Created
October 18, 2018 17:35
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Convert Direct + Diffuse Horizontal to MRT Delta #Hack
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| import math | |
| def convertFluxToTemp(diffuse_horiz, direct_horizontal, altitude, cloA=0.7, fracEff=0.725, radTransCoeff=6.012, a_d=1.8): | |
| if altitude > 0: | |
| dir_norm = direct_horizontal / (math.sin(math.radians(altitude))) | |
| a_p = splineStand(90, int(altitude)) | |
| dir_rad_on_bod = (a_p * dir_norm) / a_d | |
| diff_rad_on_bod = diffuse_horiz * 0.5 * fracEff | |
| radiantFlux = dir_rad_on_bod + diff_rad_on_bod | |
| ERFsolar = (radiantFlux * cloA)/0.95 | |
| avgRTDelt = (ERFsolar/(fracEff*radTransCoeff)) | |
| else: | |
| avgRTDelt = 0 | |
| return avgRTDelt | |
| def splineStand(az, alt): | |
| spline_stand = [[0.45675000000000016, 0.45849193333333343, 0.4599670666666667, 0.46117954285714297, 0.46213350476190485, 0.4628330952380953, 0.4632824571428572, 0.4634857333333333, 0.4634470666666666, 0.46317059999999993, 0.4626604761904761, 0.4619208380952381, 0.46095582857142847, 0.4597695904761905, 0.4583662666666667, 0.45674999999999993, 0.4549249333333332, 0.4528952095238094, 0.45066497142857137, 0.44823836190476185, 0.44561952380952374, 0.44281259999999995, 0.43982173333333324, 0.4366510666666666, 0.4333047428571428, 0.42978690476190473, 0.42610169523809527, 0.4222532571428571, 0.41824573333333337, 0.41408326666666667, 0.40977, 0.40531211999999994, 0.40072398857142866, 0.39602201142857146, 0.3912225942857143, 0.38634214285714286, 0.3813970628571429, 0.37640376000000003, 0.3713786400000001, 0.3663381085714286, 0.36129857142857147, 0.3562764342857143, 0.35128810285714296, 0.346349982857143, 0.3414784800000001, 0.33669000000000016, 0.3319958666666668, 0.3273870761904763, 0.32284954285714296, 0.3183691809523811, 0.3139319047619049, 0.30952362857142873, 0.3051302666666668, 0.3007377333333335, 0.2963319428571431, 0.2918988095238097, 0.2874242476190478, 0.2828941714285717, 0.2782944952380954, 0.27361113333333353, 0.26883000000000024, 0.26394060000000025, 0.2589468000000002, 0.25385605714285736, 0.24867582857142873, 0.2434135714285716, 0.23807674285714303, 0.23267280000000012, 0.2272092000000001, 0.2216934000000001, 0.21613285714285727, 0.21053502857142867, 0.2049073714285715, 0.19925734285714294, 0.19359240000000008, 0.18792000000000006, 0.18224760000000007, 0.17658265714285717, 0.17093262857142857, 0.16530497142857142, 0.15970714285714288, 0.15414659999999997, 0.14863079999999995, 0.1431672, 0.13776325714285714, 0.13242642857142856, 0.12716417142857142, 0.12198394285714287, 0.1168932, 0.1118994, 0.10701000000000002], | |
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| [0.45324877243287787, 0.45507158744458404, 0.45661911042664227, 0.45789477750638774, 0.4589020248111552, 0.45964428846827987, 0.4601250046050967, 0.46034760934894065, 0.4603155388271469, 0.46003222916705055, 0.4595011164959866, 0.45872563694128987, 0.45770922663029573, 0.4564553216903389, 0.45496735824875456, 0.4532487724328778, 0.4513030003700435, 0.4491334781875869, 0.44674364201284295, 0.4441369279731465, 0.44131677219583293, 0.43828661080823705, 0.4350498799376939, 0.4316100157115385, 0.42797045425710617, 0.4241346317017316, 0.4201059841727499, 0.41588794779749627, 0.41148395870330556, 0.4068974530175129, 0.4021318668674533, 0.39719353447967937, 0.3921003824776153, 0.386873235583902, 0.3815329185211811, 0.376100256012094, 0.3705960727792823, 0.36504119354538717, 0.35945644303305013, 0.35386264596491274, 0.3482806270636163, 0.34273121105180226, 0.3372352226521121, 0.3318134865871872, 0.3264868275796689, 0.3212760703521989, 0.31619561864571016, 0.3112341922743032, 0.30637409007036986, 0.30159761086630227, 0.2968870534944926, 0.292224716787333, 0.2875928995772154, 0.28297390069653194, 0.27835001897767475, 0.27370355325303575, 0.26901680235500713, 0.26427206511598106, 0.25945164036834945, 0.25453782694450444, 0.2495129236768382, 0.24436469972155994, 0.23910280553014795, 0.23374236187789768, 0.22829848954010473, 0.22278630929206442, 0.2172209419090724, 0.21161750816642405, 0.20599112883941492, 0.20035692470334052, 0.19473001653349623, 0.18912552510517763, 0.1835585711936802, 0.17804427557429933, 0.17259775902233068, 0.16723414231306963, 0.16196854622181167, 0.1568160915238523, 0.15179189899448703, 0.14691108940901132, 0.14218878354272066, 0.13764010217091058, 0.1332801660688765, 0.12912409601191396, 0.12518701277531846, 0.12148403713438545, 0.11803028986441041, 0.1148408917406889, 0.1119309635385163, 0.10931562603318817, 0.10701], | |
| [0.4528350000000001, 0.45463612555555566, 0.45616600444444455, 0.4574278542857145, 0.45842489269841274, 0.4591603373015874, 0.4596374057142858, 0.45985931555555565, 0.45982928444444443, 0.45955052999999996, 0.4590262698412699, 0.45825972158730166, 0.4572541028571428, 0.4560126312698413, 0.4545385244444445, 0.45283500000000004, 0.45090527555555554, 0.4487525687301587, 0.44638009714285715, 0.44379107841269844, 0.44098873015873014, 0.43797627, 0.4347569155555555, 0.43133388444444437, 0.4277103942857143, 0.4238896626984128, 0.4198749073015873, 0.41566934571428577, 0.4112761955555556, 0.4066986744444444, 0.40194, 0.39700635888888886, 0.39191581396825403, 0.38668939714285716, 0.3813481403174603, 0.3759130753968254, 0.3704052342857143, 0.36484564888888893, 0.3592553511111111, 0.3536553728571429, 0.34806674603174603, 0.34251050253968246, 0.3370076742857143, 0.3315792931746032, 0.3262463911111111, 0.32103, 0.3159446888888889, 0.3109791753968254, 0.3061157142857143, 0.30133656031746026, 0.29662396825396825, 0.29196019285714286, 0.2873274888888889, 0.2827081111111111, 0.27808431428571434, 0.2734383531746032, 0.26875248253968254, 0.2640089571428572, 0.25919003174603183, 0.2542779611111111, 0.24925500000000003, 0.24410888555555557, 0.23884928444444448, 0.23349134571428576, 0.22805021841269843, 0.2225410515873016, 0.21697899428571432, 0.2113791955555555, 0.20575680444444444, 0.20012697, 0.19450484126984124, 0.18890556730158728, 0.18334429714285713, 0.17783617984126984, 0.17239636444444442, 0.16704000000000002, 0.16178223555555554, 0.1566382201587302, 0.15162310285714284, 0.1467520326984127, 0.1420401587301587, 0.13750262999999996, 0.1331545955555555, 0.12901120444444442, 0.1250876057142857, 0.12139894841269841, 0.11796038158730159, 0.1147870542857143, 0.11189411555555553, 0.10929671444444444, 0.10701]] | |
| return spline_stand[az][alt] |
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