask.array\n", - " dark (carrier_freq, runs, x, y) float64 dask.array\n", - " shotNum (carrier_freq, runs) float64 dask.array\n", - " OD (carrier_freq, runs, x, y) float64 dask.array\n", + " atoms (odt_hold_time_4, runs, y, x) uint16 dask.array\n", + " background (odt_hold_time_4, runs, y, x) uint16 dask.array\n", + " dark (odt_hold_time_4, runs, y, x) uint16 dask.array\n", + " shotNum (odt_hold_time_4, runs) int64 dask.array\n", + " OD (odt_hold_time_4, runs, y, x) float64 dask.array\n", "Attributes: (12/120)\n", - " TOF_free: 0.01\n", + " TOF_free: 0.022\n", " abs_img_freq: 110.858\n", " absorption_imaging_flag: True\n", " backup_data: True\n", @@ -1708,61 +1366,29 @@ " ... ...\n", " z_offset: 0.189\n", " z_offset_img: 0.189\n", - " carrier_freq: [4.21 4.212 4.214 4.216 4.218 4.22 4...\n", - " runs: [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0...\n", - " scanAxis: ['carrier_freq' 'runs']\n", - " scanAxisLength: [58. 58.]" + " odt_hold_time_4: [0.1 0.3 0.5 0.7 0.9 1.1 1.3 1.5 1.7 1...\n", + " runs: [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 1...\n", + " scanAxis: ['odt_hold_time_4' 'runs']\n", + " scanAxisLength: [22. 22.]" ] }, - "execution_count": 8, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "dataSet" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The detected scaning axes and values are: \n", - "\n", - "{'carrier_freq': array([4.21 , 4.212, 4.214, 4.216, 4.218, 4.22 , 4.222, 4.224, 4.226,\n", - " 4.228, 4.23 , 4.232, 4.234, 4.236, 4.238, 4.24 , 4.242, 4.244,\n", - " 4.246, 4.248, 4.25 , 4.252, 4.254, 4.256, 4.258, 4.26 , 4.262,\n", - " 4.264, 4.266, 4.268]), 'runs': array([0., 1.])}\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "shotNum = \"0023\"\n", + "shotNum = \"0002\"\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]\n", + " for i in [0] # range(len(groupList))\n", "}\n", "\n", - "dataSet = dataSetDict[\"camera_0\"]\n", - "\n", - "print_scanAxis(dataSet)\n", + "dataSet = dataSetDict[\"camera_1\"]\n", + "dataSet = swap_xy(dataSet)\n", "\n", "scanAxis = get_scanAxis(dataSet)\n", "\n", @@ -1770,67 +1396,27 @@ "\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()" + "dataSet" ] }, { - "cell_type": "code", - "execution_count": 105, + "attachments": {}, + "cell_type": "markdown", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
    name value initial value min max vary
    amplitude 1.00000000 None -inf inf True
    center 0.00000000 None -inf inf True
    sigma 1.00000000 None -inf inf True
    offset 0.00000000 None -inf inf True
    " - ], - "text/plain": [ - "Parameters([('amplitude', ), ('center', ), ('sigma', ), ('offset', )])" - ] - }, - "execution_count": 105, - "metadata": {}, - "output_type": "execute_result" - } - ], "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()" + "## Calculate an plot OD images" ] }, { "cell_type": "code", - "execution_count": 111, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { - "image/png": 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LP6t79QKCgzX/iv1Zve/mPmQpszBpxyT8cfEP8TZMWuY+STILO4kVnud/+tsDb4ZsvL498i3mHJoDAPii9xdQ2CokjqhsMpkMPw35Ca4Orjh7/yzWnlordUhEBqEW1Bi/bTyylFmwTuwO/P1/xdqU99SboT6rP+3xKca1Gwe1oMbo30fj0O1D4myYtIrMoCZKO2PDwk5C5n6e3xxFXIjAzF0zAQBzes/BxA4TJY6ofFwdXLF66GqsG74Obz73ptThEBlEviofjWo1gq2FA/J//Rko5S6azzr1ZsjPaplMhuWDlyOwaSByC3IxeONgnL1/VqdNZa4Dpie6dQO8vDT5K4lMBnh7a9qZIhZ2EjL38/zm5kzyGby+RTOR6dROU/H+i+9LHFHFDGgyAK+2eZUjY6nasLWyxYohK/B1/UtASqNnti/t1JuhP6utLKywacQm+Hn5ITU3FQPWD0BihomeF9Sjyha4lpbA4sWax09/HBY+X7So8vPZSY2FnYTM/Ty/OXmU/QhDw4ciS5mFPg364Nt+35p0gZSWm4aYmzFSh0FkEK3q1S1Xu9JOvUnxWW0vt8eO4B1o7tIcd9PvYv7f88XbuAhMvdcwKEgzpclTdzGFl5dpT3UCsLCTlLmf55dC0VMhhw6JN7pYLajhrfBGg5oNsGnEJlhZSD4FZKVdfnQZTZY0wZDwIdVqQlSqPg7eOoih4UNxPeU6gKqfepPqs9rZzhnbX9mOd7q8g6/8vxJ344SgIOD8k4kNEBlp+EmS9YGFnYTM7Ty/1N/gnp5FfPBg8UYX13Gog90hu7FvzD7Utq9d9Q1KqLFzY3grvJGel46P934sdThEoipQF2BK5BRsu7QNX/2tKYaqeupNys/qxs6N8W2/byG35K3o9KHo/3n37qZ7+rUoFnYSMvfz/IZUOGIt4al5Pas6Yu1G6nXtY7mlHPVr1q9ClMbBQmaBRf0WAQB+OvkTTiWdkjYgIhEti12GM/fPwNnOGf/t/V/t8qqcejOWz+oCdQFCo0Kx5dJm/e6oHIqeDTGWiZ5Jg4WdxAo/bOo+dQmIOZznNxS9jVirewwdV7XEO1HvoEBdUNUwjUq3+t0wstVIqAU1QneGQigpeUQmJjU3FWH7wwAAX/b+Ei72Ljrrq3LqzRg+q1f+sxKLjy3GxL9eBzxP6H+HpTCne6w6OGj+TgiC5rE5YGFnBIKCgJs3gejoAsyYcQLR0QVmcZ7fUPQyYq1GIjAqCHmqPNxIvQELmWn9qpTntPiCvgtga2WL/Tf3Y+vFrQaNj0gfvj78NVJyU9DCpUWp0/pU5dRb4We1VDeuH//ceAxoPAA5BTnA6KFAjSTD7LgIfZ0dIfGY1l8rM2ZpCfToIaB79wT06CHw9GsFiD1iLa8gDxgVBDjdQ/PaLbF2+FqTK+zKo37N+pjpp5mT78O9H0Kl5rkUMl2JGYlYeHQhAGBOnzl6G+BUeOP6V17R/FuZz+r09CdfvP76q/xnE6wsrLDxpY1o6twccLoHvDwSSpWy4gGgcgPNOPeqaTC/v1ZU7Yg5Yk0QBITu/g/gfRTIqYlNw/6Ao41j1QI0Yu92fRcu9i7o6NkRmfmZUodDVGkLjy5EtjIbnet2xtBmQ6UOp1RVPY2psFVgw+CtQJ4jUP8gxmyYWeFCqrIDzTj3qmlgYUcmT8wRa0uPL8Xas6sAtQWweRMa1WosbrAGUt4Lm2va1sTVqVfxy/BfjP7WaERlCesZhnl95uEr/6+Mdo5JMU5jRkQAQ19sBkSsAwBsS16COn1/KXdhWJUYOPeqaWBhRyZPrBFrt1JvaW8Xht3zgWsBosZpKBXtEWBBR+bAXm6P9158D93qG+f8UGKcxtQpyi4NAfZ/AuQ7IOW+Q7kKw6rGwLlXTQMLOzOhUgH79wMbN2r+rW7XOIgxi3j9mvURPiIcb7SeBBzWFHimNoy/Kt/GLz+6jKmRUzXXGBKZiKz8rAqN6pZqFGRVT2OWWJTFfAp8fxo4/xKAZxeGVY3B2OZe5ZQrJWNhZwYiIjQ9Mr16AcHBmn9Ndeh5VTw9lcH27ZUYXXwhCLum/QBA88llSsP4q/JtXKVWwX+tP5bGLsXPJ3/Wa5xEYpoeNR3tlrfDgVsHpA6lTFU9jVliUSZYACkNNQ8F4E5KEvYfKH1qpqrGYCzz+QHmNeWK2FjYmbjCHpqnf+FNdeh5Ve9eUfQD5cUXnz26WBAEfLLvE9xJu2Pyw/ir8m3c0sIS7/q9CwD46vBXZjdvH5mnO2l38MupX3A6+bTR3+avqqcxn1mU1TsIvNUOC8+8r7cYAOO4x6qpf1brGws7E8ah51U399Bc/PfAf/HCzy9g2owck85lVb+Nj39uPFzsXXAj9QZ+O/ebeIER6clXh7+CUq1ET5+e6OrdVepwyqT3+9XWSAZqJOPPlG8QfjZcLzEUkvIeq/y792ws7EwYh55XzY7LO/DR3o8AAC+7fYSEW3altjWFXFb127i93B7TOk0DAMz/ez7vRkFGLTkzGSv+WQEA+KjbRxJH82x6v1/thRFwPKXprRu/bTxOJ58WPYant1XIkPdY5d+9Z2NhZ8I49LzyLjy4gODfgyFAwH86/gcdZRPL9TpjzqUY38andJoCB7kDTiWfws5rO6sUT1VPqxOVZXHsYuQW5KJz3c7o3aC31OGUi77vV7vy1S8Q0CgA2cpsDN80HI9zHosagzHg371nY2FnwsQeem4Of4gdHID8fCW2bv2j1BFvqbmpGBo+FBn5GehWrxsW9V9kFsP4xfg27mznjIkdNEXuvEPzxA+SSAQ5qhxtb90H3T4w2nnrShIUBNy6Vbnbkj2rKHv5JUtsfGkjGtRsgOsp1zFq86gSr5cVY6CZVKOLzeGzWt9Y2JkwYxt6bgpUahWCfw/GlcdX4O3kjc0jN8Pa0tpscinGt/F3urwDjxoe6N2gN28zRkbpcOphpOWloWntpghsGih1OBVWlduSPev6Nmc7Z2wdvRX2cnvsvr4bi44uKjWGQuUZaGYszOWzWp+MexgRlamwh2bECM2bueglUYYeem4qHuc8xr2Me7CzssPW0Vvh6uAKQNxcZmUBNWpoHmdmGvbbLKD5gO/bF1D8O+9wZCQQEFD+94G3whu337kNKwsrKJWVuw8lkT5ofrfkgGwRNsX1hb2DhVnex/lZnnV9Wxu3NlgzbA02n9+M/3T8j2GD0zP+3Xu26vcbYWYKe2jq1tVdbirXSxhaHYc6+Hvc34h6LQrPeTyns87Urz0pqqoXNltZWEGlAmJiZDhwoC5iYsp3k3AigxAsENBggEn21hnKiJYjED4iHA7WBv5maQDm9FmtDyzsjEiBugBXs69W+HVBQcDNm5W7ZqO6yMjL0D52sHZA9/rdS2wn5TB+YxIRAdTzUcF/yl/4ds95+PuX7ybhRHpnmS91BCZHEAQsOroIyZnJUociGmP6rDa2GQRY2BmRD/Z+gFmXZ2HJ8SUVfqNU5ZoNc5eYkYhWy1phzsE55cqrVMP4xVSVC5sLJ/+8Zx8JBA8BAmYCVrmc/LOaM4bBVScT44EZdYEen+PQIfYil9es6Fl4Z+c7ePm3l5GvMp/CWOrP6ryCPEzaPgmfxnxq2B0/Aws7I6EW1EjOSoYaaszcPROvbXkN2cpsqcMyeTnKHAzbNAx30u9g3el1yFKa6HBfA9GZ/PPqACC1HuDwEPDdyMk/qUqqWhhGRAD9Pl2keT+6XMTgwexFLq/xz42Hk40TDt4+iNCoUKnDMQuJGYno/Utv/PjPj1hwZAHu5d2TOiQtFnZGwkJmgdVDVmN83fGwlFliw5kN8Fvph+sp16UOzWQJgoA3t7+J4wnH4WznjG2vbEMN6xpSh2XUdCb/VFsBsVM0jzv/D4DAyT9JEhERwEuvPUZ2w3/vqHB0OgDeQqq8mrs0x/qg9ZBBhu9PfI8VcSukDsmkHbt7DB1XdMThO4ehsFFg68it8LTxfPYLDYSFnRGRyWQYXGcwdgbvhKuDK04nn0bHHzsi6mqU1KGZpAVHFmDDmQ2wsrDC5pc3o7FzY6lDMnrFJvX8501AaQd4xAP1D5bejkhPCnuR0W41YJUHJLYHEjoB4C2kKiKwaSA+7/U5AGBy5GTsu7VH4ohM06qTq9B9dXfcy7iHFi4tEDshFv0b9Zc6LB0s7IxQ9/rdETcxDp3rdkZKbgpGbR5V4gziVLpjacfw8f6PAQBLBixBrwa9DLbvon9gDhwwrT84xSb1zHEGTr+qedzxh9LbEenJwYPA3QT1k/df7H8APJnEjL3I5fdhtw/xiu8rKFAX4LVtLwF1zj/7RaQ1K3oWxm0bh3xVPoY1H4Zjbx5Dk9pNpA6rGBZ2RsrLyQsxY2MwqcMk/DzkZzjbOUsdkslIzEzEwlsLAQBTnp+Ctzq+ZbB9R0QALVs+eT5wIEzqOqASJ/888e88WC1+B+wfVvvJP6lyKvuFJzERQIO9QO0rQJ4jcPaV0ttVE5UdHCWTybBq6Cq8WO9FzTXcLOwqpI1bG8ggw2c9P8PvI3+Ho42j1CGViIWdEbOxssEPgT/gpZYvaZcdu3sMVx9XfEoUQzCWniqPGh54w/MN9G/UHwv7LTTYfgtHkyYk6C43peuASrwtWeJzwL0OwINWgFNCtZ/8kyquKl94PDzwpLfu1OtAfsnXybIXuXxsrGywddRW/DlyL3B+hNThGD2l6skk7a+1eQ1n/nMGn/T4xKgnxjbeyKiYu+l3MSR8CJ5f8bzRXXdnbD1V/Vz64Y+Rf0BuKTfI/nRGkz7F1K4DKnHS6192wzvyH/z+XdtqN6cfVU1Vv/B06wa4XQgDjk/59zSsLt5CquJq29dGV68Xtc8f5zzi7QNLsP70erRa1kpn/r9Wrq0kjKh8WNiZEEuZJRrVaoTU3FQMXD8Q8w7NM4qJEY2hpypHmYO3I9/Gw+yH2mWGvDG4zmjSEpjadUCFk15HRxdgxowTiN5eo1pO1ExVI8YXHktLYFmYL2R/LYXsoe4fVd5CSgR1zqHnxi6YsXOGUfw9MQYF6gLM3KmZduzK4ytYcnyJ1CFVCAs7E+Lh6IF9Y/ZhwnMTIEDA7D2zMfr30cjKl25uNmPoqSpQFyA4IhjfxX6HQRsGSfLhVN7re0zpOiBLS6BHDwHduyegRw/NTcLT89IRfS1a6tDIRIj1hYe3kNIj13O4k3EL/zv+P3we87nU0UjuUfYjDFg/AN8e/RaAZsBJ4WhiU8HCzsTYWNngx8E/4odBP8DKwgq/nvtV0vnupO6pUqlVGLt1LLZe3AobSxt87f+1QXvqCpX3+h5Tvg7oTtodeH7jicCNgTo9o0SlqeoXnv039+P1La/j79t/F7uF1PbtBexFrgIHByA/X4mtX9rgW39NERMWE4ZFRxdJG1gFVOUOOyU5nXwaz694Hruv74aD3AG/vfwbvuj9hVFfT1cS04qWtCZ1nIR9Y/bBzcENZ+6fwdyDcyWJQ8qeKrWgxls73sL6M+thZWGF317+Dd3qS3OhTYmjSYuo6HVAxnD7pqd5K7zRzKUZ8lX5WHtqrdThkAmo6heeH+N+xNrTa7HhzAYAuqdbX3xR4OlXkbz9/Nv4vKemV+qdne/g55M/SxyR4R28dRB+K/1wI/UGGtZqiCPjj2BES9McXMLCzoS9WO9FnJh4AmPbjcWi/ouqvL3KjGqVqqdKEASERoXip5M/wUJmgQ1BGzC42WBxd1IBJY4mhe5zc7gOaHz78QCANafWSBwJmYKqfOFJyUlBxAXNBbrj2o/TY5QEAB91/wgz/WYCACZsn4Dfzv0mcUSG1da9LbycvODf0B+xE2LR2q211CFVGgs7E+fl5IVVQ1fBwVrTDy0IApYcW1Lh+8xWdlSr2D1V5fX14a+x5PgSyCDD6qGr8XKrl8XdQSVUh+uARvuOhrWlNU4ln0J8UrzU4ZCRq8oXno1nNyJPlYc2bm3wnMdzAIqcPtz6hyin3ugJmUyGr/y/wpvt34RaUOObI99ALailDkuvHuc81l6T7WTjhH1j9iHy1UiTnzeWhZ2ZmXdoHqZFTcMLP7+Am6k3y/WaqoxqlaqnapTvKNRT1MMPgT8gpG2IuBuvgqevA4qMhFldB+Rs54whzYYAANbEs9eOnq2yX3gKTweOazdOkutmqyOZTIYfAn9AWI8w/Bn8p8ldW1YRf9/+G77LfLH42GLtMk9HT1hZWEkYlTgk/19LSEjAa6+9htq1a8Pe3h7t2rVDXFycdr0gCAgLC4Onpyfs7OzQs2dPnDt3TmcbeXl5mDp1KlxcXODg4IAhQ4bg7lNX9KekpCAkJAQKhQIKhQIhISFITU01xCEaVFfvrqhjXwfxSfHlus+sGKNapeipqqeoh7P/OYuJHSaKvu2qXpBbtIjt3t30T78+bUzbMQCA9WfW60zeSVSain7hOZV0CnGJcZBbyPFqm1cNEyQBACwtLPFpz09R2762dlncvbgyXmFaBEHAwiML0XNNTyRmJmJ1/Gqz+xyTtLBLSUnBCy+8ALlcjr/++gvnz5/HN998g5o1a2rbLFiwAN9++y2WLl2K2NhYuLu7w9/fHxkZGdo2oaGh2LJlC8LDw3Ho0CFkZmYiMDAQqiLVSHBwMOLj4xEVFYWoqCjEx8cjJMR4enrE0sOnB+ImxqGDRwc8ytEM2/6/Xf+HfFV+ie3FnI5Anz1VOcocjNo8Cr+f/127zFhv52Lu+jXqB1cHVzzMfojYe7GltjOWO5GQcajIF55V8asAAEObD4WLvYueI6Oy/Bj3Izqu6IhP931q8vPcPch6gMCNgZixawYK1AUY1WoUDo07ZLCJ7A1F0sJu/vz58Pb2xqpVq9CpUyf4+PigT58+aNSoEQBNZb1o0SJ8+OGHCAoKgq+vL9asWYPs7Gxs2KAZJZWWloaVK1fim2++Qd++fdG+fXusW7cOZ86cwe7duwEAFy5cQFRUFH766Sf4+fnBz88PK1aswI4dO3Dp0iXJjl9fvBXeODTuEKY8PwUA8PWRr9F1ZdcSb0Um5qhWffVUJWcmo+eanvj13K8Y+8dYPMp+JM6GqVLklnJsCNqA2+/cRlfvriW2MbY7kZBpaezcGE1rN8XYtmOlDqXaS8zQfPh/fuBzjNs2zmR7t/be2Iu2P7RF5JVI2FjaYOmApdj40kbUsC75FnWmTNKTydu2bUO/fv3w8ssvIyYmBnXr1sXkyZMxYcIEAMCNGzeQlJSEgIAA7WtsbGzQo0cPHD58GJMmTUJcXByUSqVOG09PT/j6+uLw4cPo168fjhw5AoVCgc6dO2vbdOnSBQqFAocPH0azZs2KxZaXl4e8vDzt8/T0dACAUqmEUqmfN3bhdsXYviUssdB/IXrV74WJf07E6eTTeJT5CPUd6+u0q1NHhvK8DerUKYBSWfa3NU3Y8n8fK1GZw3h6GycTzmL4b8NxK+0WnO2c8dtLv8FJ7lRmjsTMY2XoIw8SHUqpuezu3b3E5QCwZYsMo0db/nsq/8m1UQkJAkaMAMLDVRg+3LS/+VeU1O9JMVT1PVmR109qPwkT202EAKFYzswhl8aiPLn84IUP4Grvirej3sbq+NW4lXIL64atQx2HOoYKs8oeZj/EoA2DkFuQi+a1m2P98PVo7doaBQUFomzfEO/Jimxb0sLu+vXr+P777zFjxgx88MEHOH78OKZNmwYbGxu8/vrrSEpKAgC4ubnpvM7NzQ23bt0CACQlJcHa2hq1atUq1qbw9UlJSXB1dS22f1dXV22bp82dOxefffZZseW7du2Cvb19xQ+2AqKjxZvZ3wpWWNBgAS5nX0bSySREnowEAOSocmBnaQeVCqhdOwCPHtmi6B/hJwS4uOQgPT0akZFl7ys31xJAIABg586dsLWt+Lm3otv4+NfZ+Cn5O+Sqc+Fp44mPfD5CxtkMRJ59RiD/EjOPFSF2Hiq7DTGVlcsCoQBWMs1HiUoFTJ4cAEGwxNPvJ0GQARAwZUo+rKyize7aw/KQ6j0pBjHek1u3av6Nial6PKacS2PzrFx6whOzfWbjm1vfYN+tfWi7rC3ea/Aemtg3MVCEVfdSnZfwIP8Bxtcdjzsn7uAO7oi+D32+J7Ozyz/ThaSFnVqtRseOHTFnzhwAQPv27XHu3Dl8//33eP3117Xtnh4RJQjCM0dJPd2mpPZlbWf27NmYMWOG9nl6ejq8vb0REBAAJyenZx9cJSiVSkRHR8Pf3x9yuf7O+f+T+A/6b+yPz3t8jonPTcSyZZYYPRoAhH//+GrIZJpele++s8bgwQOfud2iE+n269evUgMPNNsQgEGTsTTxBwBAr/q9sGH4Bp2LectiqDyWRrw8VG0bYigrlxcfXsTM6JlIz0/HwTGaizBjYmR49KisjxUZHj60h5PTIPToUX167aR+T4rBEO/JzPxMRF2LwqDGg2AntyuxjTnk0lhUJJcDMRAjHozAy7+/jKuPr+KT65/g4uSL8KhhfLfTycrPwqcxn2JUq1F43vN5AMAAYYDeRlcb4j1ZeNawPCQt7Dw8PNCy6IU4AFq0aIHff9dcIO/u7g5A0+PmUWSG2/v372t78dzd3ZGfn4+UlBSdXrv79++ja9eu2jbJycnF9v/gwYNivYGFbGxsYGNjU2y5XC7X+4eJvvfx86mfkZqbimk7p2HtmbVYMmAJNm/ujGnTdKc88fKSYdEiICiofG+ToiFrjqHisWlfk1MbMsjwUfeP8GmPT2FpUfHuHUP8X5WkZs2io4wrt38xcimmknLp5uSGfbf2oUBdgKupV9GiTgs8eFC+7T14YFWuY8rKAmr8ewlMZqY4tw2SklTvSTEY4j3554U/EbIlBB08OuDExBPPiMd0c2lsypvLdp7tcGLCCYzZOgYdPTuiXq16Boiu/ARBwK/nfsW70e/ibvpd7Lm5B/FvxRtsChN9vicrsl1JB0+88MILxQYvXL58GfXra64Da9CgAdzd3XW6N/Pz8xETE6Mt2jp06AC5XK7TJjExEWfPntW28fPzQ1paGo4fP65tc+zYMaSlpWnbVCffB36Pxf0Xo4Z1DcTei0WXlV2w3fIN7Dr2pGva0POvZSuzdefd2x+G3cF/4/Nen1eqqCP9c3VwxYDGAwAAa09rbjFWHe6ZS/qz7vQ6AMDgptLdRYbKprBVIGJUBD7o9oF22bn757Dyn5VQqaW7ZCTuXhx6remF0b+Pxt30u6ivqI+vA742i3npKkrSwu6dd97B0aNHMWfOHFy9ehUbNmzAjz/+iClTNKM5ZTIZQkNDMWfOHGzZsgVnz57F2LFjYW9vj+DgYACAQqHA+PHjMXPmTOzZswcnT57Ea6+9htatW6Nv374ANL2A/fv3x4QJE3D06FEcPXoUEyZMQGBgYIkDJ8ydhcwC0zpPw+W3L2vnJFsdvxrtVzUGumlOixtq/jWVWoVfTv2CFt+1wPBNw5Gb/+8Fomor5F314xQZRu7V1po5xsLPhkMQBMnuREKmLykzCdHXNV/QOXedcbOQWWgnL1aqlHh96+t4c/ub6PRTJxy89Yy5sUR2/sF5DN80HB1XdETMrRjYWtnis56f4cKUC+jfuL9BYzEWkhZ2zz//PLZs2YKNGzfC19cX//3vf7Fo0SK8+uqTX+pZs2YhNDQUkydPRseOHZGQkIBdu3bB0fHJHGYLFy7EsGHDMHLkSLzwwguwt7fH9u3bYVmkMlm/fj1at26NgIAABAQEoE2bNli7tnrfyNzD0QOrh63GkfFH0L1+d81cd1lPRjrpc84ilVqFLRe2oP3y9hizdQxup93GnUcP0fLFG9o2nCLD+A1uNhgOcgfcSL2BYwnHqs09c0l84WfDoRbU6OLVBY2dG0sdDpWTTCZDsG8wnGyc8E/iP+i+ujsCNwTi4K2DBpn37tz9c9h6cStkkOG1Nq/h4pSL+KTHJ6Veo1ktCFQuaWlpAgAhLS1Nb/vIz88Xtm7dKuTn5+ttH6VRq9XCn+f3CrDIFwBByMwUhO+Ofyf0Wt1L+Pmfn4XH2Y+fuY3MzML7NWgel+Rx9mNh/qH5Qv2F9QWEQUAYhJrzagohP8wXIM8WntzzQfMjk2l+fv+9/MciZR7FUp5cGkJ5chn8e7CAMAjTIqdpl/3+uyDUrav7f+ntXbH/R0EwnjxUFd+Tz9ZheQcBYRCWHltaZjtzyKWxEDOXyZnJwsRtEwWLzyy0n+1+P/kJ+2/sFyFSjZspN4UFhxYIy08s1y5TqVXC/+36P+H8/fOi7aeiDPGerEgNIvktxcg4yGQy9KjXC1BrLtAUBAHLYpdh3819GLdtHNy+dsOgDYPwzeFvEJsQiwJ1+eb/UalVSMlJ0T6/nnId7+1+D7fSbqG2XW188OIHuDzlGvZ9MQtQFv+GVd7bmpF0XvF9BQDw6/lftdfYmPs9c0lcFx5cQFxiHKwsrDCy1Uipw6FKcHVwxfLBy3FxykVMfG4ibCxtcOTuETzKeTKh/O2027j08FK5e/KyldnYe2MvwvaHwW+lH3wW+2DW7ln4eN/HyCvQzDNrIbPAAv8FaFGnhV6OyxRVv6sKqVxkMhn+DP4Ta0+vxaZzm3D2/llEXolE5BXNHHKt6rTC2clnte3nHJyDzJx8oCcAmzSM3ZGEW+nXcP7BeQQ2DUT4iHAAwHMez2Fw08EY1nwYXvF9BXZyO+zfX/7bmvXsqbdDpkoKaBSAwU0HI7BpIArUBdrBLuZ+z1wSz+7rmrsE9W/c36QmvqXimtRuguWDl+OzXp/hp39+wsAmT6bK+uHED5h7aC5c7F3QwqUFGtZqiDr2deBo44gCdQE+6v4RrC2tAQBv/PEG1p5aC5Xw5Bu9DDJ0r98do1qNglpQG/zYTAULOypV/Zr18VH3j/BR949w7v45RF6JxMHbB3Hw9kF4K7x12n575FvNN7OemuebLz5Zd+7BOe1jmUyGba9s03mtmLc1I8OztrQu9n9KVBFTO09F/8b9kafKe3ZjMgnuNdzxUfePdJZl5WfB1soWD7Mfav+WFDXDb4a2sLO3sodKUMHLyQs96vdA9/rdEdg0EJ6OngY7BlPFwo7KpZVrK7RybYX/e+H/oFKrkJqbqrN+YoeJeJiZhhUr1ECeAl9+6IIWbo3QtHZTNHdpXua2OUUGETWpbTp3MaDKWTxgMb4K+Aqnk0/jyqMruJF6Ayk5KUjPS4e1pTUsZU+69Wd3m40Pun0AT0dPvU0sbK5Y2FGFWVpYFrsLxJw+c5CVBawYpnk+fWv5J5MtnCIjIaHoxL5PyGSa9Zwiw7glZybj13O/or1He7xY70WpwyEToVKrOFdlNWJtaY2Onh3R0bNjme28nLwMFJH54eAJkhynyDAP8w7Nw7Soafgu9jupQyETIQgCWn/fGkGbgnAnTfx7dxJVRyzsyCgEBQGbNwOeT10+4eWlWc7RlMYvuLVm0vBtl7YhKz/rGa2JgNh7sbjw8AJ2XttZ7ntBE1HZWNiR0eAUGaato2dHNKrVCNnKbGy7xMEU9Gybzm4CoLmFmL3cXuJoiMwDCzsyKpwiw3TJZDKM9h0NANh8YbPE0ZCxUwtq/Hb+NwDAqFajJI6GyHywsCMi0YxoOQIAEHklEpn5mRJHQ8bs6N2juJN+B47WjhjQZIDU4RCZDRZ2RCSatm5t0ahWI+QW5GLXjb+kDoeM2K/nfgUADG0+FLZWthJHQ2Q+WNgRkWhkMhlGtBwBuYUcN1KvSR0OGamip2FHtuQtxIjExHnsSMvBoeR55IgqYqbfTLz/4vuQq2riU6mDMQJZWUCNGnIAQ5GSokTNmlLFoHmcmVn+OSb1JV+Vj5l+MxF5JRIBjQKkDYbIzLDHjohEVcehDmra1pQ6DDJitla2mOE3A7tf3w0bKxupwyEyKyzsiIyQ6sl9r3HggO5zk2KbKnUERETVCgs7Ek3hqVxBkP5UjymLiABatnzyfOBAwMdHs9xUJGcmo+e6zkBofcAqV+pwyIicf3Aea+LX4HHOY6lDITJLLOyIjEhEBDBihOa+uUUlJGiWm0pxV8ehDhKz7gG26UDDaKnDISOyOn41xv4xFm9Hvi11KERmiYUdkZFQqYDp00sewFK4LDTUNE7LWsgsMLTJS5onLTlZMWkIgoDfL/wOAAhqwVvKEOkDCzsiI3HwIHD3bunrBQG4c0fTzhQMa6qZrBjN/0C+Kl/aYMgonE4+jesp12FrZYv+jftLHQ6RWWJhR2QkEhPFbSe1LnW7AhkegG0a9t/aI3U4ZAQiLmiuJejfuD9qWNeQOBoi88TCjshIeHiI205qFjIL4ILmdNvWyzwdS3hyGrY5T8MS6QsLOyIj0a0b4OUFyGQlr5fJAG9vTTuTcV5zOnbH1a1QqpQSB0NSuvTwEs49OAcrCysENg2UOhwis8XCjshIWFoCixdrHj9d3BU+X7RI084UODgABde6YUzbMfhu0HcQwNuaVGdH7x6FDDL0adAHtexqSR0OkdniLcWIjEhQELB5MzBtmu6UJ15emqIuyMTOYFlaWGL1sNVSh0FGYEy7MejXuB9SclKkDoXIrLGwIzIyQUFA376AQqF5HhkJBASYTk8dUWnca7jDvYa71GEQmTWeiiUyQkWLuO7dTb+ou/jwIuYenIszyWekDoUkoFKbwOSLRGaChR0R6V3Y/jB8sPcDbDizQepQSAIB6wLQ55c+OJ18WupQiMweCzsi0rthzYcBALZe2ippHGR4yZnJ2HdjH/be2Itathw0QaRvLOyISO8GNB4AuYUcFx9exMWHF6UOhwxo68WtECDgec/n4a3wljocIrPHwo6I9E5hq0DvBr0BAH9c/EPiaMiQCntphzcfLm0gRNUECzsiMojqejpWVWTcwKFDMp3n5i4jLwN7b+wF8OT/n4j0i4UdERnEkGZDAGgmqk3MMJEb3lZRRATQsuWT54MHW8HHR7O8Oth5bSfyVflo4twEzV2aSx0OUbXAwo6IDMLT0ROd63aGg9yhWoyOjIgARozQnWga0DwfMaJ6FHd/XNKcdh/abChkpd0rj4hExQmKichgNry0AZ6OnrC1si1X+6KnLQ8cMJ2JmlUqYPp0QCjhLmqCoLlFXGgoMHSoaRxPZfVr1A8Psx9ieAteX0dkKOyxIyKDaVirYbmLuqdPYw4cCJM5jXnwIHD3bunrBQG4c0fTzpy91uY1/PXqX+jq3VXqUIiqDRZ2RCSJHGVOqetM/TRmYjkvISxvOyKi8mJhR0QGtfPqTrT4rgXGbRtX4vpnncYENKcxjXl0qYeHuO1MjSAI+Pnkz7iTdkfqUIiqHRZ2RGRQNW1r4uLDi/jz8p/IK8grtt4cTmN26wZ4eWmupSuJTAZ4e2vamaOz989i/LbxaLa0WZk9s0QkPhZ2RGRQz9d9Hh41PJCRn4H9N/cXW28OpzEtLYHFizWPny7uCp8vWmS+AycKR8P2adgHdnI7iaMhql5Y2JFRcXDQ9MgIguYxmR8LmQWGNhsKQHO7qaeZy2nMoCBg82bA01N3uZeXZnlQkDRxGULRaU6IyLBY2BGRwRXeheCPS39ALah11pnTacygIOD8+SfPt28vwI0b5l3UJaQn4MS9E5BBhsFNB0sdDlG1I2lhFxYWBplMpvPj7u6uXS8IAsLCwuDp6Qk7Ozv07NkT586d09lGXl4epk6dChcXFzg4OGDIkCG4+9QFOikpKQgJCYFCoYBCoUBISAhSU1MNcYhEVIJeDXrBycYJiZmJOJ5wXGeduZ3GLBrniy8KJhN3ZW2/vB0A0MWrC9xquEkcDVH1I3mPXatWrZCYmKj9OXPmjHbdggUL8O2332Lp0qWIjY2Fu7s7/P39kZGRoW0TGhqKLVu2IDw8HIcOHUJmZiYCAwOhKjJkLjg4GPHx8YiKikJUVBTi4+MREhJi0OMkoiesLa0xoPEAAMAfF/8otr46n8Y0dYWnYQtvIUdEhiX5nSesrKx0eukKCYKARYsW4cMPP0TQv5/ia9asgZubGzZs2IBJkyYhLS0NK1euxNq1a9G3b18AwLp16+Dt7Y3du3ejX79+uHDhAqKionD06FF07twZALBixQr4+fnh0qVLaNasmeEOloi0glsHw0HugH6N+5W4PigI6NsXUCg0zyMjTefOE9VVbkEuDt0+BIDX1xFJRfLC7sqVK/D09ISNjQ06d+6MOXPmoGHDhrhx4waSkpIQEBCgbWtjY4MePXrg8OHDmDRpEuLi4qBUKnXaeHp6wtfXF4cPH0a/fv1w5MgRKBQKbVEHAF26dIFCocDhw4dLLezy8vKQl/dkKob09HQAgFKphFKpFDsN2m0X/ZcqxxzyqAld/u9jJaQ6FH3mckDDARjQcECZ21ergcI8+PkpoVYXLjMdxvB/KUYM5dmGJSxx4+0biLkdg0aKRnp535jD77exYC7FYYg8VmTbkhZ2nTt3xi+//IKmTZsiOTkZX3zxBbp27Ypz584hKSkJAODmpnuNhpubG27dugUASEpKgrW1NWrVqlWsTeHrk5KS4OrqWmzfrq6u2jYlmTt3Lj777LNiy3ft2gV7e/uKHWgFRUdH63X71YUp5zE31xJAIABg586dsLWVdjZeqXJpbHmojKLHsHfvXkmOQYw8VmQbVrDCX1f/qkyo5WbKv9/GhrkUhz7zmJ2dXe62khZ2AwYM0D5u3bo1/Pz80KhRI6xZswZdunQBAMieunpaEIRiy572dJuS2j9rO7Nnz8aMGTO0z9PT0+Ht7Y2AgAA4OTmVfWCVpFQqER0dDX9/f8jlcr3sozowhzxmZT153K9fP8mmftF3LtWCGifunUB8cjwmPjex2HpjyUNVFD2G3r17o2ZNw78nxcijsfxfmMPvt7FgLsVhiDwWnjUsD8lPxRbl4OCA1q1b48qVKxg2bBgATY+bR5EJq+7fv6/txXN3d0d+fj5SUlJ0eu3u37+Prl27atskJycX29eDBw+K9QYWZWNjAxsbm2LL5XK53n8BDLGP6sCU81g0bM1xSBfLkxjED+JO2h28uOZFWMgsMNJ3JOo41Hlqv0/HIHoIelf8GAx/EGLk8Vnb2H9zP2ZFz8LrbV/H253erlygFYrHdH+/jQ1zKQ595rEi25V8VGxReXl5uHDhAjw8PNCgQQO4u7vrdG3m5+cjJiZGW7R16NABcrlcp01iYiLOnj2rbePn54e0tDQcP/5kSoVjx44hLS1N24aIpOGt8EZ79/ZQC2rsuLxD6nCoCrZe3IrYe7GIS4yTOhSiak3Swu7dd99FTEwMbty4gWPHjmHEiBFIT0/HmDFjIJPJEBoaijlz5mDLli04e/Ysxo4dC3t7ewQHBwMAFAoFxo8fj5kzZ2LPnj04efIkXnvtNbRu3Vo7SrZFixbo378/JkyYgKNHj+Lo0aOYMGECAgMDOSKWyAgUjp4snCaDTI8gCLzbBJGRkPRU7N27d/HKK6/g4cOHqFOnDrp06YKjR4+ifv36AIBZs2YhJycHkydPRkpKCjp37oxdu3bB0dFRu42FCxfCysoKI0eORE5ODvr06YPVq1fDssicCOvXr8e0adO0o2eHDBmCpUuXGvZgiahEQ5sPRVhMGHZd24UcZQ7vLVqCrCygRg3N48xM47vd3tn7Z3Ez9SZsrWzh39Bf6nCIqjVJC7vw8PAy18tkMoSFhSEsLKzUNra2tliyZAmWLFlSahtnZ2esW7eusmESkR61dWuL+or6uJV2C7uv78bgZrwNlakp7K3r27AvHKyNrOokqmaM6ho7Iqp+ZDKZ9i4FPB1rmngalsh4sLAjIskVFgRH7h6BIAgSR0MVkZCegBP3TkAGGQKbBkodDlG1Z1TTnRCRhoMDUJ3qm+71uyNmbAy6end95jyVZFyyldl4ueXLSMtLg3uN4reHJCLDYmFHRJKTW8rRvX53qcOgSmhSuwl+fflX9rQSGQmeiiUio8ICwTSxp5XIOLCwIyKjIAgCZuycgXqL6uHSw0tSh0PlcPHhRVx4cIHFOJERYWFHREZBJpPh3INzuJt+16xGxzo4APn5Smzd+ofRzT9XVV8e/BItl7XEnINzpA6FiP7Fwo6IjAbvQmE6CtQF+PPynwDA6yOJjAgLOyIyGoXz2R25cwTJmckSR0NlOXT7EFJyU1Dbrjb8vP2kDoeI/sXCjoiMhpeTFzp4dIAAATsu75A6HCrDtkvbAACBTQNhZcEJFoiMBQs7IjIqPB1r/ARB0BZ2hb2sRGQcWNgRkVEZ2lxT2EVfj0ZWfpbE0VBJLjw6j2sp12BjaYOARgFSh0NERbD/nIiMSmvX1ujl0wtt3NogpyAHgJkNJTUDf13bDgDo07APaljXkDgaIiqKhR0RGRWZTIa9Y/YCALLYYWeUpnQIRQev1nC0cZQ6FCJ6Cgs7IiKqEFsrWwxqOkjqMIioBLzGjoiMklKlxP7bewHnK1KHQkRkMljYEZFR+s+f/0Hgr32AjsulDoWK6j8dnxx4H7fTbksdCRGVgIUdERmlfo36aR40+wMA70VqFORZQIcf8e3x+UjLTZM6GiIqAQs7IjJK/Rv3h7WlNVD7KuByUepwCAAaRQPyXPgoGsDX1VfqaIioBCzsiMgoOdo4ood3b82T5pys2Cg00/w/DGw0BDKZTOJgiKgkLOyIyGgFNhmmedCMhZ3UVGoV0FRzm7dBjYdKHA0RlYaFHREZrYGNBmseeB1DclaStMFUc8fuHQEcHgI5NdG17otSh0NEpWBhR0RGy6OGJ3C3EyATsPvGTqnDqdb+vPpvr+mVQZBbyqUNhohKxQmKici47foayK+B4JntpI6kWrOT2wNZdYBLQ6QOhYjKwMKOiIzb7W4AAF6rL62PXvgM8/p/AsjUUodCRGVgYUdEROUjWGp+iMho8Ro7IjJ+bqcwMXIM3ol6R+pIqqXzD85DLbCnjsgUsLAjIuNnm4oN53/BL6d/QYG6QOpoqpX7Wffhu8wXzZZ7A9YZUodDRM/Awo6IjJaDAyAIgPL6C3C2c8bjnMf4+/bfUodVrfx5+U8IEODm4A7kO0odDhE9Aws7IjJ6VhZWCGwaCAD44xInKzakwnwPbMTRsESmgIUdEZmEoc00dzv449IfEARB4mgMS6V68vjAAd3n+pSjzMGua7sAAIG82wSRSWBhR0QmIaBRAGwsbXA95TrOPTgndTgGExEBtGz55PnAgYCPj2a5vu2+vhs5BTmop6iH1nXa6n+HRFRlLOyIyCTUsK6Bvg37AgD+uFg9TsdGRAAjRgAJCbrLExI0y/Vd3G29uBUAMLjpYMg4kSCRSWBhR0QmY2izoWjt2hpuNdykDkXvVCpg+nTN4JGnFS4LDdXfadkCdQG2Xd4GABjefLh+dkJEouMExURkMt587k1M6DBB6jAM4uBB4O7d0tcLAnDnjqZdz57i799CZoGIkRHYcXkHutfvjvxc8fdBROJjYUdEJqM6nQ5MTBS3XUVZyCzQrX43dKuvuaVbvn52Q0Qi46lYIjI52cpsHL5zWOow9MrDQ9x2RFQ9sLAjIpNyN/0uai+ojV5reiEjz3zvhNCtG+DlBZTWSSmTAd7emnZiO518GlP+nIKYmzHib5yI9IqFHRGZlLqOdeHl5IV8VT52XtspdTh6Y2kJLF6sefx0cVf4fNEiTTux/XruVyw7sQxLji8Rf+NEpFcs7IjIpMhkMp3Jis1ZUBCweTPg6am73MtLszwoSD/7jbigmUclqIWedkBEemM0hd3cuXMhk8kQGhqqXSYIAsLCwuDp6Qk7Ozv07NkT587pTkyal5eHqVOnwsXFBQ4ODhgyZAjuPjWULCUlBSEhIVAoFFAoFAgJCUFqaqoBjoqI9KGwsPvz8p9QqpQSR6NfQUHA+fNPnkdGAjdu6K+ou/TwEi48vAC5hRyDmgzSz06ISG+MorCLjY3Fjz/+iDZt2ugsX7BgAb799lssXboUsbGxcHd3h7+/PzIynlxXExoaii1btiA8PByHDh1CZmYmAgMDoSoyuVNwcDDi4+MRFRWFqKgoxMfHIyQkxGDHR0Ti6urdFS72LkjJTcGh24ekDkfvip5u7d5dP6dfC225uAUA0LtBbyhsFfrbERHpheSFXWZmJl599VWsWLECtWrV0i4XBAGLFi3Chx9+iKCgIPj6+mLNmjXIzs7Ghg0bAABpaWlYuXIlvvnmG/Tt2xft27fHunXrcObMGezevRsAcOHCBURFReGnn36Cn58f/Pz8sGLFCuzYsQOXLl2S5JiJqGosLSwR2DQQgPmfjjW0wsKOkxITmSbJC7spU6Zg0KBB6Nu3r87yGzduICkpCQEBAdplNjY26NGjBw4f1kxzEBcXB6VSqdPG09MTvr6+2jZHjhyBQqFA586dtW26dOkChUKhbUNEpqfodXZCSbdnoAq7m34XxxOOQwYZhjYfKnU4RFQJlZqg+MCBA+jatSusrHRfXlBQgMOHD6N79+7l2k54eDji4uJw4sSJYuuSkpIAAG5uurcOcnNzw61bt7RtrK2tdXr6CtsUvj4pKQmurq7Ftu/q6qptU5K8vDzk5eVpn6enpwMAlEollEr9XNNTuF19bb+6YB7FY8y57FWvF+b1nofBTQejoKBA6nDKVNU8al4m126jopsp7+uvPrwKH4UPPB09Udumtk68VY1BLMb8njQ1zKU4DJHHimy7UoVdr169kJiYWKxgSktLQ69evXSubyvNnTt3MH36dOzatQu2traltnt6pnlBEJ45+/zTbUpq/6ztzJ07F5999lmx5bt27YK9vX2Z+6+q6OhovW6/umAexWOsuWyO5rhy9Aqu4IrUoZRLZfOYm2sJQHPqeefOnbC1rdgNYivy+oU+C5GpykRkZKSoMYjNWN+Tpoi5FIc+85idnV3utpUq7Eorih49egQHB4dybSMuLg73799Hhw4dtMtUKhUOHDiApUuXaq9/S0pKgkeRqdXv37+v7cVzd3dHfn4+UlJSdHrt7t+/j65du2rbJCcnF9v/gwcPivUGFjV79mzMmDFD+zw9PR3e3t4ICAiAk5NTuY6xopRKJaKjo+Hv7w+5XK6XfVQHzKN4mEtxVDWPWVlPHvfr1w/l/JgV7fVibUMMfE+Kh7kUhyHyWHjWsDwqVNgF/Tu+XiaTYezYsbCxsdGuU6lUOH36tLagepY+ffrgzJkzOsveeOMNNG/eHO+99x4aNmwId3d3REdHo3379gCA/Px8xMTEYP78+QCADh06QC6XIzo6GiNHjgQAJCYm4uzZs1iwYAEAwM/PD2lpaTh+/Dg6deoEADh27BjS0tLKjNXGxkbn+ArJ5XK9/wIYYh/VAfMoHmPO5a/nfsX6M+vxZe8v4evqK3U4ZapsHou+RLMN8V9/L+MeXOxdYG1prZcYxGbM70lTw1yKQ595rMh2K1TYKRSaoe+CIMDR0RF2dnbaddbW1ujSpQsmTJhQrm05OjrC11f3Q9jBwQG1a9fWLg8NDcWcOXPQpEkTNGnSBHPmzIG9vT2Cg4O18YwfPx4zZ85E7dq14ezsjHfffRetW7fWDsZo0aIF+vfvjwkTJmD58uUAgIkTJyIwMBDNmjWryOETkRFaf2Y9tl3ahnZu7Yy+sDNmE7ZPwJE7R7B62GoMaTZE6nCIqJIqVNitWrUKAODj44N333233KddK2vWrFnIycnB5MmTkZKSgs6dO2PXrl1wdHTUtlm4cCGsrKwwcuRI5OTkoE+fPli9ejUsi0z0tH79ekybNk07enbIkCFYunSpXmMnIsMY0WIEtl3aht/O/4bPehW/LpaeLSUnBdHXoqFUK9HEuYnU4RBRFVTqGrtPP/1U7DgAAPv379d5LpPJEBYWhrCwsFJfY2triyVLlmDJktLvaejs7Ix169aJFCURGZMhzYbA2tIaFx5ewLn759DKtZXUIZmcPy79AaVaCV9XX7So00LqcIioCio1j11ycjJCQkLg6ekJKysrWFpa6vwQERmKwlaBgEaa3vjfzv8mcTSmqTBvL7d8WeJIiKiqKtVjN3bsWNy+fRsff/wxPDw8njn9CBGRPr3c8mXsuLwDv53/DWE9w6QOx6QUnoYFWNgRmYNKFXaHDh3CwYMH0a5dO5HDISKquCHNhkBuIcf5B+dx/sF5tKzTUuqQTAZPwxKZl0oVdt7e3ryFDxEZjZq2NdGvcT88znmM9Lzyz/dEPA1LZG4qVdgtWrQI77//PpYvXw4fHx+RQyIiqriIkRGQW3Iuroqa33c+Onh0wGjf0VKHQkQiqFRhN2rUKGRnZ6NRo0awt7cvNnHe48ePRQmOiKi8WNRVjq+rL+f/IzIjle6xIyIyRo9zHuNO2h20dW8rdShERAZXqcJuzJgxYsdBRFRlUVejMHjjYLSs0xKn3joldThGLSUnBVP/mooRLUdgaLOhnN2AyExUqrC7fft2mevr1atXqWCIiKqiU13N/aBPJ5/GpYeX0MyFtw0szR+X/sD6M+txKvkUhjUfJnU4RCSSShV2Pj4+ZX67U6lUlQ6IiKiynO2cEdAoAJFXIrHhzAbeYqwMG85sAACMajVK4kiISEyVuvPEyZMn8c8//2h/jh07hh9++AFNmzbFb79x5ncikk6wbzAAYMPZDZyWqRRJmUnYc2MPACC4dbDE0RCRmCrVY9e2bfGLkjt27AhPT0989dVXCAoKqnJgRESVMbT5UNjL7XH18VUcuBaLnk00p2czMwEHB4mDMxKbzm6CWlCji1cXNKzVUOpwiEhEleqxK03Tpk0RGxsr5iaJiCqkhnUNDG02FACw6cJ6iaMxTuvPaPLyautXJY6EiMRWqcIuPT1d5yctLQ0XL17Exx9/jCZNmogdIxFRhRQWLH9c/h2QqSWOxrhcTbmC2HuxsJRZYmSrkVKHQ0Qiq9Sp2Jo1axYbPCEIAry9vREeHi5KYERElRXQKADLBi5D//ovoeG7op6YMHkPsu+jrVtbeDh6wNXBVepwiEhklSrs9u3bp/PcwsICderUQePGjWFlValNEhGJRm4px3+e/w+ysqSOxPj41X0B8W/FIyufySEyR5Wqwnr06CF2HEREZEAO1hxJQmSOKn2O4tq1a5g6dSr69u0Lf39/TJs2DdeuXRMzNiKiKvn94q/A2B5Ai9+lDsU4eMQhMz9T6iiISI8qVdjt3LkTLVu2xPHjx9GmTRv4+vri2LFjaNWqFaKjo8WOkYioUk7fPwn4HADarJM6FOnJVEBwIBosc0XcvTipoyEiPanUqdj3338f77zzDubNm1ds+XvvvQd/f39RgiMiqoqRLV7FN8fnAU0ikZKbAgeHWlKHJJ0G+wDHJNha1UJrt9ZSR0NEelKpHrsLFy5g/PjxxZaPGzcO58+fr3JQRERiaFXHF0hqC1jlY/PFaj5iv+0aAMDwZiNhbWktcTBEpC+VKuzq1KmD+Pj4Ysvj4+Ph6srh80RkROLHAgDWnV0lbRxV4OAACILmpzJ3z0jLSwNaaq4zDPF9Q+ToiMiYVOpU7IQJEzBx4kRcv34dXbt2hUwmw6FDhzB//nzMnDlT7BiJiCrv9KuA//8hLikW5+6fQyvXVlJHZHARl34F5DnAgxbo6N5J6nCISI8qVdh9/PHHcHR0xDfffIPZs2cDADw9PREWFoZp06aJGiARUZVk1wEuBwIttmJV/Cp8HfC11BEZnLa3Mn5sscnlici8VKqwk8lkeOedd/DOO+8gIyMDAODo6ChqYEREojk5Hn0GZKN7/e5SR2Jwd9Pv4vi9o4DaEjgVInU4RKRnFbrGLicnB9u2bdMWc4CmoHN0dER6ejq2bduGvLw80YMkIqqSy4H4Y8RODGk2ROpIDM7LyQvnJ94EItYCmR5Sh0NEelahwu7HH3/E4sWLS+ydc3Jywv/+9z/89NNPogVHRERV5+1UDzj7itRhEJEBVKiwW79+PUJDQ0tdHxoaijVr1lQ1JiIivUhIT8C8Q/NwP+u+1KEYRIG6QOoQiMjAKnSN3ZUrV9C2bdtS17dp0wZXrlypclBERPrw8m8v48jdI7CQWWDWC7OkDkfvRv42EjkFOQh7YT6ANlKHQ0QGUKEeu4KCAjx48KDU9Q8ePEBBAb8hEpFxmvDcBADA8rjlUAtqiaPRr7vpd/HHpT8QdTUKcgtOSExUXVSosGvVqhV2795d6vro6Gi0alX95ogiItMwyncUFDYKXE+5jt3XS/8sMwc//fMT1IIaPer3QLPazaUOh4gMpEKF3bhx4/Df//4XO3bsKLZu+/bt+OKLLzBu3DjRgiMiEpO93B5j2o4BAPxw4geJo9GfAnUBVvyzAgDwVse3RNmmSvXk8YEDus+JyHhUqLCbOHEihg0bhiFDhqBly5YYPnw4goKC0KJFCwwbNgyDBw/GxIkT9RUrEVGVTeo4CQCw7dI23Mu4J3E0+vHn5T9xL+Me6tjXwfDmw6u8vYgIoGXLJ88HDgR8fDTLici4VPhesevWrUN4eDiaNGmCy5cv4+LFi2jWrBk2btyIjRs36iNGIiLRtKzTEt3qdYNKUGHlPyulDkcvfojT9EaOaz8ONlY2VdpWRAQwYgSQkKC7PCFBs5zFHZFxqdSdJ0aOHImRI0eKHQsRkUG81fEtnLh3AjkFOVKHIrobKTew8+pOAMDEDlU7g6JSAdOnA4JQfJ0gADIZEBoKDB0KWFpWaVdEJJIKFXYWFhbPvM+gTCbjyFgiMmovtXgJAxoPQC27WlKHIjoPRw+sGLwC8UnxaFirYZW2dfAgcPdu6esFAbhzR9OuZ88q7YqIRFKhwm7Lli2lrjt8+DCWLFkCoaSvdkRERsTGyqbKpyiNla2VLcY/N16UbSUmituOiPSvQoXd0KFDiy27ePEiZs+eje3bt+PVV1/Ff//7X9GCIyLStxP3TqCGdQ00d+GUIE/zKOetZcvbjoj0r8KDJwrdu3cPEyZMQJs2bVBQUICTJ09izZo1qFevnpjxERHpzZcHvsTzK57HZzGfSR1KlanUKvRf1x/LYpchtyBXlG126wZ4eWmupSuJTAZ4e2vaEZFxqHBhl5aWhvfeew+NGzfGuXPnsGfPHmzfvh2tW7fWR3xERHozqOkgAMBv537D3fQyLiYzAdsubcPOazvx8b6PRburhqUlsHix5vHTxV3h80WLOHCCyJhUqLBbsGABGjZsiB07dmDjxo04fPgwuvGrGhGZqHbu7dDTpydUggpLjy+VOpwqWXh0IQDgrQ5vwV5uL9p2g4KAzZsBT0/d5V5emuVBQaLtiohEUKHC7v3330dubi4aN26MNWvWICgoqMSf8vr+++/Rpk0bODk5wcnJCX5+fvjrr7+06wVBQFhYGDw9PWFnZ4eePXvi3LlzOtvIy8vD1KlT4eLiAgcHBwwZMgR3nxrGlZKSgpCQECgUCigUCoSEhCA1NbUih05EZuqdLu8AAH6M+xGZ+ZkSR1M5J+6dwMHbByG3kGNKpymibz8oCDh//snzyEjgxg0WdUTGqEKF3euvv46RI0fC2dlZWySV9FNeXl5emDdvHk6cOIETJ06gd+/eGDp0qLZ4W7BgAb799lssXboUsbGxcHd3h7+/PzIyMrTbCA0NxZYtWxAeHo5Dhw4hMzMTgYGBUBW5301wcDDi4+MRFRWFqKgoxMfHIyQkpCKHTkRmKrBpIJrWboqU3BR8H/u91OFUypcHvwQAvNL6FXg6ej6jdeUUPd3avTtPvxIZLcHI1KpVS/jpp58EtVotuLu7C/PmzdOuy83NFRQKhfDDDz8IgiAIqampglwuF8LDw7VtEhISBAsLCyEqKkoQBEE4f/68AEA4evSots2RI0cEAMLFixfLHVdaWpoAQEhLS6vqIZYqPz9f2Lp1q5Cfn6+3fVQHzKN4TD2XmZmCoJltTfO4NKtPrhYQBsH1K1chKz9L9Dj0mcdTSacEhEGQhcmECw8ulNimvHkoixjbEIOpvyeNCXMpDkPksSI1SKVHxYpNpVIhPDwcWVlZ8PPzw40bN5CUlISAgABtGxsbG/To0QOHDx8GAMTFxUGpVOq08fT0hK+vr7bNkSNHoFAo0LlzZ22bLl26QKFQaNsQUfUW3DoYPjV9YGtli6uPr0odToUU9ta93OplTtlCRJW7pZiYzpw5Az8/P+Tm5qJGjRrYsmULWrZsqS263NzcdNq7ubnh1q1bAICkpCRYW1ujVq1axdokJSVp27i6uhbbr6urq7ZNSfLy8pCXl6d9np6eDgBQKpVQKpWVONJnK9yuvrZfXTCP4jH1XGrClv/7WImyDmP7qO1oULMBrC2tRT9efebx7Q5vIyM3A7P8ZpW6/YrkoTRibEMMpv6eNCbMpTgMkceKbFvywq5Zs2aIj49Hamoqfv/9d4wZMwYxMTHa9U/fwkwQhGfe1uzpNiW1f9Z25s6di88+Kz631a5du2BvL96Is5JER0frdfvVBfMoHlPNZW6uJYBAAMDOnTtha6sqs/01XNNrPPrK4yTHSbh74i7uouQpWyqaB31tQ0ym+p40RsylOPSZx+zs7HK3lbyws7a2RuPGjQEAHTt2RGxsLBYvXoz33nsPgKbHzaPItOb379/X9uK5u7sjPz8fKSkpOr129+/fR9euXbVtkpOTi+33wYMHxXoDi5o9ezZmzJihfZ6eng5vb28EBATAycmpCkdcOqVSiejoaPj7+0Mul+tlH9UB8ygeU89lVtaTx/369YODw7Nfo1QpsfniZgQ1CxLttmP6yGN5vuQWqkwe9LENMZj6e9KYMJfiMEQeC88alofkhd3TBEFAXl4eGjRoAHd3d0RHR6N9+/YAgPz8fMTExGD+/PkAgA4dOkAulyM6OhojR44EACQmJuLs2bNYsGABAMDPzw9paWk4fvw4OnXqBAA4duwY0tLStMVfSWxsbGBjU/xDXS6X6/0XwBD7qA6YR/GYai6Lhqw5hme/pve63jh0+xAeBTzCO37viByPeHkcu3UsatrWxEfdP4KLvcsz9vt0DBXfnxjbEJOpvieNEXMpDn3msSLblbSw++CDDzBgwAB4e3sjIyMD4eHh2L9/P6KioiCTyRAaGoo5c+agSZMmaNKkCebMmQN7e3sEBwcDABQKBcaPH4+ZM2eidu3acHZ2xrvvvovWrVujb9++AIAWLVqgf//+mDBhApYvXw4AmDhxIgIDA9GsWTPJjp2IjNOYtmNw6PYh/PfAfzG23VjUsqv17BcZWNy9OKw5tQYyyPBGuzeeWdgRUfUh6ajY5ORkhISEoFmzZujTpw+OHTuGqKgo+Pv7AwBmzZqF0NBQTJ48GR07dkRCQgJ27doFR0dH7TYWLlyIYcOGYeTIkXjhhRdgb2+P7du3w7LIJEvr169H69atERAQgICAALRp0wZr1641+PESkfF7o90baFWnFVJyUzDn4BypwynR+3veBwC81uY1tHVv+8z2Rab1xIEDus+JyLxI2mO3cuXKMtfLZDKEhYUhLCys1Da2trZYsmQJlixZUmobZ2dnrFu3rrJhElE1YmlhiQX+CzBowyD87/j/MKXTFPjU9JE6LK2oq1HYfX03rC2t8Xmvz5/ZPiICmDbtyfOBAzW3A1u8mHeOIDJHRjOPHRGRsRjQeAB6+fRCviofH+79UOpwtPJV+ZgeNR0AMLXT1GcWnBERwIgRQEKC7vKEBM3yiAg9BUpEkmFhR0T0FJlMhq/8vwIAbDizAYduH5I4Io1FRxfh8qPLcHNwwyc9PimzrUoFTJ+uuVfE0wqXhYbytCyRuWFhR0RUgg6eHTC+/Xh0r9/dKAYnFKgL8P0Jzb1s5/edDyebsqddOngQuFvytHYANMXdnTuadkRkPoxuuhMiImOxZMAS2FrZlnu+OH2ysrDC0fFH8V3sdwhpG/LM9omJ5dtuedsRkWlgjx0RUSns5HY6RV1eQV4ZrfXPrYYbPu/1OSxkz/7oLjKvuyjtiMg0sLAjInqGHGUOpv81Hd1Xd4dSZdj7aiZnJmPLhS0Vfl23bprRr6V1NspkgLe3ph0RmQ8WdkREz/A45zF+Of0LjiccN+jcdmpBjZAtIQj6NQgf7qnY6FxLS82UJkDx4q7w+aJFmnZEZD5Y2BERPUNdp7pYNnAZAODzA59j7429Btnvgr8XIPp6NOys7PBqm1cr/PqgIGDzZsDTU3e5l5dmOeexIzI/LOyIiMrhldavYEzbMVALaozaPAp30u7odX/7buzDR3s/AqAZxNGyTstKbScoCDh//snzyEjgxg0WdUTmioUdEVE5fT/oe7R3b4+H2Q8xfNNwZOZn6mU/lx5eQtCvQVAJKrzW5jWMaz+uStsrerq1e3eefiUyZyzsiIjKyU5uh4hREahtVxtxiXEYvXk0hJJmAK6CpMwkBG4MRGpuKvy8/LBi8AqjmG6FiEwDCzsiogrwqemDP4P/RB37Opjy/BTRi67Ddw7j2uNr8Knpg62jt8LWylbU7ROReeMExUREFdTZqzNuTL8BB2sH0bcd1CIIG1/aiI6eHeHq4Cr69onIvLHHjoioEooWdRceXID/Wn9cfnS5Utvad2Mfrj6+qn0+yncUGjk3qnKMRFT9sLAjIqoCQRAQsiUEu6/vxnPLn8MPJ35AgbqgXK9Nz0vHtL+moe/avhgaPhTpeel6jpaIzB0LOyKiKpDJZPhj9B/o5dMLWcos/OfP/8B3mS/WxK8ptVBLzkzGf2P+i6ZLmmLJ8SVQC2p0qdsF1pbWBo6eiMwNCzsioiqq61QX0SHRWNx/MWrb1calR5cw9o+xcP3KFd/Hfq9t90/iP2j7Q1t4fOOBT/Z/guSsZDR2boxdr+3CyqErOVCCiKqMhR0RkQgsLSwxrfM0XJ9+HV/2/hLNXZojT5UHuaVc2yY1NxWnk09DgIBOdTth3fB1ODf5HPwb+UsYORGZE46KJSISkZONEz7o9gFmvzgbFx5eQG272tp1zV2a47eXf0O3et3gVsNNwiiJyFyxsCMiKkNWFlCjhuZxZibgUM4ZTmQymfY2YEqlEgDg6eiJEc4j9BEmEREAnoolIiIiMhss7IiIiIjMBAs7IiIiIjPBwo6IiIjITLCwIyIiIjITLOyIiIiIzAQLOyIiIiIzwcKOiIiIyEywsCMiIiIyEyzsiIiIiMwECzsiMlsq1ZPHBw7oPiciMkcs7IjILEVEAC1bPnk+cCDg46NZTkRkrljYEZHZiYgARowAEhJ0lyckaJazuCMic8XCjojMikoFTJ8OCELxdYXLQkN5WpaIzBMLOyIyKwcPAnfvlr5eEIA7dzTtiIjMDQs7IjIriYnitiMiMiUs7IjIrHh4iNuOiMiUsLAjIrPSrRvg5QXIZCWvl8kAb29NOyIic8PCjojMiqUlsHix5vHTxV3h80WLNO2IiMwNCzsiMjtBQcDmzYCnp+5yLy/N8qAgaeIiItI3K6kDICLSh6AgoG9fQKHQPI+MBAIC2FNHROZN0h67uXPn4vnnn4ejoyNcXV0xbNgwXLp0SaeNIAgICwuDp6cn7Ozs0LNnT5w7d06nTV5eHqZOnQoXFxc4ODhgyJAhuPvUfAcpKSkICQmBQqGAQqFASEgIUlNT9X2IRCShokVc9+4s6ojI/Ela2MXExGDKlCk4evQooqOjUVBQgICAAGRlZWnbLFiwAN9++y2WLl2K2NhYuLu7w9/fHxkZGdo2oaGh2LJlC8LDw3Ho0CFkZmYiMDAQqiIzkAYHByM+Ph5RUVGIiopCfHw8QkJCDHq8RERERPok6anYqKgoneerVq2Cq6sr4uLi0L17dwiCgEWLFuHDDz9E0L8XxaxZswZubm7YsGEDJk2ahLS0NKxcuRJr165F3759AQDr1q2Dt7c3du/ejX79+uHChQuIiorC0aNH0blzZwDAihUr4Ofnh0uXLqFZs2aGPXAiIiIiPTCqwRNpaWkAAGdnZwDAjRs3kJSUhICAAG0bGxsb9OjRA4cPHwYAxMXFQalU6rTx9PSEr6+vts2RI0egUCi0RR0AdOnSBQqFQtuGiIiIyNQZzeAJQRAwY8YMvPjii/D19QUAJCUlAQDc3Nx02rq5ueHWrVvaNtbW1qhVq1axNoWvT0pKgqura7F9urq6ats8LS8vD3l5edrn6enpAAClUgmlUlmZQ3ymwu3qa/vVBfMoHlPPpSZs+b+PlajMYYizDWnzaCx5EIPUuTQnzKU4DJHHimzbaAq7t99+G6dPn8ahQ4eKrZM9NRmVIAjFlj3t6TYltS9rO3PnzsVnn31WbPmuXbtgb29f5r6rKjo6Wq/bry6YR/GYai5zcy0BBAIAdu7cCVtbVdkv0NM2CkmVR2PLgxhM9T1pjJhLcegzj9nZ2eVuaxSF3dSpU7Ft2zYcOHAAXl5e2uXu7u4AND1uHkXu/3P//n1tL567uzvy8/ORkpKi02t3//59dO3aVdsmOTm52H4fPHhQrDew0OzZszFjxgzt8/T0dHh7eyMgIABOTk5VONrSKZVKREdHw9/fH3K5XC/7qA6YR/GYei6LjMNCv3794OAgzTakzqOx5EEMUufSnDCX4jBEHgvPGpaHpIWdIAiYOnUqtmzZgv3796NBgwY66xs0aAB3d3dER0ejffv2AID8/HzExMRg/vz5AIAOHTpALpcjOjoaI0eOBAAkJibi7NmzWLBgAQDAz88PaWlpOH78ODp16gQAOHbsGNLS0rTF39NsbGxgY2NTbLlcLtf7L4Ah9lEdMI/iMdVcFg1ZcwzSbEP39YbPo7HlQQym+p40RsylOPSZx4psV9LCbsqUKdiwYQP++OMPODo6aq93UygUsLOzg0wmQ2hoKObMmYMmTZqgSZMmmDNnDuzt7REcHKxtO378eMycORO1a9eGs7Mz3n33XbRu3Vo7SrZFixbo378/JkyYgOXLlwMAJk6ciMDAQI6IJSIiIrMhaWH3/fffAwB69uyps3zVqlUYO3YsAGDWrFnIycnB5MmTkZKSgs6dO2PXrl1wdHTUtl+4cCGsrKwwcuRI5OTkoE+fPli9ejUsi8xGun79ekybNk07enbIkCFYunSpfg+QiIiIyIAkPxX7LDKZDGFhYQgLCyu1ja2tLZYsWYIlS5aU2sbZ2Rnr1q2rTJhEVI0VmeccBw7wtmREZNyMah47IiJjEhEBtGz55PnAgYCPj2Y5EZExYmFHRFSCiAhgxAggIUF3eUKCZjmLOyIyRizsiIieolIB06cDJV0tUrgsNFT3NC0RkTFgYUdE9JSDB4G7d0tfLwjAnTuadkRExoSFHRHRUxITxW1HRGQoLOyIiJ5S5EY3orQjIjIUFnZERE/p1g3w8gJKuyW1TAZ4e2vaEREZExZ2RERPsbQEFi/WPH66uCt8vmgR57MjIuPDwo6IqARBQcDmzYCnp+5yLy/N8qAgaeIiIiqLpHeeICIyZkFBQN++gEKheR4ZyTtPEJFxY48dEVEZihZx3buzqCMi48bCjoiIiMhMsLAjIiIiMhMs7IiIiIjMBAs7IiIiIjPBwo6IiIjITLCwIyIiIjITLOyIiIiIzAQLOyIiIiIzwcKOiIiIyEywsCMiIiIyEyzsiIiIiMwECzsiIiIiM8HCjoiIiMhMsLAjIiIiMhMs7IiIiIjMBAs7IiIiIjPBwo6IiIjITLCwIyIiIjITLOyIiIiIzAQLOyIiIiIzwcKOiIiIyEywsCMiIiIyEyzsiIiIiMwECzsiIiIiM8HCjoiIiMhMsLAjIiIiMhMs7IiIiIjMBAs7IiIiIjPBwo6IiIjITLCwIyIiIjITkhZ2Bw4cwODBg+Hp6QmZTIatW7fqrBcEAWFhYfD09ISdnR169uyJc+fO6bTJy8vD1KlT4eLiAgcHBwwZMgR3797VaZOSkoKQkBAoFAooFAqEhIQgNTVVz0dHRObAwQEQBM2Pg4PU0RARlU3Swi4rKwtt27bF0qVLS1y/YMECfPvtt1i6dCliY2Ph7u4Of39/ZGRkaNuEhoZiy5YtCA8Px6FDh5CZmYnAwECoVCptm+DgYMTHxyMqKgpRUVGIj49HSEiI3o+PiIiIyJCspNz5gAEDMGDAgBLXCYKARYsW4cMPP0RQUBAAYM2aNXBzc8OGDRswadIkpKWlYeXKlVi7di369u0LAFi3bh28vb2xe/du9OvXDxcuXEBUVBSOHj2Kzp07AwBWrFgBPz8/XLp0Cc2aNTPMwRIRERHpmaSFXVlu3LiBpKQkBAQEaJfZ2NigR48eOHz4MCZNmoS4uDgolUqdNp6envD19cXhw4fRr18/HDlyBAqFQlvUAUCXLl2gUChw+PDhUgu7vLw85OXlaZ+np6cDAJRKJZRKpdiHq9120X+pcphH8Zh6LjVhy/99rIRUhyF1HsXIA3NpfphLcRgijxXZttEWdklJSQAANzc3neVubm64deuWto21tTVq1apVrE3h65OSkuDq6lps+66urto2JZk7dy4+++yzYst37doFe3v7ih1MBUVHR+t1+9UF8ygeU81lbq4lgEAAwM6dO2Frqyr7BXomVR7FyANzab6YS3HoM4/Z2dnlbmu0hV0hmUym81wQhGLLnvZ0m5LaP2s7s2fPxowZM7TP09PT4e3tjYCAADg5OZU3/ApRKpWIjo6Gv78/5HK5XvZRHTCP4jH1XGZlPXncr18/yQY/SJ1HMfLAXJof5lIchshj4VnD8jDaws7d3R2ApsfNw8NDu/z+/fvaXjx3d3fk5+cjJSVFp9fu/v376Nq1q7ZNcnJyse0/ePCgWG9gUTY2NrCxsSm2XC6X6/0XwBD7qA6YR/GYai6Lhqw5BulieRKD4YMQIw/MpfliLsWhzzxWZLtGO49dgwYN4O7urtO1mZ+fj5iYGG3R1qFDB8jlcp02iYmJOHv2rLaNn58f0tLScPz4cW2bY8eOIS0tTduGiIiIyBxI2mOXmZmJq1evap/fuHED8fHxcHZ2Rr169RAaGoo5c+agSZMmaNKkCebMmQN7e3sEBwcDABQKBcaPH4+ZM2eidu3acHZ2xrvvvovWrVtrR8m2aNEC/fv3x4QJE7B8+XIAwMSJExEYGMgRsURERGRWJC3sTpw4gV69emmfF17TNmbMGKxevRqzZs1CTk4OJk+ejJSUFHTu3Bm7du2Co6Oj9jULFy6ElZUVRo4ciZycHPTp0werV6+GpaWlts369esxbdo07ejZIUOGlDp3HhEREZGpkrSw69mzJwRBKHW9TCZDWFgYwsLCSm1ja2uLJUuWYMmSJaW2cXZ2xrp166oSKhEREZHRM9pr7IiIiIioYljYEREREZkJFnZEREREZoKFHREREZGZYGFHREREZCZY2BERERGZCRZ2RERERGbCaO8VS0RUVQ4OQBlTZRIRmR322BERERGZCRZ2RERERGaChR0RERGRmWBhR0RERGQmWNgRERERmQkWdkRERERmgoUdERERkZlgYUdERERkJljYEREREZkJFnZEREREZoKFHREREZGZYGFHREREZCZY2BERERGZCRZ2RERERGaChR0RERGRmWBhR0RERGQmWNgRERERmQkWdkRERERmgoUdERERkZlgYUdERERkJljYEREREZkJFnZEREREZoKFHREREZGZYGFHREREZCZY2BERERGZCRZ2RERERGaChR0RERGRmWBhR0RERGQmWNgRERERmQkWdkRERERmgoUdERERkZlgYUdERERkJljYEREREZmJalXYLVu2DA0aNICtrS06dOiAgwcPSh0SERERkWiqTWG3adMmhIaG4sMPP8TJkyfRrVs3DBgwALdv35Y6NCIiIiJRVJvC7ttvv8X48ePx5ptvokWLFli0aBG8vb3x/fffSx0aERERkSispA7AEPLz8xEXF4f3339fZ3lAQAAOHz5c4mvy8vKQl5enfZ6eng4AUCqVUCqVeomzcLv62n51wTyKh7kUh9R51OxWro2hMmGIsQ0xSJ1Lc8JcisMQeazItmWCIAh6i8RI3Lt3D3Xr1sXff/+Nrl27apfPmTMHa9aswaVLl4q9JiwsDJ999lmx5Rs2bIC9vb1e4yUiIiIqlJ2djeDgYKSlpcHJyanMttWix66QTCbTeS4IQrFlhWbPno0ZM2Zon6enp8Pb2xsBAQHPTGplKZVKREdHw9/fH3K5XC/7qA6YR/Ewl+JgHsXDXIqHuRSHIfJYeNawPKpFYefi4gJLS0skJSXpLL9//z7c3NxKfI2NjQ1sbGyKLZfL5Xr/BTDEPqoD5lE8zKU4mEfxMJfiYS7Foc88VmS71WLwhLW1NTp06IDo6Gid5dHR0TqnZomIiIhMWbXosQOAGTNmICQkBB07doSfnx9+/PFH3L59G2+99ZbUoRERERGJotoUdqNGjcKjR4/w+eefIzExEb6+voiMjET9+vWlDo2IiIhIFNWmsAOAyZMnY/LkyVKHQURERKQX1eIaOyIiIqLqgIUdERERkZlgYUdERERkJljYEREREZkJFnZEREREZoKFHREREZGZYGFHREREZCZY2BERERGZCRZ2RERERGaChR0RERGRmWBhR0RERGQmqtW9YqtCEAQAQHp6ut72oVQqkZ2djfT0dMjlcr3tx9wxj+JhLsXBPIqHuRQPcykOQ+SxsPYorEXKwsKunDIyMgAA3t7eEkdCRERE1VFGRgYUCkWZbWRCeco/glqtxr179+Do6AiZTKaXfaSnp8Pb2xt37tyBk5OTXvZRHTCP4mEuxcE8ioe5FA9zKQ5D5FEQBGRkZMDT0xMWFmVfRcceu3KysLCAl5eXQfbl5OTEXzIRMI/iYS7FwTyKh7kUD3MpDn3n8Vk9dYU4eIKIiIjITLCwIyIiIjITLOyMiI2NDT799FPY2NhIHYpJYx7Fw1yKg3kUD3MpHuZSHMaWRw6eICIiIjIT7LEjIiIiMhMs7IiIiIjMBAs7IiIiIjPBws4A5s6dC5lMhtDQ0FLbREREwN/fH3Xq1IGTkxP8/Pywc+dOnTbnzp3DSy+9BB8fH8hkMixatEi/gRsZsfK4YsUKdOvWDbVq1UKtWrXQt29fHD9+XM/RGxexchkREYGOHTuiZs2acHBwQLt27bB27Vo9R29cxMplUeHh4ZDJZBg2bJj4ARspsfK4evVqyGSyYj+5ubl6PgLjIeZ7MjU1FVOmTIGHhwdsbW3RokULREZG6jF64yFWHnv27Fnie3LQoEF6iZuFnZ7Fxsbixx9/RJs2bcpsd+DAAfj7+yMyMhJxcXHo1asXBg8ejJMnT2rbZGdno2HDhpg3bx7c3d31HbpRETOP+/fvxyuvvIJ9+/bhyJEjqFevHgICApCQkKDvwzAKYubS2dkZH374IY4cOYLTp0/jjTfewBtvvFFm0WJOxMxloVu3buHdd99Ft27d9BW20RE7j05OTkhMTNT5sbW11echGA0xc5mfnw9/f3/cvHkTmzdvxqVLl7BixQrUrVtX34chOTHzGBERofNePHv2LCwtLfHyyy/rJ3iB9CYjI0No0qSJEB0dLfTo0UOYPn16hV7fsmVL4bPPPitxXf369YWFCxdWPUgToM88CoIgFBQUCI6OjsKaNWuqGKnx03cuBUEQ2rdvL3z00UdViNI06COXBQUFwgsvvCD89NNPwpgxY4ShQ4eKF7CREjuPq1atEhQKhbhBmgixc/n9998LDRs2FPLz80WO1Ljp+3Ny4cKFgqOjo5CZmVnFSEvGHjs9mjJlCgYNGoS+fftW+LVqtRoZGRlwdnbWQ2SmRd95zM7OhlKprBa51mcuBUHAnj17cOnSJXTv3r2qoRo9feTy888/R506dTB+/HixwjR6+shjZmYm6tevDy8vLwQGBpbYM2qOxM7ltm3b4OfnhylTpsDNzQ2+vr6YM2cOVCqVmGEbHX3/zVm5ciVGjx4NBweHqoRZKt4rVk/Cw8MRFxeHEydOVOr133zzDbKysjBy5EiRIzMthsjj+++/j7p161bql9iU6CuXaWlpqFu3LvLy8mBpaYlly5bB399fjJCNlj5y+ffff2PlypWIj48XKUrjp488Nm/eHKtXr0br1q2Rnp6OxYsX44UXXsCpU6fQpEkTsUI3OvrI5fXr17F37168+uqriIyMxJUrVzBlyhQUFBTgk08+ESt0o6LvvznHjx/H2bNnsXLlyqqEWTa99ANWc7dv3xZcXV2F+Ph47bKKdOdu2LBBsLe3F6Kjo0ttUx1OxRoij/Pnzxdq1aolnDp1qqrhGjV95lKlUglXrlwRTp48KXz99deCQqEQ9u3bJ1LkxkcfuUxPTxd8fHyEyMhI7TJzPxVriN9vQdC8P9u2bStMnTq1KuEaNX3lskmTJoK3t7dQUFCgXfbNN98I7u7uosRtbAzxnpw4caLg6+tb1VDLxMJOD7Zs2SIAECwtLbU/AASZTCZYWlrq/JI8LTw8XLCzsxN27NhR5j6qQ2Gn7zx+9dVXgkKhEGJjY/URvlExxHuy0Pjx44WAgACxQjc6+sjlyZMni21TJpNpt3n16lV9H5bBGfI9+eabbwr9+/cXK3Sjo69cdu/eXejTp4/OssjISAGAkJeXJ/pxSE3f78msrCzByclJWLRokT7C12Jhpwfp6enCmTNndH46duwovPbaa8KZM2dKfd2GDRsEW1tbYcuWLc/cR3Uo7PSZxwULFghOTk7CkSNH9BC58THEe7LQuHHjhB49elQ9aCOlj1zm5OQU2+bQoUOF3r17C2fOnDHLP6KGek+q1WqhY8eOwhtvvCFS5MZHX7mcPXu2UL9+fUGlUmmXLVq0SPDw8BD7EIyCvt+Tq1atEmxsbISHDx+KHLkuFnYG8nR37vvvvy+EhIRon2/YsEGwsrISvvvuOyExMVH7k5qaqm2Tl5cnnDx5Ujh58qTg4eEhvPvuu8LJkyeFK1euGPJQJCVGHufPny9YW1sLmzdv1mmTkZFhyEORnBi5nDNnjrBr1y7h2rVrwoULF4RvvvlGsLKyElasWGHIQ5GcGLl8mrmfii2JGHkMCwsToqKihGvXrgknT54U3njjDcHKyko4duyYIQ9FcmLk8vbt20KNGjWEt99+W7h06ZKwY8cOwdXVVfjiiy8MeSiSEvN3+8UXXxRGjRql95g5KlYiiYmJuH37tvb58uXLUVBQoJ0IsvBn+vTp2jb37t1D+/bt0b59eyQmJuLrr79G+/bt8eabb0pxCEahMnlctmwZ8vPzMWLECJ02X3/9tRSHYDQqk8usrCxMnjwZrVq1QteuXbF582asW7euWr8ngcrlkoqrTB5TU1MxceJEtGjRQjs/5YEDB9CpUycpDsFoVCaX3t7e2LVrF2JjY9GmTRtMmzYN06dPx/vvvy/FIRiFyv5uX758GYcOHTLIiHeZIAiC3vdCRERERHrHHjsiIiIiM8HCjoiIiMhMsLAjIiIiMhMs7IiIiIjMBAs7IiIiIjPBwo6IiIjITLCwIyIiIjITLOyIiIiIzAQLOyIiKlX37t2xYcMGSWM4c+YMvLy8kJWVJWkcRKaAhR0RlSkpKQlTp05Fw4YNYWNjA29vbwwePBh79uwRdT89e/ZEaGioqNssKiwsDDKZrNjP7t279bZPU7djxw4kJSVh9OjR2mU+Pj6QyWQIDw8v1r5Vq1aQyWRYvXq1TvtFixYVaxsWFoZ27dqVK47WrVujU6dOWLhwYUUPgajaYWFHRKW6efMmOnTogL1792LBggU4c+YMoqKi0KtXL0yZMkXq8EqUn59f6rpWrVohMTFR56d79+4V2kZ18r///Q9vvPEGLCx0/1R4e3tj1apVOsuOHj2KpKQkODg46CWWN954A99//z1UKpVetk9kLljYEVGpJk+eDJlMhuPHj2PEiBFo2rQpWrVqhRkzZuDo0aPadmlpaZg4cSJcXV3h5OSE3r1749SpU9r1hb0za9euhY+PDxQKBUaPHo2MjAwAwNixYxETE4PFixdre9Ju3rwJADh//jwGDhyIGjVqwM3NDSEhIXj48KF22z179sTbb7+NGTNmwMXFBf7+/qUej5WVFdzd3XV+rK2tMXbsWAwbNgxz586Fp6cnmjZtCgBISEjAqFGjUKtWLdSuXRtDhw7VxgUAKpUKM2bMQM2aNVG7dm3MmjULY8aMwbBhw7RtSuqxateuHcLCwkTLHwCo1WrMnz8fjRs3ho2NDerVq4cvv/wSANC7d2+8/fbbOjE8evQINjY22Lt3b4m5evjwIXbv3o0hQ4YUW/fqq68iJiYGd+7c0S77+eef8eqrr8LKyqrk5D9DSb2pPj4+2vX9+vXDo0ePEBMTU6ntE1UXLOyIqESPHz9GVFQUpkyZUmIvTM2aNQEAgiBg0KBBSEpKQmRkJOLi4vDcc8+hT58+ePz4sbb9tWvXsHXrVuzYsQM7duxATEwM5s2bBwBYvHgx/Pz8MGHCBG1Pmre3NxITE9GjRw+0a9cOJ06cQFRUFJKTkzFy5EidWNasWQMrKyv8/fffWL58eaWOd8+ePbhw4QKio6OxY8cOZGdno1evXqhRowYOHDiAQ4cOoUaNGujfv7+2R++bb77Bzz//jJUrV+LQoUN4/PgxtmzZUqH9ipE/AJg9ezbmz5+Pjz/+GOfPn8eGDRvg5uYGAHjzzTexYcMG5OXladuvX78enp6e6NWrV4lxHTp0CPb29mjRokWxdW5ubujXrx/WrFkDAMjOzsamTZswbty4Ch17UUV7Ua9evYrGjRvr9KZaW1ujbdu2OHjwYKX3QVQtCEREJTh27JgAQIiIiCiz3Z49ewQnJychNzdXZ3mjRo2E5cuXC4IgCJ9++qlgb28vpKena9f/3//9n9C5c2ft8x49egjTp0/X2cbHH38sBAQE6Cy7c+eOAEC4dOmS9nXt2rV75vF8+umngoWFheDg4KD9ef755wVBEIQxY8YIbm5uQl5enrb9ypUrhWbNmglqtVq7LC8vT7CzsxN27twpCIIgeHh4CPPmzdOuVyqVgpeXlzB06FDtsvr16wsLFy7UiaVt27bCp59+KgiCOPlLT08XbGxshBUrVpR47Lm5uYKzs7OwadMm7bJ27doJYWFhpeZr4cKFQsOGDYstLzyerVu3Co0aNRLUarWwZs0aoX379oIgCIJCoRBWrVql097a2lon7w4ODoJcLhfatm1bbPtqtVoYPny40KFDByE7O1tn3fDhw4WxY8eWGjMRCULl+syJyOwJggBAc4qsLHFxccjMzETt2rV1lufk5ODatWva5z4+PnB0dNQ+9/DwwP3795+57X379qFGjRrF1l27dk17yrRjx45lH8y/mjVrhm3btmmf29jYaB+3bt0a1tbWOvu+evWqTswAkJubi2vXriEtLQ2JiYnw8/PTrrOyskLHjh21uSsPMfJ34cIF5OXloU+fPiXuw8bGBq+99hp+/vlnjBw5EvHx8Th16hS2bt1aalw5OTmwtbUtdf2gQYMwadIkHDhwAD///HOZvXX/93//h7Fjx+os+9///ocDBw4Ua/vBBx/gyJEjiI2NhZ2dnc46Ozs7ZGdnl7ofIgJY2BFRiZo0aQKZTIYLFy7oXDP2NLVaDQ8PD+zfv7/YusLTtQAgl8t11slkMqjV6jJjUKvVGDx4MObPn19snYeHh/ZxeS/Yt7a2RuPGjUtc9/Q21Go1OnTogPXr1xdrW6dOnXLtDwAsLCyKFXpKpVJnP1XN39MFUEnefPNNtGvXDnfv3sXPP/+MPn36oH79+qW2d3FxQUpKSqnrraysEBISgk8//RTHjh0r8xS0i4tLsbw7OzsXa7du3TosXLgQ+/fvh5eXV7H1jx8/RqNGjUrdDxGxsCOiUjg7O6Nfv3747rvvMG3atGKFT2pqKmrWrInnnnsOSUlJsLKy0rnYvaKsra2LjXh87rnn8Pvvv8PHx6fSF+VX1nPPPYdNmzZpBzSUxMPDA0ePHtVeC1ZQUKC9Rq5QnTp1kJiYqH2enp6OGzdu6Oynqvlr0qQJ7OzssGfPHrz55psltmndujU6duyIFStWYMOGDViyZEmZ22zfvj2SkpKQkpKCWrVqldhm3Lhx+Prrr7UDTKriyJEjePPNN7F8+XJ06dKlxDZnz57FiBEjqrQfInPHwRNEVKply5ZBpVKhU6dO+P3333HlyhVcuHAB//vf/7SnIPv27Qs/Pz8MGzYMO3fuxM2bN3H48GF89NFHOHHiRLn35ePjg2PHjuHmzZt4+PAh1Go1pkyZgsePH+OVV17B8ePHcf36dezatQvjxo3T+7QXr776KlxcXDB06FAcPHgQN27cQExMDKZPn467d+8CAKZPn4558+Zhy5YtuHjxIiZPnozU1FSd7fTu3Rtr167FwYMHcfbsWYwZMwaWlpba9WLkz9bWFu+99x5mzZqFX375BdeuXcPRo0excuVKnXZvvvkm5s2bB5VKheHDh5e5zfbt26NOnTr4+++/S23TokULPHz4sNjUJxWVlJSE4cOHY/To0ejXrx+SkpKQlJSEBw8eaNvcvHkTCQkJ6Nu3b5X2RWTuWNgRUakaNGiAf/75B7169cLMmTPh6+sLf39/7NmzB99//z0AzSnByMhIdO/eHePGjUPTpk0xevRo3Lx5UzsqszzeffddWFpaomXLlqhTpw5u374NT09P/P3331CpVOjXrx98fX0xffp0KBSKYnOric3e3h4HDhxAvXr1EBQUhBYtWmDcuHHIycnR9uDNnDkTr7/+OsaOHQs/Pz84OjoWK5hmz56N7t27IzAwEAMHDsSwYcN0TieKlb+PP/4YM2fOxCeffIIWLVpg1KhRxa5hfOWVV2BlZYXg4OAyr58DAEtLS4wbN67EU9FF1a5du1yngsty8eJFJCcnY82aNfDw8ND+PP/889o2GzduREBAQJmnj4kIkAkVucqXiIjKNHbsWKSmppY5MEEqd+7cgY+PD2JjY3VOF5cmOTkZrVq1QlxcnKQFVV5eHpo0aYKNGzfihRdekCwOIlPAHjsiIjOnVCpx+/ZtvPfee+jSpUu5ijpAM1/dypUrcfv2bT1HWLZbt27hww8/ZFFHVA4cPEFEZOb+/vtv9OrVC02bNsXmzZsr9NqhQ4fqKarya9q0qXZqGyIqG0/FEhEREZkJnoolIiIiMhMs7IiIiIjMBAs7IiIiIjPBwo6IiIjITLCwIyIiIjITLOyIiIiIzAQLOyIiIiIzwcKOiIiIyEywsCMiIiIyE/8PvyyToZ9aRwgAAAAASUVORK5CYII=", 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", "text/plain": [ - "
    " + "
    " ] }, "metadata": {}, @@ -1838,185 +1424,3156 @@ } ], "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", + "imageAnalyser.center = (960, 1050)\n", + "imageAnalyser.span = (100, 100)\n", + "imageAnalyser.fraction = (0.1, 0.1)\n", "\n", - "fig = plt.figure()\n", - "ax = fig.gca()\n", + "dataSet_cropOD = imageAnalyser.crop_image(dataSet.OD)\n", + "dataSet_cropOD = imageAnalyser.substract_offset(dataSet_cropOD).load()\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", + "dataSet_cropOD.plot.pcolormesh(cmap='jet', vmin=0, vmax=1, col=scanAxis[0], row=scanAxis[1])\n", "plt.show()" ] }, { - "cell_type": "code", - "execution_count": 114, + "attachments": {}, + "cell_type": "markdown", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "

