{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Scripts for Calibration of Cernox Sensors\n", "---------------------------------------\n", "\n", "Make a copy of this notebook for an other run" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import math\n", "from scipy.interpolate import splrep, splev\n", "from zcalib import read_curve, convert_res, compare_calib, make_calib, logrange, Sensor, CalibRun, nplog, npexp" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "('lsdat', 'READ /afs/psi.ch/project/SampleEnvironment/SE_internal/Thermometer_calibs/2012/73027 Cernox 5/X75610.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c1.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c1.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c1.dat')\n", "{'selected': 0, 'averaged': 25}\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c2.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c2.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c2.dat')\n", "{'selected': 0, 'averaged': 25}\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c4.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c4.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c4.dat')\n", "{'selected': 0, 'averaged': 25}\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c5.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c5.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c5.dat')\n", "{'selected': 0, 'averaged': 25}\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c6.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c6.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c6.dat')\n", "{'selected': 0, 'averaged': 25}\n" ] } ], "source": [ "run = CalibRun([\n", " Sensor(3, 'X75610'), # the reference sensor must be the first\n", " Sensor(1, 'X133982', 'CX-1050-SD'),\n", " Sensor(2, 'X137461', 'CX-1030-SD'),\n", " Sensor(4, 'X133928', 'CX-1050-SD'),\n", " Sensor(5, 'X131824', 'CX-1050-CU'),\n", " Sensor(6, 'X132254', 'CX-1050-SD'),\n", " ],\n", " t_points = (1.0, 1.2) + logrange(1.4, 310, n=195) + (330,),\n", " caldate = '2018-11-22',\n", " logT = False,\n", " logR = True,\n", " calib_data_file = 'calib_data/calib%s_p%d_c%d.dat',\n", " outputpath='%s/%s.340')\n", "# smooth depends on number of measured points (1e-7 for 60, 0.8e-7 for 48 and 0.4e-7 for 24 points)\n", "run.make(diflim=0.001, smoothref=1e-7, smoothtst=0.4e-7)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "('z340', 'READ 2018-11-22/X133982.340')\n", "('z340', 'READ 2018-11-20/X133982.340')\n", "('z340', 'READ 2018-11-22/X133928.340')\n", "('z340', 'READ 2018-11-20/X133928.340')\n", "('z340', 'READ 2018-11-22/X131824.340')\n", "('z340', 'READ 2018-11-20/X131824.340')\n", "('z340', 'READ 2018-11-22/X132254.340')\n", "('z340', 'READ 2018-11-20/X132254.340')\n", "('z340', 'READ 2018-11-22/X137461.340')\n", "('z340', 'READ 2018-11-20/X137461.340')\n" ] }, { "data": { "image/png": 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YiOXLl+PHH3+Eq6srhgwZgueeew5jx45tdV9KpRLGxsaa/fPnzyMoKAjbt2+H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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# compare known sensors\n", "plt.figure(figsize=(10, 6))\n", "tmin,tmax,dmax=1.4,310,0.001\n", "testlist = (('X133982', 'z340'),('X133928', 'z340'),('X131824', 'z340'),('X132254', 'z340'),('X137461', 'z340'))\n", "for sensno, kind in testlist:\n", " r0, t0 = read_curve('2018-11-22/%s.340' % sensno, 'z340')\n", " r1, t1 = read_curve('2018-11-20/%s.340' % sensno, kind)\n", " diff = compare_calib(r1, t1, r0, t0)\n", " plt.plot(t0, diff, '-')\n", "plt.plot([tmin,tmax,tmax,tmin,tmin], [-dmax,-dmax,dmax,dmax,-dmax], '-')\n", "plt.legend([sensno + \".\" + kind[-3:] for sensno, kind in testlist] + [\"window\"])\n", "plt.xscale('log')\n", "plt.yscale('symlog',linthreshy=dmax)\n", "plt.grid(True, axis='y')\n", "plt.axis([1.0,350,-1,1])\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "('z340', 'READ 2018-11-22/X133982.340')\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c1.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c1.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c1.dat')\n" ] }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "('z340', 'READ 2018-11-22/X137461.340')\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c2.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c2.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c2.dat')\n" ] }, { "data": { "image/png": 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BSUm4zvUlmn37Mhb2aIw+M9ejZC7+NXJKCnD//UD8T9sxq+4IVFi/EggLQ0xw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\nKehFRHycgl5ExMcp6EVEfJy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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "('z340', 'READ 2018-11-22/X133928.340')\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c4.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c4.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c4.dat')\n" ] }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "('z340', 'READ 2018-11-22/X131824.340')\n", "('zdat', 'READ calib_data/calib2018-11-22_p0_c5.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p1_c5.dat')\n", "('zdat', 'READ calib_data/calib2018-11-22_p2_c5.dat')\n" ] }, { "data": { "image/png": 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DO2kiIoJPNKEGjPyn/Hz44AN44w2YOzf4352SEoycDh2C//VZWcFdSe+/H5zB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\n", 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# compare calibration files from points 0,1,2\n", "# with the optimized (average or selection of best)\n", "\n", "for sensor in run.sensors:\n", " r0, t0 = read_curve(sensor.outputpath, sensor.outputkind)\n", " plt.figure()\n", " dif = [0,0,0]\n", " for j in range(3):\n", " rr, rt = read_curve(sensor.caldat_file[j], 'zdat')\n", " rc, tc = make_calib(run.rref, run.tref, rr, rt, run.t_points)\n", " dif[j] = compare_calib(r0, t0, rc, tc)\n", " plt.plot(t0, dif[j], '-')\n", " plt.xscale('log')\n", " plt.yscale('symlog', linthreshy=0.001)\n", " plt.grid(True, axis='y')\n", " plt.axis([min(t0),max(t0),-1,1])\n", " #plt.legend(['dif1','dif2','dif3','est'])\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, "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, "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, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.5" } }, "nbformat": 4, "nbformat_minor": 2 }