{ "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": 5, "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": 6, "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/calib2022-02-21_p0_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p1_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p2_c1.dat')\n", "{'selected': 0, 'averaged': 62}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p0_c2.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p1_c2.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p2_c2.dat')\n", "{'selected': 1, 'averaged': 61}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p0_c4.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p1_c4.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p2_c4.dat')\n", "{'selected': 1, 'averaged': 61}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p0_c5.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p1_c5.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p2_c5.dat')\n", "{'selected': 1, 'averaged': 61}\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p0_c6.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p1_c6.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_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, 'X174787', 'CX-1050-CU'),\n", " Sensor(2, 'X174783', 'CX-1050-CU'),\n", " Sensor(4, 'X174786', 'CX-1050-CU'),\n", " Sensor(5, 'X174782', 'CX-1050-CU'),\n", " Sensor(6, 'X174785', 'CX-1050-CU'),\n", " ],\n", " t_points = (1.0, 1.2) + logrange(1.4, 310, n=195) + (330,), # the points to be used in the cal file\n", " caldate = '2022-02-21', # 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": 7, "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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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# compare known sensors (skip if not applicable)\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 2022-02-21/X174787.340')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p0_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_p1_c1.dat')\n", "('zdat', 'READ /home/l_samenv/sea/calib_scripts/calib_data/calib2022-02-21_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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DyyPZn7ONm9t3pdjAdTmd+EPWewxrmczz65+le+QgBndL/PlKv18D+1bwUZvf8/a2QB65oifd+gyF1wpwfnA3E274AK/tyLOf76BTQjg3ndX+2D/HGry5u5n60e94rrTqGSohJoBXRswiOTb5Z8u6PV7m7XkDV1AY41e9SFB5IVdFhzInYjkF+wYwZ3UHxvZrW6vtVnq8LN2exY6DxezJLmZnVhGby1+nPOyz6o1F0ZzL2fhdCjO/3suky3oyxte6vV6yZt9B+Y436BYQQA9PABNfnMx/br2U4EDfv/PCr6aSveRhiqJ70yltDa4ZF+O4+SNo3v1nNb6yfA/LNu7EHtyGJy6Zvp0TGd2vDc0iatkF66lk++K/M2vTLA44LC5rGeCIYHCPa4g5/XcQUPsL1d5bk86/35tBYsc3yHV6KXN7aP7hE6TvvprWFz9wxA9LT337FMWVxcy+eDZ/X/53Zh5YzwAchNYzzE1TGplgjBkGPAk4gf9aax8+2vKpqal21apVx1xvuaecuTvm8tKGl9hTsIfE8ESu634dl3a6lJCAEAB2XXsdDqDdjBegrABCosFxlBM7Xi/sW0HWzk9YULSDJZ4CNhUVkVtajqlsRjNnH4qye5FZYAl0wjWJ2VwQtI6OhSuJy1uL01Z163iConAkpmJ6XAFdL6x6E6yhsKySL7dl4XAYkuLCSG4WChhwHOWX7q4g9/G+ZBdXMvWssXyUMYeWYS05r+15VHoqWbx9LpneMgbG92HtpisIIJIFvz/7sD+0gyUHGf/ReHbl7+L3fX7PFUkX4tn5GV9uW8DS8kzWeAv53lOA5fB9yHhDKc/tw6DmY7jrvN4kRATx9/c38v533zP1N324sGdLH7+kQtj8ATlfvUZkxpcE4KXEBrEtKIXKhO60aN6C5t6DBB5Yg81Yi8HiMYF862rF+85YVrvC2VWRTJDtxUMXDWVYjxY+fyzfLn2M67a/zB3NLuaNDRewM6uYcxzf8ZLrES6N7cuOyGwujn+C0af0pWfrqMP62rOLylmTlsWj393F/rKt3NX3bhIjWvHsd8+yNXcrp9kgTi3IZl5CGwptJZe3/F+mLCznvY7vU579NuNaNsebNYIFNzxA27gaf+Dv3o5n3Vv0Lp7MZaen8PeRParml+TA8+dCZRnecR9z27wDfLx1K5efk06uZwuBzkC6xXbj0k6X0jbyyG/Y3nVzeODLicwNdTHIHcPZxW6eCcsjMjSBWVd9+OPfwQ9eWbWSRzfcxLhiuKuoBG5ayO70r7h4zSOMLIjgk4K/89mfzztsf1mwawHvbn+XMncZ43qOY2DiQD7aeICH5m9iV3UXSUSQk4jE9yl0LaFL6LkMatePLzPfZ2P2Roa1u5CMnSP4cmsBj13Zi6tS2/xUkLVseee3PL3/MxaH/fSzSyl2kdjicR6/fNDPvucPN7/J35b/jeLqv5PAg2cyv/BDwkNDCP2fJTgiEgBYtiOLJ9/5gvH5T3Kucw0OLBUEssjTl396b+SsU7tx05ntSWkVecSfb2VZPo/OHMobpohg46BtcAK5lSVkeooI8Xq5tMww9oxHSeo1/JhHfxu/L+AfMyays+VnxFjLxXG9ebd4F8VlRcz8Po22EW1xDJsEXYYe9uFyc85mRr0/iht63MDdfe9mWfoybvn4Fqa+aGnTpg9Jr7z847LGmNXW2tSjFkITCghjjBPYCgwB0oCVwFhr7cYjtaltQPzA4/Xw0Z5PmfbdC2zL30CQCaet+zRaZrZg9Lz3iTcFJJ+fxpsR4awPj6YiNomL+9zOWR1q/FIz1nJw/h+YXrydNyPCKXc46FRRQWKFIS+oFdkRDvaVHSDGFckIZ1tG7l5PcslevNawwrTj1bBWbA0tIy84H6/x0MLjZnBJIeeWVtCr1QAcKSMhMZV0dxQvLN3Dt+vX0J5