    Model

    Model(sinc_func)

    Fit Statistics

    fitting methodleastsq
    # function evals6
    # data points30
    # variables4
    chi-square 22258818.8
    reduced chi-square 856108.416
    Akaike info crit. 413.511544
    Bayesian info crit. 419.116333

    Variables

    name value standard error relative error initial value min max vary
    amplitude -3763.02104 533.936160 (14.19%) -5000 -inf inf True
    center 4.24000001 1.2454e-08 (0.00%) 4.24 -inf inf True
    sigma 101.667371 5.09607377 (5.01%) 100 0.00000000 inf True
    offset 6305.33408 190.360991 (3.02%) 7000 -inf inf True

    Correlations (unreported correlations are < 0.100)

    amplitudeoffset-0.3586
    centersigma-0.2865
    amplitudesigma-0.2413
    centeroffset0.2306
    sigmaoffset-0.1447
    " - ], - "text/plain": [ - "" - ] - }, - "execution_count": 114, - "metadata": {}, - "output_type": "execute_result" - } - ], "source": [ - "fitResult.item()" + "## Do a 2D two-peak gaussian fit to the OD images" ] }, { - "cell_type": "code", - "execution_count": 87, + "attachments": {}, + "cell_type": "markdown", "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" + "### Do the fit" ] }, { "cell_type": "code", - "execution_count": 96, + "execution_count": 18, "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)" + "from Analyser.FitAnalyser import ThomasFermi2dModel, DensityProfileBEC2dModel, polylog2_2d\n", + "\n", + "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((1,1,100,100))\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": 97, + "execution_count": 19, "metadata": {}, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "[4.21 4.212 4.214 4.216 4.218 4.22 4.222 4.224 4.226 4.228 4.23 4.232\n", - " 4.234 4.236 4.238 4.24 4.242 4.244 4.246 4.248 4.25 4.252 4.254 4.256\n", - " 4.258 4.26 4.262 4.264 4.266 4.268]\n", - "[6769.67956065 6481.29550119 6053.12583223 6167.32988037 5832.95142324\n", - " 6666.80232023 6495.09820957 6194.86783408 5496.9058868 6528.28343547\n", - " 6320.13082993 5967.89140337 5146.70221327 2198.13874681 1791.42699994\n", - " 5195.29511407 4194.74291752 2821.57312863 3186.06344255 6177.81491664\n", - " 6281.72290362 6793.60854331 6780.77347622 6566.97442088 6551.53646254\n", - " 6566.30218537 6630.50401754 7033.66568469 6485.86052695 6861.09580952]\n", - "111\n" + "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": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "fitResult = fit(Ncount_mean, params, x=scanAxis[0]).load()" + "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])" ] }, { "cell_type": "code", - "execution_count": 95, + "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ - "

    Model

    Model(sinc_func)

    Fit Statistics

    fitting methodleastsq
    # function evals17
    # data points30
    # variables4
    chi-square 57863952.6
    reduced chi-square 2225536.64
    Akaike info crit. 442.172234
    Bayesian info crit. 447.777023

    Variables

    name value standard error relative error initial value min max vary
    amplitude -4877.47241 30874.3404 (633.00%) -6000 -inf inf True
    center 4.23999931 0.00308412 (0.07%) 4.24 -inf inf True
    sigma 19.9674926 74.3761454 (372.49%) 1 0.00000000 inf True
    offset 10532.4576 31160.6325 (295.85%) 6000 -inf inf True

    Correlations (unreported correlations are < 0.100)

