{ "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.\n", "\n", "See also http://samenv.psi.ch:8080/sample_environment/83" ] }, { "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 /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c1.dat')\n", "{'selected': 0, 'averaged': 62}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c2.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c2.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c2.dat')\n", "{'selected': 1, 'averaged': 61}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c4.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c4.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c4.dat')\n", "{'selected': 0, 'averaged': 62}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c5.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c5.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c5.dat')\n", "{'selected': 2, 'averaged': 60}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c6.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c6.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c6.dat')\n", "{'selected': 0, 'averaged': 62}\n" ] } ], "source": [ "run = CalibRun([\n", " Sensor(3, 'X75610'), # the reference sensor must be the first\n", " Sensor(1, 'X154359', 'CX-1050-CU-HT'),\n", " Sensor(2, 'X148906', 'CX-1050-CU-HT'),\n", " Sensor(4, 'X154360', 'CX-1050-CU-HT'),\n", " Sensor(5, 'X148903', 'CX-1050-CU-HT'),\n", " Sensor(6, 'X142474', 'CX-1050-CU-HT'),\n", " ],\n", " t_points = (1.0, 1.2) + logrange(1.4, 310, n=194) + (330,), # the points to be used in the cal file\n", " caldate = '2021-04-30', # the first measuring day!\n", " logT = False,\n", " logR = True,\n", " calib_data_file = '/home/l_samenv/sea/calib_scripts/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": [], "source": [ "# compare known sensors\n", "if False: # set to True when known sensors are measured\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 2021-04-30/X154359.340')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c1.dat')\n" ] }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "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.axis([240,330,-1,1])\n", "\n", " # plt.legend(['dif1','dif2','dif3','est'])\n", " plt.show()\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "('z340', 'READ 2021-04-30/X154359.340')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p0_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p1_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2021-04-30_p2_c1.dat')\n" ] }, { "data": { "image/png": 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\n", 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\n", 