t9LH76OnYTYpjLwF4MJGt4Jy/QO9rfxYWeQsnEbX8Ya5ucyHrA9YzOnk09/S758cjJ09xFq//tx//Fx1OmCuO9C2juTF1IA+MSAEgrTCNWz++lcySTJ467yniS2MJmT2aVmU7KLeBgCXIuCkxhi9MJ+Z4TmeJozMeVw7xCXsoCfyGsMBQbuxxI9d0uwYHQVz9/Fds3l/Ih78f+NMb5N4VsGo6bHwP3KWk2Xi+CDoHR9fh7A5KZvHubews/4SAiA0YZyngwOEOJdRWYpzFFAVWjapxeS0VDoPDGorTf8Pt/S7jD0O6HL4DWMtfp/dlobMSd9okgpwh/PXi7gzt3hz3a2PI2fslQ1u1oqIkkZK944gKcdEuLpSgAAc5xRXsOFhMULN5uOK+pDTtasI9fZlydR/6tY9i9tzr+W/OGnICAjil2alc0/l27no5l77tYnj5+t6Yp/tyc2QgK2wQyZWP8Mb4s3H+ED4lOdjHu/KmZyCvxN3FnNtOP/wo6MAGmD6MsvAEpva9ihe3zsbioW14Z8KDnGzJ3YLXermkwwh+1/I8mueng9cNxgll+bBpLk+U7ODF6EiaFZ/Njr0XEh0cwO2uvzK5dSlXtx/BvQMnHfajGvjCneQ7l/DJ3r3Ej3qt6sMLcOuci9iav5MLdp5B7ND7GD+wIwBrMtdww4c30Cq8VdWfSHEGA8LuYsHX8XRuFs7dQ7rQr30sH+x5g8dWPcaNPW7kD33+gDEGr/Xy/NrnmbJmCh2iOkLWaDbujmLOrafTKzGa4spiXlpwG8/nfIPD62R4+xu4POUcvvv6KZ7J+ppKbwiTBj7NsM4Dfvw7f2L1E7y88WVOKSsnu/Qy2natZNmBj2jj7sabez8l09mSBb2f5etMJwk732Ji4Ew8gW7eSjmXueUZZFXk43JX0Kfcy668oXyXP5jk5pEMTmnGaUmxJMaEEhvmIjokkLyibO5960KWOUoZQArZpTez+XsPJRVuHEEZJMa9T37kTqI9XvrldyW2y98YM6Aj7ePDfvYelVVUzmNT7+OL+A9pZgJ4fvjLJLQ4hV35u/jNB9dRXuzlvewCEsv2QuJp0P0yaNETG5rAzasnsSV/J/OvmE+kKxJrLWe/2IsHX7N0adWHdsd5QJwO/M1aO7R6+l4Aa+2kGsuNByYA0dHR0fHvvPPOkVfqqSQ7L5f0A5l4ig4QUnqAGPcBEjlAYUg286Itn4eFEOz18vgrlbisk3+MimFfaCFRboPDuMl1OmlHGOdEDaWdI5rgzMWsKV3L3IgwKo2DvkG9ydh3Oq1yM/lT5Kd0LfsO8LIqOIgZUZEsCa36ZNaacGxAOJnubNxUEh8QT2JAB4rLg9hVmoE7aAcYS4THklJRDkCm08nBACdF1W/+kR4vXSpdtMpvRVxBHBcFbybZvYXc6B5sTJlApauqjz+4aC99V/2BP0V34dOYIs6NOJfLYi772SeXDjtmUHxgPv/TpgvZniLKcwZwZau+RIRn83bu2wCMj7+FHbsj+Z+Me4k1BUyLuJ2cuNOICg6kmfcA7fK+okfex8RVZlDsjGRb3GBK2w9lt9Pyft77rCtdR6gjlNPDT6eVI5kXv4mmTaiLR9tvpn3ae0QVbMHtDGVN2Fk8dPAMXM27clPPYPK8B1mUv4ivi7/GYGjt6AbuaMo9HjyOQlxOS7QriJSwDnQO6kRyaQGRe2fyj6ADrAsKojjtOq5LOpWBiT917YVkr+TOghm0LG7L1v13cP+AEFqHV/1sQ0rSOG3l73iudR+mBh5ggPM3VOb3JqvU4vFaggMMUdHbWO2cxmkhZ9OLy3lzawX7iy3/bruCyw48ye5WQ9nY6QZCTAiPrixjV76Xf50VQlyIg5bfLyJr3wvc2qIZpemjubhZP0Z2cgHQavdbdNn9Mpe4H+GaM7rQLPTwsLfWsiv7Q2bnzSU9MIB+AclsTbuUfbkxpMQ56Bqxjwr7JstCMjAWLisq4rLCYlIqKsh1OPhXs9YsCjHYvP44cy7jll7BpMQ5WbwpHVv5IO9EhnBPq3tp5ap6c9+aV8jk3AcZVlrOgyWBrO77fz9+Ul1fsp7nDj7HQ5nZzC24gyGnDyA0qIRHMh4hwARwX/z/EJCzhX8WLuCgq5Cr8nszvO1pFEd1Y3vFbiYfmEyPkB7cnHDzYftjWNEu9h5cwFNmG7m4iSxrRnlFEh3iitlZuYlS4+WUwhBCAv7Mb7pWdYUabyXNVt3BnTEuMgOdDIocSMfgjiwrXMbGso1cVlDBOQebkdX/7zQLNSwqWMS8vHn09XZj6p7FeKyDShNILAV8FtOJ+2MCKbDFJAcn0zKwJRUVmWwu2UCO09DGHUZZ3jXszmrPoeMEApx5dGr7b/YHVdI1swer866lbYSD9lEO2kY6SAhxEBIA+8t2sLzwOXYGVtCjxEFaxvXERqUwNCmQbrEOjDHklrrZt+plPm7xNTkBLv7U8s9EB//UHbmtbBuT9z+FJ68vL4TH0TN3EeHFewB4MyKMf8THcV9uCWeZzswPHkF6SDLryu5i/BvQKrQjuX+8+8d1nXvuucddQFwJDLPW3lw9fS3Q31p7x5HapJ7S3a6a8yQUZlR9FXyPtyCDkux92IL9hLlzcNTo/igOjKU8oi0B8R0Ia96JPWERzMjfyCmPf4HFy6RrQ7mw1W3s2t2D7B2rOC/6JZbFFLDd5fpxHS4cDEg4l5bOK5izopTSCg9PjDqVi3q1rOoS2LkYyvIgIISd8e35NHc9azLX4DAOWoW34pKOl5ASl/Lj+rxey/vrdvD86vnsKFxDSNAewhxu2rpC6BIZTYuI5gRHJ7GrMp8v07/kQMkBQh1x5GWcwY0ey5/dL+AIi4dzJ0J0G3LfuptZjlymxoVyRecrePD0B30f1hbuh//0Iq/nFTwcG80HO+eDqTpn0C22G+O7/o2nFuUyNuNRrgr4guLffEBk59N/vh6vF3Z9Div/C1vmV51U7jIU+t7IdxExvLx1Np/s/QSPPXy0VKiFdsEJBAV3ZeUOF0kxCYzoHcOag9+wImMFLoeLMV3HcGOPG4kPOcqJy0PqKFl4L9fve5f0gFAyd07k2avPZnBKc7CWt6efxYMBBbj3jOe5MWMY2CXh8PYLJ+Je/jQ3pfRnU0UuLw1/iZTIDpC7m31ZGxn73eMkhDZj5kUzCQ4IpqCskqf+O50JB+8lP74PCbd9AAFBvLZiDxPfWc9Dl/Xk6v7V3T7uCrxP9eHimADyHe1J23gzT445ldPbR8PkU9lREU/+6LcZ1qMleWV5rM5czZacLWSWZPJVxlekF6XTPrQF92d8T7/cDNwdzmNteQvKv19PqmctTry8HdCL5yKj2B+5DxwejHViTdW/5Vnn0inoUqZf35/m1U8Vs9Yy+9kJTA6aT5uwTswc9R7GGK58/V9sqZzFnPQMki+dDimX/PQjtl5Gz72K3JxtzN67n/cCL2N5Sg6rCrbySmUsKfu+xWApNIYbWzZnb2AAf8/KwRkYygMx4cS7opg1/BUiottVdeVu/RBWPAfpqwBDQVgcL7rcfBESzJ7AAOI8XvqWlZOQ34XV8ffw4s0DD7+n0Ipp5C38CxdFn0th1A4sXkICQhgVlMqf1r/G+72e5uLLr/1x8cdXPc6MDTMY2fIs/lLiwGEreTYYXjn4NW0i2vDowEfpFtftx+UrS/OYN/cGphZtYX9AAINanMFpzcZg3LGsy1zGV5nTKKOC24IHcdrAh0huEXHEk/cer4dZn/2Fp/Z+iBvon9+C/QfPg8A4UkP2069sHlNaFbDHFcSz5z/DaYln/mwdk776N69veYnwwqv56LcTCC/NYFf6CsZ+M4nuQfH8OSeOuIwviDcFzPMM4IOWu7jwnUB6teh73B9B1D0gWjntqvHhP04XOSNJ98SQ4YnmoIklKDaRlolJdOmUTFTLjhDTDlw/P6wD2HXNNVR63cRPn0pscCxQNQpn2Y5stqxdQcn3s9le6WSrty3pxalgqwLj/K7N+OMFyUftn6wLr9eSV1pJVEjgT10Qh/B4PSz9fikvrHuBbzK/wVQ2IyGzN686PqZl2S4sMCM8jicSwrig3QU8OvBRnEc7lzLvbvjmZbhrLasLyrj73QWkZzuIcrYnu8jDwLB9vOS5B3P67TD0X8f+BvLTYPUMWP0SFGeC0wXRbSnAsr7ke9ICnGS4mvFRRSdVYEywAAARS0lEQVQCWrWlxGaSXrwHR2AeGIvB0CGqAxckXcCo5FG1C4ZDWcvmebczJnsJncva8l3anTx8eU/OLPuUmzc8RJaN4baeM7nu9KSft/W4YfZ1ZG1bwNh2SbiBu3Nyia4o5bHYGHKcDma6Y2iTciXEJ0P6auzSJ0l3tGRE8f1c1C+FuPAgnvt8B6clxfLKuH6HB/M3L/Py4vt4LC6GNqX3sXF3JEMcq3je9QQr+z1J6vDreWvbWzz89cOUe8oxGKKDokmJT2Fou6GM6DCCwIriqlE5WxZA7m6I7wKdzofTxkFsB0orPKzcu5eXvvuQ9Qc3k1fkIsr24sqep3H7uZ0ICzp8cEZpaSkznu3L1FgnYzuO59TYIfxl2Tj6eHJ5ycbB+M9/1n25+sBqbvjwBi71RhNWuI/XoiKYmJVDv+I43itPZV90KjePHEJC8yBu/Hg8e4qqRvR0q/TyVEYGzT0ecIWDuxy8lVUjffrfWtVdEt6sasTavhXk7v6Od1bt4Ut3NwLb9Oafl/YkIaLGid7yIrxPpPBJRQqPxN7Mv65MIsHZAe/UqiBpfe+3BB7SXee1Xqaumcq0tdMIDgim3FOO13q5vPPlTEidQLgrnJ+xltLVL/Lisn/yakQIhYf8PHqUl3N/0uV0v+Cop0sPs//AOh75+A4+ducQ6vVyalk5AcDXwcFYZyBPD57KgFY+PogBlZ5Krp13CxvyVpLIJVyd2oNn1j6FAye9nQ/y/jfljOwWxT/iFhHy7X95NNpF97mh9GmRetwHRK26mA7VtVM7e83dD/JJuoPvPVGEhYVzXtdmDElpztmd4wl11X6k0p5rrwM47IdYU2mFh51ZRew8WExYkJMuzSNIjPHP0Mv6WJK2hIe+epj04n14K2KIqgjDE5hHSVAR/VoM4JnBU3A5XUdfSe5umNyn6g902EMUl7uZ/Mk2CsoqaRcbwm+3jMdZmA53rILgOoSguwJ2LYFdi+GHPvFmKdDhHDyJA7jn7XW8uToNgMHdmvN/o3vgNeUEOgJrNcz0qLwe/vPqebxgc7gwtxtbDpzJRXFPMzkhmOEJ9/Dohb85ctvKMlh0P9vSl3NfQAGbq99bIpwhPJlwNqftXVP9abdarzGUnPcPJi0+yMyv9+L2Wi7q1ZK/Xdz9529mXg8Fz5zBkLAS+iWexxnhd3HOsuuJ92QS+Id1PLTqUWZtmcWAlgO47ZTb6B7fnSDnUUa+eD1HH0hB1egcpzFHvbBt3/LZPP3NPcwPD8N6gnCZSp7fn0Hfq9+Ddr7fqCZ8PoEPd38IQBebgmP/SMKbd2JwSnNGp7b58VN+pbeSNZlr2Fuwl+HthhKataXqCLs4q2pUT5dhkNjv6AMujuWjv2KXPcXgskdI7Hwq7Q5+xj9KHyLrginEn+F7WPHK/Sv5aM9HRLgiGJQ4iJ4JPY+9naxtlHz6v3y652PKHNAiKJYzhz2J6XR+vcre+P3XzFzzDNuKMyjGQ//Ec7gy+Uq6xnY9artyTzmj3r6dnSVVo+hCaYP7+xvILQjj1nM68qcLkqt+32UF/N+iv9Dm6cX0adaXDq+++uM6jseACKDqJPX5QDpVJ6mvttZuOFKboJad7Rl/fJ4hKc0ZktKcPm1jfH7qro3aBERTVOmt5JO9nzBn87tkFB8gLDCMa7qPYnjScAKdgcdeAcDbt8CmuXDXOgg75BP7t6/Ce7fDZc/BKWP8Wre1lgMF5USFBBLiqt9tAI6msjSP8XMuZK27gJvz85kVGUnLyM7MvOKdWl9D4LVelqYvxWIZ0HLAT2FbUN2lGRgKzX76Y07PK6Wk3E3n5kd5MMvWRUydfzPPxEQxK/Zsuq9+DS55iucDypn87WSuS7mOP6b+EYf5da9hLZp3D5N2v8E2VyQPH8ygQ/IIuHL6kZevKOLbzG9JikoiMTyxca8vKsqEKf1Id7RiVNl9PG8fpH1IOSF3r4F63qTuqEpyqoaoB0U02BD1Y7HWsmjLZp5avI6K0njaxERw1+AuP3tq3Nwdc6m47S/0jO9J8uuzf5x/3AUEgDHmQuA/VA1znW6tPWqfRs9T+9i13672y855vAaEXxzcAlNPh16j4LJnq+aV5sHTqVWH/zctbLQ/hF8irzSXa+dezu6yLGKDYpg65Bm6x3U/dsOGZC1Fn/yN4XvfpFNFJY+1GsLriV15ft3zjOgwgofOeqhx3my9XnjnFkj7GrpdAmff7XPIdZO1bg68NQ6CoqA8H0ZOgd5HuSjxJLEiYwX7rr+B5Jiu9HzjpwE9tQ2IJnWhnLV2PjC/tssHBThOuiujG0RCMgz8E3z+CHQdAZ2HwJwboSQbfjPnuAwHgOiQGN656iNK3CVEBEY0jX3FGMIH/507l7r43+2zODf3C8j9gss6XcYDAx5ovBodDrji+cbZtj/0uKKqS/PgZhj456rzMkLz0ObsAyq9FfVq36QCQhrR2X+qOvE5+zqISoS8PTByKrQ6tbEr+0UCHAFEuvwzgMCfRp05kVNTrmLh7oV0ju7MsPbDGruk45sxcMnkxq6iyWkW2gyACo8CQn6JABdcPRtWPg/bP4bT74DeRzmZK79Yl5gudInpcuwFReopNDCUABOggBA/iGwJ5/+16ktETgiBThcV3vo9x+OEvd23iIiAyxFIZT2PIBQQIiInMJfTRUU9T1IrIERETmAuh4tKbyWVnrp3MykgREROYD9c4Lm/uO5PAlRAiIicwH541seGnCPelOKIFBAiIiewkMBQHDhYd3BdndsqIERETmAODKGBoazLUkCIiEgNYYFhbMzeSGUdr4dQQIiInODCA8Mp95SzPXd7ndopIERETnBhgVUPSqtrN5MCQkTkBOdyBhETFMPag2vr1E4BISJygjNAz4SeOoIQEZGf6xnfk135uyisKKx1GwWEiMhJoFd8LyyWDdm1v2BOASEichLoHl/1uN26XDCngBAROQlEBUWRFJnE2qzan6huUgFhjOlmjHnWGDPHGHNbY9cjInIi6Rnf89c/gjDGTDfGZBpj1teYP8wYs8UYs90Yc8+x1mOt3WStvRUYBZzpj9pERKRKz4SeZJdl13p5fx1BzAAOe+q6McYJTAGGAynAWGNMSvVrPY0x82p8Nat+7RLgA2C+n2oTERGqTlTXhV+eSW2tXWKMSaoxux+w3Vq7E8AYMwsYCWy01q4DRhxhXXOBucaYD4DX/VFfbZSsXAnAnmuv+7U2KSLS4Mo2bya4a1cAusR0weVw1bqtXwLiCFoD+w6ZTgP6H62BMWYQcDkQxBGOIIwx44EJQHR0dDSLFy/2R600r/43Ly/PL+sTEWkSWrQgr0tndlW/V7YKaMU3fFOrprUKCGPMx0ALHy9NtNa+V8syj8lauxhYfIxlpgHTAFJTU+2gQYP8s/HNm/yzHhGRJiw+K555zKvVsrUKCGvt4HrUkQ60OWQ6sXqeiIg0kh7xPWq9bEMOc10JdDbGtDfGuIAxwNwG3J6IiPiRv4a5zgSWA8nGmDRjzDhrrRu4A1gIbAJmW2vr/lBUERFpFP4axTT2CPPno+GqIiLHpSZ1JbWIiDQdCggREfFJASEiIj4pIERExCcFhIiI+KSAEBERnxQQIiLikwJCRER8UkCIiIhPCggREfFJASEiIj4pIERExCcFhIiI+KSAEBERnxQQIiLikwJCRER8UkCIiIhPfnminL8YYy4FLgIigRestYsauSQRkZOWv55JPd0Yk2mMWV9j/jBjzBZjzHZjzD3HWo+19l1r7W+BW4HR/qhNRETqx19dTDOAYYfOMMY4gSnAcCAFGGuMSal+racxZl6Nr2aHNL+/uq2IiDQSv3QxWWuXGGOSaszuB2y31u4EMMbMAkYCG62164ARNddjjDHAw8ACa+03vrZljBkPTACio6OjWbx4sT++BRERqaEhz0G0BvYdMp0G9D9GmzuBwUCUMaaTtfbZmgtYa6cB0wBSU1PtoEGD/FOtiIgcplYBYYz5GGjh46WJ1tr3/FWMtXYyMNlf6xMRkfqrVUBYawfXY93pQJtDphOr54mIyHGgIa+DWAl0Nsa0N8a4gDHA3AbcnoiI+JG/hrnOBJYDycaYNGPMOGutG7gDWAhsAmZbazf4Y3siItLw/DWKaewR5s8H5vtjGyIi8uvSrTZERMQnBYSIiPikgBAREZ8UECIi4pMCQkREfFJAiIiITwoIERHxSQEhIiI+KSBERMQnBYSIiPikgBAREZ8UECIi4pMCQkREfFJAiIiITwoIERHxSQEhIiI+NamAMMZ0MMa8YIyZ09i1iIic7Pz1yNHpxphMY8z6GvOHGWO2GGO2G2PuOdZ6rLU7rbXj/FGTiIj8Mv46gpgBDDt0hjHGCUwBhgMpwFhjTEr1az2NMfNqfDXzUy0iIuIH/nom9RJjTFKN2f2A7dbanQDGmFnASGCjtXYdMMIf2xYRkYbhl4A4gtbAvkOm04D+R2tgjIkD/gX0Nsbca62d5GOZ8cAEIDo6OprFixf7r2IREflRrQLCGPMx0MLHSxOtte/5qxhrbTZw6zGWmQZMA0hNTbWDBg3y1+ZFROQQtQoIa+3geqw7HWhzyHRi9TwRETkONOQw15VAZ2NMe2OMCxgDzG3A7YmIiB/5a5jrTGA5kGyMSTPGjLPWuoE7gIXAJmC2tXaDP7YnIiINz1+jmMYeYf58YL4/tiEiIr+uJnUltYiINB0KCBER8UkBISIiPikgRETEJwWEiIj4pIAQERGfFBAiIuKTAkJERHxSQIiIiE8KCBER8UkBISIiPikgRETEJwWEiIj4pIAQERGfFBAiIuKTAkJERHzyywOD/MUYEwZMBSqAxdba1xq5JBGRk1aDHkEYY6YbYzKNMetrzB9mjNlijNlujLnnkJcuB+ZYa38LXNKQtYmIyNE1dBfTDGDYoTOMMU5gCjAcSAHGGmNSql9OBPZV/9/TwLWJiMhRNGhAWGuXADk1ZvcDtltrd1prK4BZwMjq19KoCokGr01ERI6uMc5BtOanowSoCoX+1f9/G3jaGHMR8L6vxsaY8cAEIBqoNMasbcBaf6koIL8Jr78+7evSpjbLHm2Z+rwWD2TVqrrGoX3i6Mv+kte1T9R+3e1q1dpaW+8v4GNgvY+vkYcskwSsP2T6SuC/h0xfCzxdz+2v+iX1N/QXMK0pr78+7evSpjbLHm2Z+rymfeL43id+yevaJ/y/7l90BGGtHVyPZulAm0OmE6vnnYh8HgU1ofXXp31d2tRm2aMtU9/XmjLtEw33uvYJP6/bVKdMgzHGJAHzrLU9qqcDgK3A+VQFw0rgamvthnqse5W1NtV/1crxTvuE1KR9ov4aepjrTGA5kGyMSTPGjLPWuoE7gIXAJmB2fcKh2jQ/lSonDu0TUpP2iXpq8CMIERE5PmkoqYiI+KSAEBERnxQQIiLi0wkVEMaYMGPMS8aY540xv2nseqTxGWM6GGNeMMbMaexapGkwxlxa/R7xhjHmgsaupylr8gFRxxv+6WZ/J4G67BO26pYu4xqnUvm11HGfeLf6PeJWYHRj1Hu8aPIBQd1u+Keb/Z0cZlC3m0DKiW8Gdd8n7q9+XY6gyQeErdsN/3Szv5NAHfcJOQnUZZ8wVR4BFlhrv/m1az2eHK9vor5u+Neaqpv9XWGMeYbj97J7qR+f+4QxJs4Y8yzQ2xhzb+OUJo3kSO8TdwKDgSuNMbc2RmHHiyb1RLlfylpbDNzY2HVI02Gtzaaqr1kEAGvtZGByY9dxPDhejyBOphv+Se1on5CatE/8QsdrQKwEOhtj2htjXMAYYG4j1ySNS/uE1KR94hdq8gHxK9zwT44z2iekJu0TDUM36xMREZ+a/BGEiIg0DgWEiIj4pIAQERGfFBAiIuKTAkJERHxSQIiIiE8KCBER8UkBISIiPikgRETEp/8Hk/tsHIqAqeUAAAAASUVORK5CYII=\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", " tmin,tmax,dmax=1.4,310,0.001\n", " plt.plot([tmin,tmax,tmax,tmin,tmin], [-dmax,-dmax,dmax,dmax,-dmax], '-')\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 2.7", "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 }