    amplitudeoffset-0.9999
    sigmaoffset-0.9988
    amplitudesigma0.9983
    amplitudecenter0.1438
    centeroffset-0.1432
    centersigma0.1381
    " - ], - "text/plain": [ - "" - ] - }, - "execution_count": 95, - "metadata": {}, - "output_type": "execute_result" - } - ], - "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", + "
    \n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
    <xarray.DataArray 'OD' (odt_hold_time_4: 11, runs: 2)>\n",
+       "array([[1081.79635997,  917.52224339],\n",
+       "       [   0.        ,  642.32993101],\n",
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+       "       [   0.        ,    0.        ],\n",
+       "       [   0.        ,    0.        ],\n",
+       "       [   0.        ,    0.        ]])\n",
+       "Coordinates:\n",
+       "  * odt_hold_time_4  (odt_hold_time_4) float64 0.1 0.3 0.5 0.7 ... 1.7 1.9 2.1\n",
+       "  * runs             (runs) float64 0.0 1.0
    " + ], + "text/plain": [ + "\n", + "array([[1081.79635997, 917.52224339],\n", + " [ 0. , 642.32993101],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ],\n", + " [ 0. , 0. ]])\n", + "Coordinates:\n", + " * odt_hold_time_4 (odt_hold_time_4) float64 0.1 0.3 0.5 0.7 ... 1.7 1.9 2.1\n", + " * runs (runs) float64 0.0 1.0" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fitModel2 = Polylog22dModel(prefix='thermal_')\n", + "fitAnalyser2 = FitAnalyser(fitModel2, fitDim=2)\n", + "fitCurve2 = fitAnalyser2.eval(fitResult, x=np.arange(200), y=np.arange(200), dask=\"parallelized\").load()\n", + "fitCurve2.sum(dim=['x', 'y'])" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "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": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
    \n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
    <xarray.Dataset>\n",
+       "Dimensions:              (odt_hold_time_4: 11, runs: 2)\n",
+       "Coordinates:\n",
+       "  * odt_hold_time_4      (odt_hold_time_4) float64 0.1 0.3 0.5 ... 1.7 1.9 2.1\n",
+       "  * runs                 (runs) float64 0.0 1.0\n",
+       "Data variables:\n",
+       "    BEC_amplitude        (odt_hold_time_4, runs) object (2.5887280763470244+/...\n",
+       "    thermal_amplitude    (odt_hold_time_4, runs) object 1083.3440773230598+/-...\n",
+       "    BEC_centerx          (odt_hold_time_4, runs) object 43.30005082229525+/-n...\n",
+       "    BEC_centery          (odt_hold_time_4, runs) object 49.62090849228923+/-n...\n",
+       "    thermal_centerx      (odt_hold_time_4, runs) object 43.878855163885156+/-...\n",
+       "    thermal_centery      (odt_hold_time_4, runs) object 48.78771309646883+/-n...\n",
+       "    BEC_sigmax           (odt_hold_time_4, runs) object 4.603910530224281+/-n...\n",
+       "    BEC_sigmay           (odt_hold_time_4, runs) object 5.170438723671074+/-n...\n",
+       "    thermal_sigmax       (odt_hold_time_4, runs) object 13.533799535681206+/-...\n",
+       "    thermal_sigmay       (odt_hold_time_4, runs) object 16.240559439120037+/-...\n",
+       "    thermalAspectRatio   (odt_hold_time_4, runs) object 1.1999999997268018+/-...\n",
+       "    condensate_fraction  (odt_hold_time_4, runs) object (2.389571448696065+/-...
    " + ], + "text/plain": [ + "\n", + "Dimensions: (odt_hold_time_4: 11, runs: 2)\n", + "Coordinates:\n", + " * odt_hold_time_4 (odt_hold_time_4) float64 0.1 0.3 0.5 ... 1.7 1.9 2.1\n", + " * runs (runs) float64 0.0 1.0\n", + "Data variables:\n", + " BEC_amplitude (odt_hold_time_4, runs) object (2.5887280763470244+/...\n", + " thermal_amplitude (odt_hold_time_4, runs) object 1083.3440773230598+/-...\n", + " BEC_centerx (odt_hold_time_4, runs) object 43.30005082229525+/-n...\n", + " BEC_centery (odt_hold_time_4, runs) object 49.62090849228923+/-n...\n", + " thermal_centerx (odt_hold_time_4, runs) object 43.878855163885156+/-...\n", + " thermal_centery (odt_hold_time_4, runs) object 48.78771309646883+/-n...\n", + " BEC_sigmax (odt_hold_time_4, runs) object 4.603910530224281+/-n...\n", + " BEC_sigmay (odt_hold_time_4, runs) object 5.170438723671074+/-n...\n", + " thermal_sigmax (odt_hold_time_4, runs) object 13.533799535681206+/-...\n", + " thermal_sigmay (odt_hold_time_4, runs) object 16.240559439120037+/-...\n", + " thermalAspectRatio (odt_hold_time_4, runs) object 1.1999999997268018+/-...\n", + " condensate_fraction (odt_hold_time_4, runs) object (2.389571448696065+/-..." + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "value" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Get the result of the fit" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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    <xarray.Dataset>\n",
+       "Dimensions:              (odt_hold_time_4: 11, runs: 2)\n",
+       "Coordinates:\n",
+       "  * odt_hold_time_4      (odt_hold_time_4) float64 0.1 0.3 0.5 ... 1.7 1.9 2.1\n",
+       "  * runs                 (runs) float64 0.0 1.0\n",
+       "Data variables:\n",
+       "    BEC_amplitude        (odt_hold_time_4, runs) float64 2.589e-08 ... 641.5\n",
+       "    thermal_amplitude    (odt_hold_time_4, runs) float64 1.083e+03 921.2 ... 0.0\n",
+       "    BEC_centerx          (odt_hold_time_4, runs) float64 43.3 46.64 ... 44.14\n",
+       "    BEC_centery          (odt_hold_time_4, runs) float64 49.62 44.63 ... 46.21\n",
+       "    thermal_centerx      (odt_hold_time_4, runs) float64 43.88 48.22 ... 46.63\n",
+       "    thermal_centery      (odt_hold_time_4, runs) float64 48.79 46.7 ... 45.85\n",
+       "    BEC_sigmax           (odt_hold_time_4, runs) float64 4.604 8.353 ... 10.79\n",
+       "    BEC_sigmay           (odt_hold_time_4, runs) float64 5.17 24.5 ... 26.86\n",
+       "    thermal_sigmax       (odt_hold_time_4, runs) float64 13.53 22.06 ... 19.99\n",
+       "    thermal_sigmay       (odt_hold_time_4, runs) float64 16.24 22.72 ... 23.99\n",
+       "    thermalAspectRatio   (odt_hold_time_4, runs) float64 1.2 1.03 ... 1.2 1.2\n",
+       "    condensate_fraction  (odt_hold_time_4, runs) float64 2.39e-11 0.2639 ... 1.0
    " + ], + "text/plain": [ + "\n", + "Dimensions: (odt_hold_time_4: 11, runs: 2)\n", + "Coordinates:\n", + " * odt_hold_time_4 (odt_hold_time_4) float64 0.1 0.3 0.5 ... 1.7 1.9 2.1\n", + " * runs (runs) float64 0.0 1.0\n", + "Data variables:\n", + " BEC_amplitude (odt_hold_time_4, runs) float64 2.589e-08 ... 641.5\n", + " thermal_amplitude (odt_hold_time_4, runs) float64 1.083e+03 921.2 ... 0.0\n", + " BEC_centerx (odt_hold_time_4, runs) float64 43.3 46.64 ... 44.14\n", + " BEC_centery (odt_hold_time_4, runs) float64 49.62 44.63 ... 46.21\n", + " thermal_centerx (odt_hold_time_4, runs) float64 43.88 48.22 ... 46.63\n", + " thermal_centery (odt_hold_time_4, runs) float64 48.79 46.7 ... 45.85\n", + " BEC_sigmax (odt_hold_time_4, runs) float64 4.604 8.353 ... 10.79\n", + " BEC_sigmay (odt_hold_time_4, runs) float64 5.17 24.5 ... 26.86\n", + " thermal_sigmax (odt_hold_time_4, runs) float64 13.53 22.06 ... 19.99\n", + " thermal_sigmay (odt_hold_time_4, runs) float64 16.24 22.72 ... 23.99\n", + " thermalAspectRatio (odt_hold_time_4, runs) float64 1.2 1.03 ... 1.2 1.2\n", + " condensate_fraction (odt_hold_time_4, runs) float64 2.39e-11 0.2639 ... 1.0" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fitAnalyser.get_fit_value(fitResult)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Data variables:\n",
+       "    BEC_amplitude        (odt_hold_time_4, runs) object (2.5887280763470244+/...\n",
+       "    thermal_amplitude    (odt_hold_time_4, runs) object 1083.3440773230598+/-...\n",
+       "    BEC_centerx          (odt_hold_time_4, runs) object 43.30005082229525+/-n...\n",
+       "    BEC_centery          (odt_hold_time_4, runs) object 49.62090849228923+/-n...\n",
+       "    thermal_centerx      (odt_hold_time_4, runs) object 43.878855163885156+/-...\n",
+       "    thermal_centery      (odt_hold_time_4, runs) object 48.78771309646883+/-n...\n",
+       "    BEC_sigmax           (odt_hold_time_4, runs) object 4.603910530224281+/-n...\n",
+       "    BEC_sigmay           (odt_hold_time_4, runs) object 5.170438723671074+/-n...\n",
+       "    thermal_sigmax       (odt_hold_time_4, runs) object 13.533799535681206+/-...\n",
+       "    thermal_sigmay       (odt_hold_time_4, runs) object 16.240559439120037+/-...\n",
+       "    thermalAspectRatio   (odt_hold_time_4, runs) object 1.1999999997268018+/-...\n",
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    " + ], + "text/plain": [ + "\n", + "Dimensions: (odt_hold_time_4: 11, runs: 2)\n", + "Coordinates:\n", + " * odt_hold_time_4 (odt_hold_time_4) float64 0.1 0.3 0.5 ... 1.7 1.9 2.1\n", + " * runs (runs) float64 0.0 1.0\n", + "Data variables:\n", + " BEC_amplitude (odt_hold_time_4, runs) object (2.5887280763470244+/...\n", + " thermal_amplitude (odt_hold_time_4, runs) object 1083.3440773230598+/-...\n", + " BEC_centerx (odt_hold_time_4, runs) object 43.30005082229525+/-n...\n", + " BEC_centery (odt_hold_time_4, runs) object 49.62090849228923+/-n...\n", + " thermal_centerx (odt_hold_time_4, runs) object 43.878855163885156+/-...\n", + " thermal_centery (odt_hold_time_4, runs) object 48.78771309646883+/-n...\n", + " BEC_sigmax (odt_hold_time_4, runs) object 4.603910530224281+/-n...\n", + " BEC_sigmay (odt_hold_time_4, runs) object 5.170438723671074+/-n...\n", + " thermal_sigmax (odt_hold_time_4, runs) object 13.533799535681206+/-...\n", + " thermal_sigmay (odt_hold_time_4, runs) object 16.240559439120037+/-...\n", + " thermalAspectRatio (odt_hold_time_4, runs) object 1.1999999997268018+/-...\n", + " condensate_fraction (odt_hold_time_4, runs) object (2.389571448696065+/-..." + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fitAnalyser.get_fit_full_result(fitResult)" + ] + }, + { + "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": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "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": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
    name value initial value min max vary
    amplitude 1.00000000 None -inf inf True
    center 0.00000000 None -inf inf True
    sigma 1.00000000 None -inf inf True
    " + ], + "text/plain": [ + "Parameters([('amplitude', ), ('center', ), ('sigma', )])" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "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": 17, + "metadata": {}, + "outputs": [ + { + "ename": "KeyError", + "evalue": "'sin_mod_freq'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", + "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\dataarray.py:805\u001b[0m, in \u001b[0;36mDataArray._getitem_coord\u001b[1;34m(self, key)\u001b[0m\n\u001b[0;32m 804\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[1;32m--> 805\u001b[0m var \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_coords[key]\n\u001b[0;32m 806\u001b[0m \u001b[39mexcept\u001b[39;00m \u001b[39mKeyError\u001b[39;00m:\n", + "\u001b[1;31mKeyError\u001b[0m: 'sin_mod_freq'", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32mf:\\Jianshun\\analyseScript\\Example.ipynb Cell 29\u001b[0m in \u001b[0;36m3\n\u001b[0;32m 1\u001b[0m fitAnalyser \u001b[39m=\u001b[39m FitAnalyser(fitModel, fitDim\u001b[39m=\u001b[39m\u001b[39m1\u001b[39m)\n\u001b[1;32m----> 3\u001b[0m params \u001b[39m=\u001b[39m fitAnalyser\u001b[39m.\u001b[39;49mguess(Ncount_mean, x\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39msin_mod_freq\u001b[39;49m\u001b[39m\"\u001b[39;49m, dask\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mparallelized\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n\u001b[0;32m 4\u001b[0m fitResult \u001b[39m=\u001b[39m fitAnalyser\u001b[39m.\u001b[39mfit(Ncount_mean, params, x\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39msin_mod_freq\u001b[39m\u001b[39m\"\u001b[39m)\u001b[39m.\u001b[39mload()\n\u001b[0;32m 6\u001b[0m plot_x \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39mlinspace(Ncount_mean[\u001b[39m\"\u001b[39m\u001b[39msin_mod_freq\u001b[39m\u001b[39m\"\u001b[39m]\u001b[39m.\u001b[39mmin(), Ncount_mean[\u001b[39m\"\u001b[39m\u001b[39msin_mod_freq\u001b[39m\u001b[39m\"\u001b[39m]\u001b[39m.\u001b[39mmax(), \u001b[39m100\u001b[39m)\n", + "File \u001b[1;32mf:\\Jianshun\\analyseScript\\Analyser\\FitAnalyser.py:491\u001b[0m, in \u001b[0;36mFitAnalyser.guess\u001b[1;34m(self, dataArray, x, y, guess_kwargs, input_core_dims, dask, vectorize, keep_attrs, daskKwargs, **kwargs)\u001b[0m\n\u001b[0;32m 485\u001b[0m \u001b[39mif\u001b[39;00m input_core_dims \u001b[39mis\u001b[39;00m \u001b[39mNone\u001b[39;00m:\n\u001b[0;32m 486\u001b[0m kwargs\u001b[39m.\u001b[39mupdate(\n\u001b[0;32m 487\u001b[0m {\n\u001b[0;32m 488\u001b[0m \u001b[39m\"\u001b[39m\u001b[39minput_core_dims\u001b[39m\u001b[39m\"\u001b[39m: [[x]],\n\u001b[0;32m 489\u001b[0m }\n\u001b[0;32m 490\u001b[0m )\n\u001b[1;32m--> 491\u001b[0m x \u001b[39m=\u001b[39m dataArray[x]\u001b[39m.\u001b[39mto_numpy()\n\u001b[0;32m 493\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mfitDim \u001b[39m==\u001b[39m \u001b[39m1\u001b[39m:\n\u001b[0;32m 495\u001b[0m guess_kwargs\u001b[39m.\u001b[39mupdate(\n\u001b[0;32m 496\u001b[0m {\n\u001b[0;32m 497\u001b[0m \u001b[39m'\u001b[39m\u001b[39mx\u001b[39m\u001b[39m'\u001b[39m:x, \n\u001b[0;32m 498\u001b[0m }\n\u001b[0;32m 499\u001b[0m )\n", + "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\dataarray.py:814\u001b[0m, in \u001b[0;36mDataArray.__getitem__\u001b[1;34m(self, key)\u001b[0m\n\u001b[0;32m 812\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m__getitem__\u001b[39m(\u001b[39mself\u001b[39m: T_DataArray, key: Any) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m T_DataArray:\n\u001b[0;32m 813\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(key, \u001b[39mstr\u001b[39m):\n\u001b[1;32m--> 814\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_getitem_coord(key)\n\u001b[0;32m 815\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 816\u001b[0m \u001b[39m# xarray-style array indexing\u001b[39;00m\n\u001b[0;32m 817\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39misel(indexers\u001b[39m=\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_item_key_to_dict(key))\n", + "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\dataarray.py:808\u001b[0m, in \u001b[0;36mDataArray._getitem_coord\u001b[1;34m(self, key)\u001b[0m\n\u001b[0;32m 806\u001b[0m \u001b[39mexcept\u001b[39;00m \u001b[39mKeyError\u001b[39;00m:\n\u001b[0;32m 807\u001b[0m dim_sizes \u001b[39m=\u001b[39m \u001b[39mdict\u001b[39m(\u001b[39mzip\u001b[39m(\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mdims, \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mshape))\n\u001b[1;32m--> 808\u001b[0m _, key, var \u001b[39m=\u001b[39m _get_virtual_variable(\u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_coords, key, dim_sizes)\n\u001b[0;32m 810\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_replace_maybe_drop_dims(var, name\u001b[39m=\u001b[39mkey)\n", + "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\dataset.py:185\u001b[0m, in \u001b[0;36m_get_virtual_variable\u001b[1;34m(variables, key, dim_sizes)\u001b[0m\n\u001b[0;32m 183\u001b[0m split_key \u001b[39m=\u001b[39m key\u001b[39m.\u001b[39msplit(\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m1\u001b[39m)\n\u001b[0;32m 184\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mlen\u001b[39m(split_key) \u001b[39m!=\u001b[39m \u001b[39m2\u001b[39m:\n\u001b[1;32m--> 185\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mKeyError\u001b[39;00m(key)\n\u001b[0;32m 187\u001b[0m ref_name, var_name \u001b[39m=\u001b[39m split_key\n\u001b[0;32m 188\u001b[0m ref_var \u001b[39m=\u001b[39m variables[ref_name]\n", + "\u001b[1;31mKeyError\u001b[0m: 'sin_mod_freq'" + ] + } + ], + "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", @@ -2029,18 +4586,9 @@ }, { "cell_type": "code", - "execution_count": 78, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "ename": "SyntaxError", - "evalue": "positional argument follows keyword argument (864697295.py, line 1)", - "output_type": "error", - "traceback": [ - "\u001b[1;36m Cell \u001b[1;32mIn [78], line 1\u001b[1;36m\u001b[0m\n\u001b[1;33m np.where(x=0, 1, 2)\u001b[0m\n\u001b[1;37m ^\u001b[0m\n\u001b[1;31mSyntaxError\u001b[0m\u001b[1;31m:\u001b[0m positional argument follows keyword argument\n" - ] - } - ], + "outputs": [], "source": [ "np.where(x==0, 1, 2)" ] diff --git a/test.ipynb b/test.ipynb index c888e97..876f573 100644 --- a/test.ipynb +++ b/test.ipynb @@ -10,7 +10,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -33,7 +33,7 @@ "import matplotlib.pyplot as plt\n", "plt.rcParams['font.size'] = 18\n", "\n", - "from DataContainer.ReadData import read_hdf5_file, read_hdf5_global, read_hdf5_run_time\n", + "from DataContainer.ReadData import read_hdf5_file, read_hdf5_global, read_hdf5_run_time, read_csv_file\n", "from Analyser.ImagingAnalyser import ImageAnalyser\n", "from Analyser.FitAnalyser import FitAnalyser\n", "from Analyser.FFTAnalyser import fft, ifft, fft_nutou\n", @@ -46,6 +46,43 @@ "imageAnalyser = ImageAnalyser()" ] }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Import supporting package" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "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", @@ -56,9 +93,19 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\data\\AppData\\Roaming\\Python\\Python39\\site-packages\\distributed\\node.py:182: UserWarning: Port 8787 is already in use.\n", + "Perhaps you already have a cluster running?\n", + "Hosting the HTTP server on port 55927 instead\n", + " warnings.warn(\n" + ] + }, { "data": { "text/html": [ @@ -66,7 +113,7 @@ "
    \n", "
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    Client