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iByKgks1X3HzVemjdADFUyeYrWjqtg6AHYq5g8xXn6bQcevRAzGX7+D3JlMzTkz186VQPn81XkAh6INK6+zdr/V0/0YZ1q9WTTOms1Jgsnc4LfJnJLaH9z48S9i2KnbFAzJRr6TBpGx/06IEWVrj5iktQ4oigByCpsklbjlaIJiZjAUiqbNJ2/8hR3XXN5Xrghj4Nb98aaL2oP0b0QAthHX680LoBUBItneijdQOgpEpbOjto6UQeI3oAFbR0Js7Dp6UTLrRuAMzItC0dLkAJHYIewIyVPC2TKw5Dg6AHULP8ls6szL22mTcZ4QeOoAdQVz/77E3a//zotFcc9iRT9O+bjKAHUHflrjg0dy2bS0unWSIR9BxqBkRP7jk6B19PM2kboEgEfRYjeiCaCiZtaek0FRumADRc9jz8S7oWyFyZTVe5l5gbF5iHACN6AHVRtKUzZYTPWfj1ResGQGDyWzocnNYotG4ABCa/peNFz9EZGm+jpdMkjOgBNBS7bBuH1g2AUGGXbf0R9ABCi1229UGPHkBordgyoJVd81mS2SSM6AEEppIlmWelxjSHJZlF0boBECmll2Ry8UkxtG4ARErpJZkmN5ZkzhRBDyBUpr3LNtPWcUto/8go99hWgdYNgNDKXZL5UmLWRP8+71jkdEsvx6RHDyBWSt1l26pn6NCjBxArhS2dzBsmHUl20L8vgaAHEBmVTNjSvy9E0AOInHITtmy4yteQHr2ZbZB0paTTJX3b3R8q9Xl69ABmanj7Vv38/l060taRGdy3Tv++7pOxZnanpKskveru7895vU/SVkltkr7l7l/Nee8MSX/v7jeX+t0EPYBalbvWMI5n4DdiMnZAUt+UP9Im6XZJayQtl3S9mS3P+cgXM+8DQEMVv9Yw86appTdcVRz07r5P0rEpL18kacjdh939LUl3S1pvE74mabe7H6hfuQBQGhuuCiVr/P7Zkg7l/HxY0sWSbpX0MUmdZtbj7ndM/aKZbZS0UZIWLlyovXv31lgKAGQsvkCdGy/Qhx7ZpdEnf6WxVEovt52Ws+FqYsL2uZ179L5H9qnj+luDrrihqpqMNbMuSQ9me/Rmdq2kPnf/88zP/ZIudvdN1RRBjx5Ao+VtuIrJCZnN2jD1oqTFOT8vyrwGAKGS19JJ52+4eqltcsNVHFs6tQb945LONbNzzGyWpOsk7ay9LACov2k3XOX07+M4YVtx0JvZDkmPSTrPzA6b2c3uPi5pk6Q9kg5Kusfdn6rid641s23Hjx+vtm4AmLGKJmyfH41N2HOoGYCWVu6EzKXJcX0gpL17Tq8EgCpNXlo+9Thk17K5Cc2e3aElKy8LTehzeiUAVGny0vL8/r0nTE+/4Tpw7M1I9u8DDXp69ADCpmj/Xiro30dpdQ6tGwCYRv5lJ9LUA9OCvuGK1g0A1Cg7ur/wzNO0fE4i09LJvJk5PycKxykwogeACuWfkJkoGN0vm9vW1AnbSKy6MbO1ktb29PTc8uyzzwZWBwBUo9T9tZLL3JvS0olE68bdd7n7xs7OziDLAICqRG3Clh49AMxAufPvlbDQHKdA0ANADfInbE2WLn5heZBhz2QsANTR5IRtW+ZKw8wbLs1PjauzQ3U7DjkSPXo2TAGIm8mWzvxMO2eyfz+aTGpoPKkHdu5pau+eyVgAaIDJ4xRUEPjpREI//fdf6pmBf9B/fvrahoc+PXoAaJD81Tk55+cooTcSf6AHd+/VgWNvNnyET9ADQANlWzkb1q1WTzKlnuS41q35Y831A5JSkpnSZhrZ/3DDaqj1cnAAQAW6+zfnTcC2tW3VAzv3KG2mhLuWrLysYX+boAeAAHT3b9Z6SSP7H274kQkcgQAAERWJ5ZWsugGAxmMyFgBijqAHgJgj6AEg5gh6AIg5gh4AYi4Up1ea2aikkZyXOiUVO+ms2OvzJB1tUGkzNV39Qf3Oar9byefLfabU+9W+F7Zn3IjnW+vvjcoznu51nvHMvrvE3eeX/aa7h+5/krZV+rqkwaDrrbT+oH5ntd+t5PPlPlPq/WrfC9szbsTzbZVnXOJ1nnEDvxvW1s2uKl8Pm0bUWcvvrPa7lXy+3GdKvT/T98KiUTW2wjOOwvOV4vGMTwlF66YWZjboFewMQ3TxjOOPZ9xYYR3RV2Nb0AWg4XjG8cczbqDIj+gBAKXFYUQPACiBoAeAmCPoASDmYhf0ZjbXzP7ZzL5pZjcGXQ/qz8y6zezbZnZv0LWgMcxsQ+bf8PfN7Iqg64m6SAS9md1pZq+a2W+mvN5nZs+Y2ZCZfT7z8tWS7nX3WySta3qxmJFqnrG7D7v7zcFUipmq8hnfn/k3/GlJfxpEvXESiaCXNCCpL/cFM2uTdLukNZKWS7rezJZLWiTpUOZjqSbWiNoMqPJnjGgaUPXP+IuZ91GDSAS9u++TdGzKyxdJGsqM7t6SdLek9ZIOayLspYj8/0PVzxgRVM0ztglfk7Tb3Q80u9a4iXIQnq3Jkbs0EfBnS/qhpGvM7J8Une3WKK7oMzazd5rZHZI+aGZfCKY01Ml0/45vlfQxSdea2aeDKCxOkkEXUG/u/rqkTwZdBxrH3X+rid4tYsrdb5N0W9B1xEWUR/QvSlqc8/OizGuID55x/PGMmyDKQf+4pHPN7BwzmyXpOkk7A64J9cUzjj+ecRNEIujNbIekxySdZ2aHzexmdx+XtEnSHkkHJd3j7k8FWSdmjmccfzzj4HCoGQDEXCRG9ACAmSPoASDmCHoAiDmCHgBijqAHgJgj6AEg5gh6AIg5gh4AYo6gB4CY+39uNsV2PyjYCwAAAABJRU5ErkJggg==\n", 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "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", " plt.plot(t0, r0, '-')\n", " plt.plot(tc, rc, '.')\n", " plt.xscale('log')\n", " plt.yscale('log')\n", " plt.grid(True, axis='y')\n", " # plt.axis([min(t0),max(t0),-1,1])\n", " # plt.axis([240,330,-1,1])\n", "\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": [] } ], "metadata": { "kernelspec": { "display_name": "Python 2.7", "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 }