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    \n", - " Dashboard: http://127.0.0.1:8787/status\n", + " Dashboard: http://127.0.0.1:55927/status\n", "
    \n", " \n", " \n", "
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    \n", - " Comm: tcp://127.0.0.1:61152\n", + " Comm: tcp://127.0.0.1:55928\n", " \n", " Workers: 6\n", @@ -146,7 +193,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:8787/status\n", + " Dashboard: http://127.0.0.1:55927/status\n", " \n", " Total threads: 60\n", @@ -180,7 +227,7 @@ " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -225,7 +272,7 @@ "
    \n", - " Comm: tcp://127.0.0.1:61184\n", + " Comm: tcp://127.0.0.1:55959\n", " \n", " Total threads: 10\n", @@ -188,7 +235,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:61187/status\n", + " Dashboard: http://127.0.0.1:55961/status\n", " \n", " Memory: 9.31 GiB\n", @@ -196,13 +243,13 @@ "
    \n", - " Nanny: tcp://127.0.0.1:61155\n", + " Nanny: tcp://127.0.0.1:55931\n", "
    \n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-i0hiphpk\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-94foskul\n", "
    \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -270,7 +317,7 @@ "
    \n", - " Comm: tcp://127.0.0.1:61180\n", + " Comm: tcp://127.0.0.1:55967\n", " \n", " Total threads: 10\n", @@ -233,7 +280,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:61181/status\n", + " Dashboard: http://127.0.0.1:55968/status\n", " \n", " Memory: 9.31 GiB\n", @@ -241,13 +288,13 @@ "
    \n", - " Nanny: tcp://127.0.0.1:61156\n", + " Nanny: tcp://127.0.0.1:55932\n", "
    \n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-iip3bgkh\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-p9hh_7ad\n", "
    \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -315,7 +362,7 @@ "
    \n", - " Comm: tcp://127.0.0.1:61192\n", + " Comm: tcp://127.0.0.1:55958\n", " \n", " Total threads: 10\n", @@ -278,7 +325,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:61194/status\n", + " Dashboard: http://127.0.0.1:55965/status\n", " \n", " Memory: 9.31 GiB\n", @@ -286,13 +333,13 @@ "
    \n", - " Nanny: tcp://127.0.0.1:61157\n", + " Nanny: tcp://127.0.0.1:55933\n", "
    \n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-fysqgu68\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-duf7f6n9\n", "
    \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -360,7 +407,7 @@ "
    \n", - " Comm: tcp://127.0.0.1:61183\n", + " Comm: tcp://127.0.0.1:55955\n", " \n", " Total threads: 10\n", @@ -323,7 +370,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:61185/status\n", + " Dashboard: http://127.0.0.1:55956/status\n", " \n", " Memory: 9.31 GiB\n", @@ -331,13 +378,13 @@ "
    \n", - " Nanny: tcp://127.0.0.1:61158\n", + " Nanny: tcp://127.0.0.1:55934\n", "
    \n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-se3tovak\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-msy7ad7k\n", "
    \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -405,7 +452,7 @@ "
    \n", - " Comm: tcp://127.0.0.1:61193\n", + " Comm: tcp://127.0.0.1:55960\n", " \n", " Total threads: 10\n", @@ -368,7 +415,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:61195/status\n", + " Dashboard: http://127.0.0.1:55963/status\n", " \n", " Memory: 9.31 GiB\n", @@ -376,13 +423,13 @@ "
    \n", - " Nanny: tcp://127.0.0.1:61159\n", + " Nanny: tcp://127.0.0.1:55935\n", "
    \n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-4pxl4754\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-i3jems_y\n", "
    \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", @@ -454,10 +501,10 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 5, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -478,548 +525,7 @@ }, { "cell_type": "code", - "execution_count": 6, - "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", - "}\n" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "img_dir = '//DyLabNAS/Data/'\n", - "SequenceName = \"Evaporative_Cooling\" + \"/\"\n", - "folderPath = img_dir + SequenceName + \"2023/05/09\" # get_date()" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Read CSV" - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "metadata": {}, - "outputs": [ - { - "ename": "ValueError", - "evalue": "concat_dims has length 1 but the datasets passed are nested in a 0-dimensional structure", - "output_type": "error", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", - "\u001b[1;32mf:\\Jianshun\\analyseScript\\test.ipynb Cell 9\u001b[0m in \u001b[0;36m1\n\u001b[0;32m 13\u001b[0m data[i] \u001b[39m=\u001b[39m data_single\n\u001b[0;32m 14\u001b[0m i \u001b[39m=\u001b[39m i \u001b[39m+\u001b[39m \u001b[39m1\u001b[39m\n\u001b[1;32m---> 16\u001b[0m xr\u001b[39m.\u001b[39;49mcombine_nested(data, concat_dim\u001b[39m=\u001b[39;49m[\u001b[39m'\u001b[39;49m\u001b[39mruns\u001b[39;49m\u001b[39m'\u001b[39;49m])\n\u001b[0;32m 18\u001b[0m \u001b[39m# data.assign_coords(dict(index=data.Time))\u001b[39;00m\n\u001b[0;32m 19\u001b[0m \n\u001b[0;32m 20\u001b[0m \u001b[39m# data = xr.Dataset(\u001b[39;00m\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 29\u001b[0m \n\u001b[0;32m 30\u001b[0m \u001b[39m# data = data.rename(dict(index='time'))\u001b[39;00m\n", - "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\combine.py:580\u001b[0m, in \u001b[0;36mcombine_nested\u001b[1;34m(datasets, concat_dim, compat, data_vars, coords, fill_value, join, combine_attrs)\u001b[0m\n\u001b[0;32m 577\u001b[0m concat_dim \u001b[39m=\u001b[39m [concat_dim]\n\u001b[0;32m 579\u001b[0m \u001b[39m# The IDs argument tells _nested_combine that datasets aren't yet sorted\u001b[39;00m\n\u001b[1;32m--> 580\u001b[0m \u001b[39mreturn\u001b[39;00m _nested_combine(\n\u001b[0;32m 581\u001b[0m datasets,\n\u001b[0;32m 582\u001b[0m concat_dims\u001b[39m=\u001b[39;49mconcat_dim,\n\u001b[0;32m 583\u001b[0m compat\u001b[39m=\u001b[39;49mcompat,\n\u001b[0;32m 584\u001b[0m data_vars\u001b[39m=\u001b[39;49mdata_vars,\n\u001b[0;32m 585\u001b[0m coords\u001b[39m=\u001b[39;49mcoords,\n\u001b[0;32m 586\u001b[0m ids\u001b[39m=\u001b[39;49m\u001b[39mFalse\u001b[39;49;00m,\n\u001b[0;32m 587\u001b[0m fill_value\u001b[39m=\u001b[39;49mfill_value,\n\u001b[0;32m 588\u001b[0m join\u001b[39m=\u001b[39;49mjoin,\n\u001b[0;32m 589\u001b[0m combine_attrs\u001b[39m=\u001b[39;49mcombine_attrs,\n\u001b[0;32m 590\u001b[0m )\n", - "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\combine.py:359\u001b[0m, in \u001b[0;36m_nested_combine\u001b[1;34m(datasets, concat_dims, compat, data_vars, coords, ids, fill_value, join, combine_attrs)\u001b[0m\n\u001b[0;32m 356\u001b[0m _check_shape_tile_ids(combined_ids)\n\u001b[0;32m 358\u001b[0m \u001b[39m# Apply series of concatenate or merge operations along each dimension\u001b[39;00m\n\u001b[1;32m--> 359\u001b[0m combined \u001b[39m=\u001b[39m _combine_nd(\n\u001b[0;32m 360\u001b[0m combined_ids,\n\u001b[0;32m 361\u001b[0m concat_dims,\n\u001b[0;32m 362\u001b[0m compat\u001b[39m=\u001b[39;49mcompat,\n\u001b[0;32m 363\u001b[0m data_vars\u001b[39m=\u001b[39;49mdata_vars,\n\u001b[0;32m 364\u001b[0m coords\u001b[39m=\u001b[39;49mcoords,\n\u001b[0;32m 365\u001b[0m fill_value\u001b[39m=\u001b[39;49mfill_value,\n\u001b[0;32m 366\u001b[0m join\u001b[39m=\u001b[39;49mjoin,\n\u001b[0;32m 367\u001b[0m combine_attrs\u001b[39m=\u001b[39;49mcombine_attrs,\n\u001b[0;32m 368\u001b[0m )\n\u001b[0;32m 369\u001b[0m \u001b[39mreturn\u001b[39;00m combined\n", - "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\combine.py:224\u001b[0m, in \u001b[0;36m_combine_nd\u001b[1;34m(combined_ids, concat_dims, data_vars, coords, compat, fill_value, join, combine_attrs)\u001b[0m\n\u001b[0;32m 222\u001b[0m n_dims \u001b[39m=\u001b[39m \u001b[39mlen\u001b[39m(example_tile_id)\n\u001b[0;32m 223\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mlen\u001b[39m(concat_dims) \u001b[39m!=\u001b[39m n_dims:\n\u001b[1;32m--> 224\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\n\u001b[0;32m 225\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mconcat_dims has length \u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m but the datasets \u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 226\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mpassed are nested in a \u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m-dimensional structure\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39mformat(\n\u001b[0;32m 227\u001b[0m \u001b[39mlen\u001b[39m(concat_dims), n_dims\n\u001b[0;32m 228\u001b[0m )\n\u001b[0;32m 229\u001b[0m )\n\u001b[0;32m 231\u001b[0m \u001b[39m# Each iteration of this loop reduces the length of the tile_ids tuples\u001b[39;00m\n\u001b[0;32m 232\u001b[0m \u001b[39m# by one. It always combines along the first dimension, removing the first\u001b[39;00m\n\u001b[0;32m 233\u001b[0m \u001b[39m# element of the tuple\u001b[39;00m\n\u001b[0;32m 234\u001b[0m \u001b[39mfor\u001b[39;00m concat_dim \u001b[39min\u001b[39;00m concat_dims:\n", - "\u001b[1;31mValueError\u001b[0m: concat_dims has length 1 but the datasets passed are nested in a 0-dimensional structure" - ] - } - ], - "source": [ - "filePath = 'Z:/Dy_Lab/Data/Measurements/Experiments/DyBEC/BEC Stability Check/20230509-0007/*.csv'\n", - "\n", - "filePath = np.sort(glob.glob(filePath))\n", - "\n", - "data = np.empty(filePath.shape,dtype=object)\n", - "\n", - "i = 0\n", - "for fp in filePath:\n", - " data_single = pd.read_csv(fp)\n", - " data_single = xr.Dataset.from_dataframe(data_single)\n", - " data_single = data_single.drop_isel(index=0)\n", - " data_single = data_single.expand_dims(dim='runs')\n", - " data[i] = data_single\n", - " i = i + 1\n", - "\n", - "xr.combine_nested(data, concat_dim=['runs'])\n", - "\n", - "# data.assign_coords(dict(index=data.Time))\n", - "\n", - "# data = xr.Dataset(\n", - "# data_vars = {\n", - "# 'arm1': data['Channel C'],\n", - "# 'arm2': data['Channel A'],\n", - "# },\n", - "# coords = {\n", - "# 'index': data['Time']\n", - "# }\n", - "# )\n", - "\n", - "# data = data.rename(dict(index='time'))" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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    " - ], - "text/plain": [ - "\n", - "Dimensions: (index: 100004, runs: 1)\n", - "Coordinates:\n", - " * index (index) int64 1 2 3 4 5 6 ... 100000 100001 100002 100003 100004\n", - "Dimensions without coordinates: runs\n", - "Data variables:\n", - " Time (runs, index) object '-0.44999999' '-0.44994999' ... '4.55014989'\n", - " Channel A (runs, index) object '-0.02044740' '-0.03051851' ... '0.09063997'\n", - " Channel C (runs, index) object '-0.01525925' '-0.01525925' ... '0.05981628'" - ] - }, - "execution_count": 48, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "data[0]" - ] - }, - { - "cell_type": "code", - "execution_count": 61, - "metadata": {}, - "outputs": [ - { - "ename": "ValueError", - "evalue": "concat_dims has length 1 but the datasets passed are nested in a 0-dimensional structure", - "output_type": "error", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", - "\u001b[1;32mf:\\Jianshun\\analyseScript\\test.ipynb Cell 11\u001b[0m in \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m xr\u001b[39m.\u001b[39;49mcombine_nested(data[\u001b[39m0\u001b[39;49m:\u001b[39m2\u001b[39;49m], concat_dim\u001b[39m=\u001b[39;49m[[\u001b[39m'\u001b[39;49m\u001b[39mruns\u001b[39;49m\u001b[39m'\u001b[39;49m]])\n", - "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\combine.py:580\u001b[0m, in \u001b[0;36mcombine_nested\u001b[1;34m(datasets, concat_dim, compat, data_vars, coords, fill_value, join, combine_attrs)\u001b[0m\n\u001b[0;32m 577\u001b[0m concat_dim \u001b[39m=\u001b[39m [concat_dim]\n\u001b[0;32m 579\u001b[0m \u001b[39m# The IDs argument tells _nested_combine that datasets aren't yet sorted\u001b[39;00m\n\u001b[1;32m--> 580\u001b[0m \u001b[39mreturn\u001b[39;00m _nested_combine(\n\u001b[0;32m 581\u001b[0m datasets,\n\u001b[0;32m 582\u001b[0m concat_dims\u001b[39m=\u001b[39;49mconcat_dim,\n\u001b[0;32m 583\u001b[0m compat\u001b[39m=\u001b[39;49mcompat,\n\u001b[0;32m 584\u001b[0m data_vars\u001b[39m=\u001b[39;49mdata_vars,\n\u001b[0;32m 585\u001b[0m coords\u001b[39m=\u001b[39;49mcoords,\n\u001b[0;32m 586\u001b[0m ids\u001b[39m=\u001b[39;49m\u001b[39mFalse\u001b[39;49;00m,\n\u001b[0;32m 587\u001b[0m fill_value\u001b[39m=\u001b[39;49mfill_value,\n\u001b[0;32m 588\u001b[0m join\u001b[39m=\u001b[39;49mjoin,\n\u001b[0;32m 589\u001b[0m combine_attrs\u001b[39m=\u001b[39;49mcombine_attrs,\n\u001b[0;32m 590\u001b[0m )\n", - "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\combine.py:359\u001b[0m, in \u001b[0;36m_nested_combine\u001b[1;34m(datasets, concat_dims, compat, data_vars, coords, ids, fill_value, join, combine_attrs)\u001b[0m\n\u001b[0;32m 356\u001b[0m _check_shape_tile_ids(combined_ids)\n\u001b[0;32m 358\u001b[0m \u001b[39m# Apply series of concatenate or merge operations along each dimension\u001b[39;00m\n\u001b[1;32m--> 359\u001b[0m combined \u001b[39m=\u001b[39m _combine_nd(\n\u001b[0;32m 360\u001b[0m combined_ids,\n\u001b[0;32m 361\u001b[0m concat_dims,\n\u001b[0;32m 362\u001b[0m compat\u001b[39m=\u001b[39;49mcompat,\n\u001b[0;32m 363\u001b[0m data_vars\u001b[39m=\u001b[39;49mdata_vars,\n\u001b[0;32m 364\u001b[0m coords\u001b[39m=\u001b[39;49mcoords,\n\u001b[0;32m 365\u001b[0m fill_value\u001b[39m=\u001b[39;49mfill_value,\n\u001b[0;32m 366\u001b[0m join\u001b[39m=\u001b[39;49mjoin,\n\u001b[0;32m 367\u001b[0m combine_attrs\u001b[39m=\u001b[39;49mcombine_attrs,\n\u001b[0;32m 368\u001b[0m )\n\u001b[0;32m 369\u001b[0m \u001b[39mreturn\u001b[39;00m combined\n", - "File \u001b[1;32m~\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\combine.py:224\u001b[0m, in \u001b[0;36m_combine_nd\u001b[1;34m(combined_ids, concat_dims, data_vars, coords, compat, fill_value, join, combine_attrs)\u001b[0m\n\u001b[0;32m 222\u001b[0m n_dims \u001b[39m=\u001b[39m \u001b[39mlen\u001b[39m(example_tile_id)\n\u001b[0;32m 223\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mlen\u001b[39m(concat_dims) \u001b[39m!=\u001b[39m n_dims:\n\u001b[1;32m--> 224\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\n\u001b[0;32m 225\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mconcat_dims has length \u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m but the datasets \u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 226\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mpassed are nested in a \u001b[39m\u001b[39m{}\u001b[39;00m\u001b[39m-dimensional structure\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m.\u001b[39mformat(\n\u001b[0;32m 227\u001b[0m \u001b[39mlen\u001b[39m(concat_dims), n_dims\n\u001b[0;32m 228\u001b[0m )\n\u001b[0;32m 229\u001b[0m )\n\u001b[0;32m 231\u001b[0m \u001b[39m# Each iteration of this loop reduces the length of the tile_ids tuples\u001b[39;00m\n\u001b[0;32m 232\u001b[0m \u001b[39m# by one. It always combines along the first dimension, removing the first\u001b[39;00m\n\u001b[0;32m 233\u001b[0m \u001b[39m# element of the tuple\u001b[39;00m\n\u001b[0;32m 234\u001b[0m \u001b[39mfor\u001b[39;00m concat_dim \u001b[39min\u001b[39;00m concat_dims:\n", - "\u001b[1;31mValueError\u001b[0m: concat_dims has length 1 but the datasets passed are nested in a 0-dimensional structure" - ] - } - ], - "source": [ - "xr.combine_nested(data[0:2], concat_dim=[['runs']])" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Read data" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Set file path" - ] - }, - { - "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -1028,7 +534,7 @@ "\n", "# filepath = \"//DyLabNAS/Data/Repetition_scan/2023/04/21/0002/*.h5\"\n", "\n", - "filepath = r\"./testData/0002/*.h5\"\n", + "# filepath = r\"./testData/0002/*.h5\"\n", "\n", "# filepath = r\"./testData/0002/2023-04-21_0002_Evaporative_Cooling_0.h5\"\n", "\n", @@ -1036,58 +542,39 @@ "\n", "# filepath = \"//DyLabNAS/Data/Evaporative_Cooling/2023/04/18/0003/*.h5\"\n", "\n", - "# filepath = \"//DyLabNAS/Data/Evaporative_Cooling/2023/05/04/0000/*.h5\"" + "# filepath = \"//DyLabNAS/Data/Evaporative_Cooling/2023/05/04/0000/*.h5\"\n", + "\n", + "filepath = './result_from_experiment/2023-04-24/0013/2023-04-24_0013_Evaporative_Cooling_10.h5'" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "groupList = [\n", " \"images/MOT_3D_Camera/in_situ_absorption\",\n", - " # \"images/ODT_1_Axis_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", - "}\n", - "\n", - "dataSetDict = {\n", - " dskey[groupList[i]]: read_hdf5_file(filepath, groupList[i])\n", - " for i in range(len(groupList))\n", - "}" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Rechunk the data for parallel computing" + " \"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": 5, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ - "dataSet = dataSetDict[\"camera_1\"]\n", - "\n", - "scanAxis = dataSet.scanAxis\n", - "\n", - "# dataSet = dataSet.chunk(\n", - "# {\n", - "# # \"compZ_current_sg\": \"auto\",\n", - "# \"sin_mod_freq\": \"auto\",\n", - "# \"runs\": 2,\n", - "# \"x\": \"auto\",\n", - "# \"y\": \"auto\",\n", - "# }\n", - "# )" + "img_dir = '//DyLabNAS/Data/'\n", + "SequenceName = \"Evaporative_Cooling\" + \"/\"\n", + "folderPath = img_dir + SequenceName + '2023/05/23'# get_date()" ] }, { @@ -1095,7 +582,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Calculate absorption imaging" + "# An example for one experimental run" ] }, { @@ -1103,12 +590,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## get OD images" + "## Load the data" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -1478,30 +965,32 @@ " fill: currentColor;\n", "}\n", "
    <xarray.Dataset>\n",
-       "Dimensions:     (runs: 3, x: 1200, y: 1920)\n",
+       "Dimensions:              (compX_final_current: 11, runs: 3, y: 1200, x: 1920)\n",
        "Coordinates:\n",
-       "  * runs        (runs) float64 0.0 1.0 2.0\n",
-       "Dimensions without coordinates: x, y\n",
+       "  * compX_final_current  (compX_final_current) float64 0.0 0.002 ... 0.018 0.02\n",
+       "  * runs                 (runs) float64 0.0 1.0 2.0\n",
+       "Dimensions without coordinates: y, x\n",
        "Data variables:\n",
-       "    atoms       (runs, x, y) uint16 dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>\n",
-       "    background  (runs, x, y) uint16 dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>\n",
-       "    dark        (runs, x, y) uint16 dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>\n",
-       "    shotNum     (runs) int64 0 1 2\n",
-       "    OD          (runs, x, y) float64 dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>\n",
-       "Attributes: (12/96)\n",
-       "    TOF_free:                          0.02\n",
+       "    atoms                (compX_final_current, runs, y, x) uint16 dask.array<chunksize=(9, 3, 1200, 1920), meta=np.ndarray>\n",
+       "    background           (compX_final_current, runs, y, x) uint16 dask.array<chunksize=(9, 3, 1200, 1920), meta=np.ndarray>\n",
+       "    dark                 (compX_final_current, runs, y, x) uint16 dask.array<chunksize=(9, 3, 1200, 1920), meta=np.ndarray>\n",
+       "    shotNum              (compX_final_current, runs) int64 dask.array<chunksize=(11, 3), meta=np.ndarray>\n",
+       "    OD                   (compX_final_current, runs, y, x) float64 dask.array<chunksize=(9, 3, 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:                    nan\n",
-       "    blink_on_time:                     nan\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.]\n",
-       "    scanAxis:                          ['runs']\n",
-       "    scanAxisLength:                    [3.]
    \n", - " Comm: tcp://127.0.0.1:61189\n", + " Comm: tcp://127.0.0.1:55970\n", " \n", " Total threads: 10\n", @@ -413,7 +460,7 @@ "
    \n", - " Dashboard: http://127.0.0.1:61190/status\n", + " Dashboard: http://127.0.0.1:55971/status\n", " \n", " Memory: 9.31 GiB\n", @@ -421,13 +468,13 @@ "
    \n", - " Nanny: tcp://127.0.0.1:61160\n", + " Nanny: tcp://127.0.0.1:55936\n", "
    \n", - " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-h3v0lbw6\n", + " Local directory: C:\\Users\\data\\AppData\\Local\\Temp\\dask-worker-space\\worker-q56b40ir\n", "
    \n", + " compX_final_current: [0. 0.002 0.004 0.006 0.008 0.01 0...\n", + " runs: [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 1...\n", + " scanAxis: ['compX_final_current' 'runs']\n", + " scanAxisLength: [33. 33.]
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1516,18 +1005,18 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -1537,53 +1026,66 @@ "
    Bytes 13.18 MiB 4.39 MiB 145.02 MiB 118.65 MiB
    Shape (3, 1200, 1920) (1, 1200, 1920) (11, 3, 1200, 1920) (9, 3, 1200, 1920)
    Dask graph 3 chunks in 10 graph layers 2 chunks in 104 graph layers
    Data type
    \n", "     		\n", - " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + "\n", + " \n", + " 11\n", + " 1\n", + "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 3\n", + " 1920\n", + " 1200\n", + " 3\n", "\n", "
  • background
    (runs, x, y)
    uint16
    dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", + "
  • background
    (compX_final_current, runs, y, x)
    uint16
    dask.array<chunksize=(9, 3, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1598,18 +1100,18 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -1619,53 +1121,66 @@ "
    Bytes 13.18 MiB 4.39 MiB 145.02 MiB 118.65 MiB
    Shape (3, 1200, 1920) (1, 1200, 1920) (11, 3, 1200, 1920) (9, 3, 1200, 1920)
    Dask graph 3 chunks in 10 graph layers 2 chunks in 104 graph layers
    Data type
    \n", "     		\n", - " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + "\n", + " \n", + " 11\n", + " 1\n", + "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 3\n", + " 1920\n", + " 1200\n", + " 3\n", "\n", "
  • dark
    (runs, x, y)
    uint16
    dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", + "
  • dark
    (compX_final_current, runs, y, x)
    uint16
    dask.array<chunksize=(9, 3, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", " \n", " \n", " \n", + " \n", + "
    \n", " \n", @@ -1680,18 +1195,18 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -1701,53 +1216,121 @@ "
    Bytes 13.18 MiB 4.39 MiB 145.02 MiB 118.65 MiB
    Shape (3, 1200, 1920) (1, 1200, 1920) (11, 3, 1200, 1920) (9, 3, 1200, 1920)
    Dask graph 3 chunks in 10 graph layers 2 chunks in 104 graph layers
    Data type
    \n", "     		\n", - " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + "\n", + " \n", + " 11\n", + " 1\n", + "\n", + "\n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", + "\n", + " \n", + " 1920\n", + " 1200\n", + " 3\n", + "\n", + "
  • shotNum
    (compX_final_current, runs)
    int64
    dask.array<chunksize=(11, 3), meta=np.ndarray>
    \n", + " \n", + " \n", + " \n", " \n", - "
    \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
    Array Chunk
    Bytes 264 B 264 B
    Shape (11, 3) (11, 3)
    Dask graph 1 chunks in 1 graph layer
    Data type int64 numpy.ndarray
    \n", + "     		\n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 3\n", + " 3\n", + " 11\n", "\n", "
  • shotNum
    (runs)
    int64
    0 1 2
    array([0, 1, 2], dtype=int64)
  • OD
    (runs, x, y)
    float64
    dask.array<chunksize=(1, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", + "
  • OD
    (compX_final_current, runs, y, x)
    float64
    dask.array<chunksize=(9, 3, 1200, 1920), meta=np.ndarray>
    IMAGE_SUBCLASS :
    IMAGE_GRAYSCALE
    IMAGE_VERSION :
    1.2
    IMAGE_WHITE_IS_ZERO :
    0
    \n", " \n", " \n", " \n", " \n", - "
    \n", " \n", @@ -1762,18 +1345,18 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -1783,88 +1366,124 @@ "
    Bytes 52.73 MiB 17.58 MiB 580.08 MiB 474.61 MiB
    Shape (3, 1200, 1920) (1, 1200, 1920) (11, 3, 1200, 1920) (9, 3, 1200, 1920)
    Dask graph 3 chunks in 40 graph layers 2 chunks in 322 graph layers
    Data type
    \n", "     		\n", - " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + "\n", + " \n", + " 11\n", + " 1\n", + "\n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", - " \n", + " \n", + " \n", "\n", " \n", - " \n", + " \n", "\n", " \n", - " 1920\n", - " 1200\n", - " 3\n", + " 1920\n", + " 1200\n", + " 3\n", "\n", "
    • runs
      PandasIndex
      PandasIndex(Float64Index([0.0, 1.0, 2.0], dtype='float64', name='runs'))
  • TOF_free :
    0.02
    abs_img_freq :
    110.858
    absorption_imaging_flag :
    True
    backup_data :
    True
    blink_off_time :
    nan
    blink_on_time :
    nan
    c_duration :
    0.2
    cmot_final_current :
    0.65
    cmot_hold :
    0.06
    cmot_initial_current :
    0.18
    compX_current :
    0.005
    compX_current_sg :
    0
    compX_final_current :
    0.002
    compX_initial_current :
    0.005
    compY_current :
    0
    compY_current_sg :
    0
    compY_final_current :
    0
    compY_initial_current :
    0
    compZ_current :
    0
    compZ_current_sg :
    0.189
    compZ_final_current :
    0.283
    compZ_initial_current :
    0
    default_camera :
    0
    evap_1_arm_1_final_pow :
    0.35
    evap_1_arm_1_mod_depth_final :
    0
    evap_1_arm_1_mod_depth_initial :
    1.0
    evap_1_arm_1_mod_ramp_duration :
    1.15
    evap_1_arm_1_pow_ramp_duration :
    1.65
    evap_1_arm_1_start_pow :
    7
    evap_1_arm_2_final_pow :
    5
    evap_1_arm_2_ramp_duration :
    0.5
    evap_1_arm_2_start_pow :
    0
    evap_1_mod_ramp_trunc_value :
    1
    evap_1_pow_ramp_trunc_value :
    1.0
    evap_1_rate_constant_1 :
    0.525
    evap_1_rate_constant_2 :
    0.51
    evap_2_arm_1_final_pow :
    0.037
    evap_2_arm_1_start_pow :
    0.35
    evap_2_arm_2_final_pow :
    0.09
    evap_2_arm_2_start_pow :
    5
    evap_2_ramp_duration :
    1.0
    evap_2_ramp_trunc_value :
    1.0
    evap_2_rate_constant_1 :
    0.37
    evap_2_rate_constant_2 :
    0.71
    evap_3_arm_1_final_pow :
    0.1038
    evap_3_arm_1_mod_depth_final :
    0.43
    evap_3_arm_1_mod_depth_initial :
    0
    evap_3_arm_1_start_pow :
    0.037
    evap_3_ramp_duration :
    0.1
    evap_3_ramp_trunc_value :
    1.0
    evap_3_rate_constant_1 :
    -0.879
    evap_3_rate_constant_2 :
    -0.297
    final_amp :
    8e-05
    final_freq :
    104
    gradCoil_current :
    0.18
    gradCoil_current_sg :
    0
    imaging_method :
    in_situ_absorption
    imaging_pulse_duration :
    2.5e-05
    imaging_wavelength :
    4.21291e-07
    initial_amp :
    0.62
    initial_freq :
    102.13
    mod_depth_initial :
    1.0
    mot_3d_amp :
    0.62
    mot_3d_camera_exposure_time :
    0.002
    mot_3d_camera_trigger_duration :
    0.00025
    mot_3d_freq :
    102.13
    mot_load_duration :
    4
    odt_axis_camera_trigger_duration :
    0.002
    odt_hold_time_1 :
    0.01
    odt_hold_time_2 :
    0.1
    odt_hold_time_3 :
    0.1
    odt_hold_time_4 :
    1
    pow_arm_1 :
    7
    pow_arm_2 :
    0
    pulse_delay :
    8e-05
    push_amp :
    0.16
    push_freq :
    102
    ramp_duration :
    1
    recomp_ramp_duration :
    0.5
    recomp_ramp_pow_fin_arm_1 :
    0.1038
    recomp_ramp_pow_fin_arm_2 :
    0.09
    recomp_ramp_pow_ini_arm_1 :
    0.1038
    recomp_ramp_pow_ini_arm_2 :
    0.09
    save_results :
    False
    stern_gerlach_duration :
    0.001
    wait_after_2dmot_off :
    0
    wait_time_between_images :
    0.22
    x_offset :
    0
    x_offset_img :
    0
    y_offset :
    0
    y_offset_img :
    0
    z_offset :
    0.189
    z_offset_img :
    0.189
    runs :
    [0. 1. 2.]
    scanAxis :
    ['runs']
    scanAxisLength :
    [3.]
    • " + "
    • compX_final_current
      PandasIndex
      PandasIndex(Float64Index([0.0, 0.002, 0.004, 0.006, 0.008, 0.01, 0.012, 0.014, 0.016,\n",
+       "              0.018, 0.02],\n",
+       "             dtype='float64', name='compX_final_current'))
    • runs
      PandasIndex
      PandasIndex(Float64Index([0.0, 1.0, 2.0], dtype='float64', name='runs'))
  • TOF_free :
    0.022
    abs_img_freq :
    110.858
    absorption_imaging_flag :
    True
    backup_data :
    True
    blink_off_time :
    0.001
    blink_on_time :
    0.001
    c_duration :
    0.2
    carrier_amp :
    3
    carrier_freq :
    0.85
    carrier_offset :
    0
    carrier_phase :
    0
    channel_in_use :
    1
    cmot_final_current :
    0.65
    cmot_hold :
    0.06
    cmot_initial_current :
    0.18
    compX_current :
    0
    compX_current_sg :
    0.0
    compX_initial_current :
    0
    compY_current :
    0
    compY_current_sg :
    0.0
    compY_final_current :
    0
    compY_initial_current :
    0
    compZ_current :
    0
    compZ_current_sg :
    0.189
    compZ_final_current :
    0.264
    compZ_initial_current :
    0
    default_camera :
    0
    deltaf :
    0.161
    evap_1_arm_1_final_pow :
    0.35
    evap_1_arm_1_mod_depth_final :
    0
    evap_1_arm_1_mod_depth_initial :
    1.0
    evap_1_arm_1_mod_ramp_duration :
    1.15
    evap_1_arm_1_pow_ramp_duration :
    1.65
    evap_1_arm_1_start_pow :
    7
    evap_1_arm_2_final_pow :
    5
    evap_1_arm_2_ramp_duration :
    0.5
    evap_1_arm_2_start_pow :
    0
    evap_1_mod_ramp_trunc_value :
    1
    evap_1_pow_ramp_trunc_value :
    1.0
    evap_1_rate_constant_1 :
    0.525
    evap_1_rate_constant_2 :
    0.51
    evap_2_arm_1_final_pow :
    0.037
    evap_2_arm_1_start_pow :
    0.35
    evap_2_arm_2_final_pow :
    0.09
    evap_2_arm_2_start_pow :
    5
    evap_2_ramp_duration :
    1.0
    evap_2_ramp_trunc_value :
    1.0
    evap_2_rate_constant_1 :
    0.37
    evap_2_rate_constant_2 :
    0.71
    evap_3_arm_1_final_pow :
    0.1038
    evap_3_arm_1_mod_depth_final :
    0.43
    evap_3_arm_1_mod_depth_initial :
    0
    evap_3_arm_1_start_pow :
    0.037
    evap_3_ramp_duration :
    0.1
    evap_3_ramp_trunc_value :
    1.0
    evap_3_rate_constant_1 :
    -0.879
    evap_3_rate_constant_2 :
    -0.297
    final_amp :
    0.00012
    final_freq :
    104.0
    final_pow_1 :
    0.1038
    final_pow_2 :
    0.09
    gradCoil_current :
    0.18
    gradCoil_current_sg :
    0
    imaging_method :
    in_situ_absorption
    imaging_pulse_duration :
    2.5e-05
    imaging_wavelength :
    4.21291e-07
    initial_amp :
    0.62
    initial_freq :
    102.13
    mod_depth_fin :
    0.43
    mod_depth_ini :
    0
    mod_depth_initial :
    1.0
    mot_3d_amp :
    0.62
    mot_3d_camera_trigger_duration :
    0.00025
    mot_3d_freq :
    102.13
    mot_load_duration :
    2
    odt_axis_camera_trigger_duration :
    0.002
    odt_hold_time_1 :
    0.01
    odt_hold_time_2 :
    0.1
    odt_hold_time_3 :
    0.1
    odt_hold_time_4 :
    1.0
    odt_hold_time_5 :
    0.01
    operation_mode :
    SWEEP
    pow_arm_1 :
    7
    pow_arm_2 :
    0
    pulse_delay :
    8e-05
    pulse_width :
    0.01
    push_amp :
    0.16
    push_freq :
    102.66
    ramp_duration :
    1
    recomp_ramp_duration :
    0.5
    recomp_ramp_pow_fin_arm_1 :
    0.1038
    recomp_ramp_pow_fin_arm_2 :
    0.09
    recomp_ramp_pow_ini_arm_1 :
    0.1038
    recomp_ramp_pow_ini_arm_2 :
    0.09
    save_results :
    False
    sin_mod_amplitude :
    0.00519
    sin_mod_dc_offset :
    0.1038
    sin_mod_duration :
    nan
    sin_mod_freq :
    nan
    sin_mod_phase :
    0.0
    start_pow_1 :
    0.037
    start_pow_2 :
    0.09
    stern_gerlach_duration :
    0.001
    sweep_duration :
    0.4
    sweep_start_freq :
    0.7695
    sweep_stop_freq :
    0.9305
    tf_meas_ramp_duration :
    0.1
    wait_after_2dmot_off :
    0
    wait_time_between_images :
    0.22
    wavetype :
    SINE
    x_offset :
    0.0
    x_offset_img :
    0
    y_offset :
    0.0
    y_offset_img :
    0
    z_offset :
    0.189
    z_offset_img :
    0.189
    compX_final_current :
    [0. 0.002 0.004 0.006 0.008 0.01 0.012 0.014 0.016 0.018 0.02 0.\n", + " 0.002 0.004 0.006 0.008 0.01 0.012 0.014 0.016 0.018 0.02 0. 0.002\n", + " 0.004 0.006 0.008 0.01 0.012 0.014 0.016 0.018 0.02 ]
    runs :
    [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 1. 2. 2.\n", + " 2. 2. 2. 2. 2. 2. 2. 2. 2.]
    scanAxis :
    ['compX_final_current' 'runs']
    scanAxisLength :
    [33. 33.]
    • " ], "text/plain": [ "\n", - "Dimensions: (runs: 3, x: 1200, y: 1920)\n", + "Dimensions: (compX_final_current: 11, runs: 3, y: 1200, x: 1920)\n", "Coordinates:\n", - " * runs (runs) float64 0.0 1.0 2.0\n", - "Dimensions without coordinates: x, y\n", + " * compX_final_current (compX_final_current) float64 0.0 0.002 ... 0.018 0.02\n", + " * runs (runs) float64 0.0 1.0 2.0\n", + "Dimensions without coordinates: y, x\n", "Data variables:\n", - " atoms (runs, x, y) uint16 dask.array\n", - " background (runs, x, y) uint16 dask.array\n", - " dark (runs, x, y) uint16 dask.array\n", - " shotNum (runs) int64 0 1 2\n", - " OD (runs, x, y) float64 dask.array\n", - "Attributes: (12/96)\n", - " TOF_free: 0.02\n", + " atoms (compX_final_current, runs, y, x) uint16 dask.array\n", + " background (compX_final_current, runs, y, x) uint16 dask.array\n", + " dark (compX_final_current, runs, y, x) uint16 dask.array\n", + " shotNum (compX_final_current, runs) int64 dask.array\n", + " OD (compX_final_current, runs, y, x) float64 dask.array\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: nan\n", - " blink_on_time: nan\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.]\n", - " scanAxis: ['runs']\n", - " scanAxisLength: [3.]" + " compX_final_current: [0. 0.002 0.004 0.006 0.008 0.01 0...\n", + " runs: [0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 1...\n", + " scanAxis: ['compX_final_current' 'runs']\n", + " scanAxisLength: [33. 33.]" ] }, - "execution_count": 6, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ + "shotNum = \"0069\"\n", + "filePath = folderPath + \"/\" + shotNum + \"/*.h5\"\n", + "# filePath = \"//DyLabNAS/Data/Evaporative_Cooling/2023/05/12/0065/*.h5\"\n", + "filepath = './result_from_experiment/2023-04-24/0013/2023-04-24_0013_Evaporative_Cooling_10.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" @@ -1875,7 +1494,51 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Select region of interests" + "## Calculate an plot OD images" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "imageAnalyser.center = (960, 1040)\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, 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" ] }, { @@ -1884,19 +1547,19 @@ "metadata": {}, "outputs": [], "source": [ - "# imageAnalyser.center = (529, 962)\n", - "# imageAnalyser.span = (100,100)\n", - "# imageAnalyser.fraction = (0.1, 0.1)\n", + "from Analyser.FitAnalyser import ThomasFermi2dModel, DensityProfileBEC2dModel, polylog2_2d\n", "\n", - "# imageAnalyser.center = (890, 1150)\n", - "# imageAnalyser.span = (600,600)\n", - "# imageAnalyser.fraction = (0.1, 0.1)\n", + "fitModel = DensityProfileBEC2dModel()\n", + "# fitModel = ThomasFermi2dModel()\n", "\n", - "imageAnalyser.center = (890, 950)\n", - "imageAnalyser.span = (100,100)\n", - "imageAnalyser.fraction = (0.1, 0.1)\n", + "fitAnalyser = FitAnalyser(fitModel, fitDim=2)\n", "\n", - "dataSet_crop = imageAnalyser.crop_image(dataSet)" + "# fitAnalyser = FitAnalyser(\"Gaussian-2D\", fitDim=2)\n", + "\n", + "dataSet_cropOD = dataSet_cropOD.chunk((1,1,100,100))\n", + "\n", + "params = fitAnalyser.guess(dataSet_cropOD, guess_kwargs=dict(pureBECThreshold=0.3), dask=\"parallelized\")\n", + "fitResult = fitAnalyser.fit(dataSet_cropOD, params).load()" ] }, { @@ -1905,39 +1568,30 @@ "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" + "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" + ] } ], "source": [ - "dataSet_crop.OD.isel(runs=[0]).plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0], row=scanAxis[1])\n", - "# dataSet_crop.OD.plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0])" + "fitCurve = fitAnalyser.eval(fitResult, x=np.arange(100), y=np.arange(100), dask=\"parallelized\").load()\n", + "\n", + "fitCurve.plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0], row=scanAxis[1])" ] }, { - "attachments": {}, - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "metadata": {}, + "outputs": [], "source": [ - "## Remove the background" + "fitModel2 = Polylog22dModel(prefix='thermal_')\n", + "fitAnalyser2 = FitAnalyser(fitModel2, fitDim=2)\n", + "fitCurve2 = fitAnalyser2.eval(fitResult, x=np.arange(200), y=np.arange(200), dask=\"parallelized\").load()\n", + "fitCurve2.sum(dim=['x', 'y'])" ] }, { @@ -1946,7 +1600,7 @@ "metadata": {}, "outputs": [], "source": [ - "dataSet_crop['OD'] = dataSet_crop['OD'] + 500" + "value = fitAnalyser.get_fit_full_result(fitResult)" ] }, { @@ -1955,7 +1609,7 @@ "metadata": {}, "outputs": [], "source": [ - "dataSet_crop['OD'] = imageAnalyser.substract_offset(dataSet_crop['OD'])" + "value" ] }, { @@ -1963,7 +1617,16 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Test Fit" + "# Get the Ncount" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "Ncount = dataSet_crop.OD.sum(dim=(scanAxis[0], 'x', 'y'))" ] }, { @@ -1972,9 +1635,11 @@ "metadata": {}, "outputs": [], "source": [ - "fitAnalyser = FitAnalyser(\"Two Gaussian-2D\", fitDim=2)\n", + "Ncount.load()\n", "\n", - "params = fitAnalyser.guess(dataSet_crop.OD, dask=\"parallelized\")" + "fig = plt.figure()\n", + "ax = fig.gca()\n", + "Ncount.plot(ax=ax)" ] }, { @@ -1983,7 +1648,8 @@ "metadata": {}, "outputs": [], "source": [ - "fitResult = fitAnalyser.fit(dataSet_crop.OD, params).load()" + "fitAnalyser = FitAnalyser(\"Lorentzian With Offset\")\n", + "params = fitAnalyser.guess(Ncount, x='runs', dask=\"parallelized\", guess_kwargs=dict(negative=True))" ] }, { @@ -1992,7 +1658,8 @@ "metadata": {}, "outputs": [], "source": [ - "fitCurve = fitAnalyser.eval(fitResult, x=np.arange(100), y=np.arange(100), dask=\"parallelized\").load()" + "fitResult = fitAnalyser.fit(Ncount, params, x='runs', dask=\"parallelized\")\n", + "fitCurve = fitAnalyser.eval(fitResult, x=np.arange(40), dask=\"parallelized\").load()" ] }, { @@ -2001,9 +1668,18 @@ "metadata": {}, "outputs": [], "source": [ - "# fitCurve.isel(**{scanAxis[0]:np.arange(30), 'runs':range(dataSet_crop.OD['runs'].size)}).plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0], row=scanAxis[1])\n", - "\n", - "fitCurve.plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0])" + "fig = plt.figure()\n", + "ax = fig.gca()\n", + "plt.errorbar([1], [1], yerr=[1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "fitCurve.plot.errorbar(yerr=fitCurve)" ] }, { @@ -2012,9 +1688,7 @@ "metadata": {}, "outputs": [], "source": [ - "a = fitAnalyser.get_fit_value(fitResult)\n", - "b = fitAnalyser.get_fit_std(fitResult)\n", - "data = combine_uncertainty(a, b)" + "np.ufunc(fitCurve)" ] }, { @@ -2022,7 +1696,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Get the Ncount" + "# Read CSV" ] }, { @@ -2031,7 +1705,12 @@ "metadata": {}, "outputs": [], "source": [ - "Ncount = dataSet_crop.OD.sum(dim=(scanAxis[0], 'x', 'y'))" + "# filePath = 'Z:/Dy_Lab/Data/Measurements/Experiments/DyBEC/BEC Stability Check/20230509-0007/*.csv'\n", + "\n", + "# filePath = np.sort(glob.glob(filePath))\n", + "\n", + "# read_csv_file(filePath, maxFileNum=5, csvEngine='pandas', csvKwargs=dict(header=[0,1], na_filter=False, index_col=0))\n", + "# read_csv_file(filePath, csvEngine='dask')" ] }, { @@ -2040,11 +1719,24 @@ "metadata": {}, "outputs": [], "source": [ - "Ncount.load()\n", + "filePath = 'Z:/Dy_Lab/Data/Measurements/Experiments/DyBEC/BEC Stability Check/20230509-0007/*.csv'\n", "\n", - "fig = plt.figure()\n", - "ax = fig.gca()\n", - "Ncount.plot(ax=ax)" + "filePath = np.sort(glob.glob(filePath))\n", + "\n", + "data = np.empty(filePath.shape,dtype=object)\n", + "\n", + "i = 0\n", + "for fp in filePath:\n", + " data_single = pd.read_csv(fp)\n", + " data_single = xr.Dataset.from_dataframe(data_single)\n", + " data_single = data_single.drop_isel(index=0)\n", + " # data_single = data_single.expand_dims(dim='runs')\n", + " data[i] = data_single\n", + " i = i + 1\n", + "\n", + "data = xr.concat(data, 'runs')\n", + "\n", + "data = data.assign_coords(dict(index=data.Time.isel(runs=0).astype(float))).rename(dict(index='time')).astype(float)" ] }, { @@ -2053,8 +1745,7 @@ "metadata": {}, "outputs": [], "source": [ - "fitAnalyser = FitAnalyser(\"Lorentzian With Offset\")\n", - "params = fitAnalyser.guess(Ncount, x='sin_mod_freq', dask=\"parallelized\", guess_kwargs=dict(negative=True))" + "data" ] }, { @@ -2063,8 +1754,8 @@ "metadata": {}, "outputs": [], "source": [ - "fitResult = fitAnalyser.fit(Ncount, params, x='sin_mod_freq', dask=\"parallelized\")\n", - "fitCurve = fitAnalyser.eval(fitResult, x=np.arange(40), dask=\"parallelized\").load()" + "arm2_mean = data['Channel A'].mean(dim='runs')\n", + "arm2_std = data['Channel A'].std(dim='runs')" ] }, { @@ -2073,9 +1764,7 @@ "metadata": {}, "outputs": [], "source": [ - "fig = plt.figure()\n", - "ax = fig.gca()\n", - "plt.errorbar([1], [1], yerr=[1])" + "arm2_mean.plot.errorbar(yerr=arm2_std, fmt='ob')" ] }, { @@ -2084,7 +1773,7 @@ "metadata": {}, "outputs": [], "source": [ - "fitCurve.plot.errorbar(yerr=fitCurve)" + "arm2_std.plot.errorbar(fmt='ob')" ] }, { @@ -2093,9 +1782,40 @@ "metadata": {}, "outputs": [], "source": [ - "np.ufunc(fitCurve)" + "data['Channel A'].sel(time=4.55, method='nearest').plot.errorbar(fmt='ob')\n", + "\n", + "plt.ylim([0, 0.15])\n", + "plt.show()" ] }, + { + "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": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/testMongoDB.ipynb b/testMongoDB.ipynb new file mode 100644 index 0000000..6696341 --- /dev/null +++ b/testMongoDB.ipynb @@ -0,0 +1,143 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pymongo" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "mongoClient = pymongo.MongoClient()\n", + "mongoDB = mongoClient.testDB\n", + "mongoCollection = mongoDB.testCollection" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import datetime\n", + "post = {\"author\": \"Mike\",\n", + " \"text\": \"My first blog post!\",\n", + " \"tags\": [\"mongodb\", \"python\", \"pymongo\"],\n", + " \"date\": datetime.datetime.utcnow()}" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'db' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32mf:\\Jianshun\\analyseScript\\testMongoDB.ipynb Cell 4\u001b[0m in \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m posts \u001b[39m=\u001b[39m db\u001b[39m.\u001b[39mposts\n\u001b[0;32m 2\u001b[0m post_id \u001b[39m=\u001b[39m posts\u001b[39m.\u001b[39minsert_one(post)\u001b[39m.\u001b[39minserted_id\n\u001b[0;32m 3\u001b[0m post_id\n", + "\u001b[1;31mNameError\u001b[0m: name 'db' is not defined" + ] + } + ], + "source": [ + "posts = mongoCollection.posts\n", + "post_id = posts.insert_one(post).inserted_id\n", + "post_id" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Task executing\n", + "\n", + "Task2 executing \n", + "\n", + "Task2 done\n", + "\n", + "Task done\n", + "\n" + ] + } + ], + "source": [ + "from time import sleep\n", + "from multiprocessing.pool import ThreadPool\n", + " \n", + "# task executed in a worker thread\n", + "def task():\n", + " # report a message\n", + " print(f'Task executing\\n')\n", + " # block for a moment\n", + " sleep(1)\n", + " # report a message\n", + " print(f'Task done\\n')\n", + " \n", + "def task2():\n", + " # report a message\n", + " print(f'Task2 executing \\n')\n", + " # block for a moment\n", + " sleep(1)\n", + " # report a message\n", + " print(f'Task2 done\\n')\n", + " \n", + "# protect the entry point\n", + "if __name__ == '__main__':\n", + " # create and configure the thread pool\n", + " pool = ThreadPool()\n", + " # issue tasks to the thread pool\n", + " pool.apply_async(task)\n", + " pool.apply_async(task2)\n", + " # close the thread pool\n", + " pool.close()\n", + " # wait for all tasks to finish\n", + " pool.join()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "py39", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.13" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +}