Function{ DefineFunction[temperature, qSurf, qSurfInt, tref, h, hr, _radiation, _blocker_if_no_checkbox_selected, _convection, h_, hr_, _flux, qSurf_, _flow, qSurfInt_, resistance_thermal, Gauge, MVP_3D, ElPot, resistance_electric, V_3D, I_3D, qVol, _velocityEffects, Velocity_x, Velocity_y, Velocity_z, Omega_Z, lambda, cp, rho, _phaseCalculation, ATemp1, ATemp3, MartStart, StartTime, EndTime, mu, BHModel, useBHModel, useTForMagFlux, TCurie, TCurieExponent, useSteinmetzLosses, steinmetz_k, steinmetz_a, steinmetz_b, sigma, mu_C, a_litz, Nc, FillFactor, cross_section_area, I_str, Ds, Fs, Gs, c0, eps0, mu0, nu0, sb_constant, linear_transform]; Ds[] = InterpolationLinear[$1]{0.000000, 0.000000, 0.500000, 0.097477, 1.000000, 1.410010, 1.500000, 5.076740, 2.000000, 9.281730, 2.500000, 12.687200, 3.000000, 15.710500, 3.500000, 18.755100, 4.000000, 21.882500, 4.500000, 25.041500, 5.000000, 28.198500, 5.500000, 31.348300, 6.000000, 34.494700, 6.500000, 37.640300, 7.000000, 40.785700, 7.500000, 43.930900, 8.000000, 47.075600, 8.500000, 50.219900, 9.000000, 53.364000, 9.500000, 56.507800, 10.000000, 59.651400, 15.000000, 91.080100, 20.000000, 122.503000, 25.000000, 153.922000, 30.000000, 185.341000, 35.000000, 216.759000, 40.000000, 248.176000, 45.000000, 279.593000, 50.000000, 311.010000, 55.000000, 342.426000, 60.000000, 373.843000, 65.000000, 405.259000, 70.000000, 436.676000, 75.000000, 468.092000, 80.000000, 499.508000, 85.000000, 530.925000, 90.000000, 562.341000, 95.000000, 593.757000, 100.000000, 625.173000}; Fs[] = InterpolationLinear[$1]{0.000000, 1.000000, 0.500000, 1.000330, 1.000000, 1.005190, 1.500000, 1.025820, 2.000000, 1.078160, 2.500000, 1.175380, 3.000000, 1.318090, 3.500000, 1.492020, 4.000000, 1.677870, 4.500000, 1.862750, 5.000000, 2.042730, 5.500000, 2.218930, 6.000000, 2.393590, 6.500000, 2.568160, 7.000000, 2.743190, 7.500000, 2.918670, 8.000000, 3.094450, 8.500000, 3.270370, 9.000000, 3.446380, 9.500000, 3.622450, 10.000000, 3.798580, 15.000000, 5.562080, 20.000000, 7.327670, 25.000000, 9.094130, 30.000000, 10.861000, 35.000000, 12.628200, 40.000000, 14.395400, 45.000000, 16.162800, 50.000000, 17.930300, 55.000000, 19.697800, 60.000000, 21.465400, 65.000000, 23.233000, 70.000000, 25.000600, 75.000000, 26.768300, 80.000000, 28.535900, 85.000000, 30.303600, 90.000000, 32.071300, 95.000000, 33.839000, 100.000000, 35.606700, 150.000000, 53.283900, 200.000000, 70.961300, 250.000000, 88.638900, 300.000000, 106.316000, 350.000000, 123.994000, 400.000000, 141.672000, 450.000000, 159.349000, 500.000000, 177.027000, 550.000000, 194.705000, 600.000000, 212.382000, 650.000000, 230.060000, 700.000000, 247.738000, 750.000000, 265.415000, 800.000000, 283.093000, 850.000000, 300.771000, 900.000000, 318.448000, 950.000000, 336.126000, 1000.000000, 353.804000, 1500.000000, 530.580000, 2000.000000, 707.357000, 2500.000000, 884.134000, 3000.000000, 1060.910000, 3500.000000, 1237.690000, 4000.000000, 1414.460000, 4500.000000, 1591.240000, 5000.000000, 1768.020000, 5500.000000, 1944.790000, 6000.000000, 2121.570000, 6500.000000, 2298.350000, 7000.000000, 2475.120000, 7500.000000, 2651.900000, 8000.000000, 2828.680000, 8500.000000, 3005.450000, 9000.000000, 3182.230000, 9500.000000, 3359.010000, 10000.000000, 3535.780000, 100000.000000, 35355.600000, 1000000.000000, 353554.000000}; Gs[] = InterpolationLinear[$1]{0.000000, 0.000000, 0.500000, 0.019242, 1.000000, 0.299846, 1.500000, 1.364700, 2.000000, 3.403980, 2.500000, 5.820430, 3.000000, 7.993550, 3.500000, 9.841280, 4.000000, 11.531200, 4.500000, 13.200800, 5.000000, 14.903000, 5.500000, 16.638000, 6.000000, 18.389700, 6.500000, 20.145100, 7.000000, 21.898100, 7.500000, 23.648200, 8.000000, 25.396300, 8.500000, 27.143500, 9.000000, 28.890500, 9.500000, 30.637400, 10.000000, 32.384200, 15.000000, 49.845200, 20.000000, 67.299500, 25.000000, 84.751000, 30.000000, 102.201000, 35.000000, 119.650000, 40.000000, 137.099000, 45.000000, 154.547000, 50.000000, 171.995000, 55.000000, 189.443000, 60.000000, 206.891000, 65.000000, 224.339000, 70.000000, 241.787000, 75.000000, 259.234000, 80.000000, 276.682000, 85.000000, 294.129000, 90.000000, 311.577000, 95.000000, 329.024000, 100.000000, 346.471000, 150.000000, 520.945000, 200.000000, 695.417000, 250.000000, 869.889000, 300.000000, 1044.360000, 350.000000, 1218.830000, 400.000000, 1393.300000, 450.000000, 1567.780000, 500.000000, 1742.250000, 550.000000, 1916.720000, 600.000000, 2091.190000, 650.000000, 2265.660000, 700.000000, 2440.130000, 750.000000, 2614.610000, 800.000000, 2789.080000, 850.000000, 2963.550000, 900.000000, 3138.020000, 950.000000, 3312.490000, 1000.000000, 3486.960000, 1500.000000, 5231.680000, 2000.000000, 6976.400000, 2500.000000, 8721.110000, 3000.000000, 10465.800000, 3500.000000, 12210.500000, 4000.000000, 13955.300000, 4500.000000, 15700.000000, 5000.000000, 17444.700000, 5500.000000, 19189.400000, 6000.000000, 20934.100000, 6500.000000, 22678.800000, 7000.000000, 24423.600000, 7500.000000, 26168.300000, 8000.000000, 27913.000000, 8500.000000, 29657.700000, 9000.000000, 31402.400000, 9500.000000, 33147.100000, 10000.000000, 34891.900000, 100000.000000, 348941.000000, 1000000.000000, 3489430.000000}; c0 = 2.997924e+08; eps0 = 8.854188e-12; mu0 = 1.256600e-06; nu0 = 7.957747e+05; sb_constant = 5.680000e-08; GeomCoeff[] = 1.000000; symmFactor[] = 1.000000; FreqFunc[] = 3.000000e+03*1.000000; Freq = 3.000000e+03*1.000000; FreqFactor = 1.000000; rmsCoeff[] = Sqrt[2]; h[induAir] = 1.000000e+01; tref[induAir] = 2.200000e+01; h[induCool] = 3.000000e+03; tref[induCool] = 2.200000e+01; qSurf[t1] = 0.000000e+00; qSurf[t2] = 0.000000e+00; _blocker_if_no_checkbox_selected[wpAir] = 0; _convection[wpAir] = 1; _flow[wpAir] = 0; _flux[wpAir] = 0; _radiation[wpAir] = 1; h[wpAir] = 1.000000e+01; hr[wpAir] = 8.000000e-01; qSurfInt[wpAir] = 0.000000e+00; qSurf[wpAir] = 0.000000e+00; tref[wpAir] = 2.200000e+01; Omega_Z[air] = 0.000000e+00; Velocity_x[air] = 0.000000e+00; Velocity_y[air] = 0.000000e+00; Velocity_z[air] = 0.000000e+00; _velocityEffects[air] = 0; qVol[air] = 0.000000e+00; Omega_Z[indu] = 0.000000e+00; Velocity_x[indu] = 0.000000e+00; Velocity_y[indu] = 0.000000e+00; Velocity_z[indu] = 0.000000e+00; _velocityEffects[indu] = 0; qVol[indu] = 0.000000e+00; Omega_Z[wp] = 0.000000e+00; Velocity_x[wp] = 0.000000e+00; Velocity_y[wp] = 0.000000e+00; Velocity_z[wp] = 0.000000e+00; _velocityEffects[wp] = 0; qVol[wp] = 0.000000e+00; volume[wp] = 3.09126e-05; centroidX[wp] = 0.154932; centroidY[wp] = -1.49472e-10; centroidZ[wp] = 0.00249459; volume[indu] = 1.18456e-05; centroidX[indu] = 0.15401; centroidY[indu] = -4.97438e-05; centroidZ[indu] = 0.0196606; volume[air] = 0.0101572; centroidX[air] = 0.14998; centroidY[air] = 5.80159e-08; centroidZ[air] = -3.05208e-05; area[t2] = 2.4e-05; centroidX[t2] = 0.147315; centroidY[t2] = 0.0065; centroidZ[t2] = 0.085; area[t1] = 2.4e-05; centroidX[t1] = 0.147315; centroidY[t1] = -0.0065; centroidZ[t1] = 0.085; area[airInf] = 0.289952; centroidX[airInf] = 0.15; centroidY[airInf] = 1.46576e-18; centroidZ[airInf] = -1.40713e-05; area[wpAir] = 0.00746596; centroidX[wpAir] = 0.15492; centroidY[wpAir] = -1.4633e-10; centroidZ[wpAir] = 0.000908974; area[induCool] = 0.00983707; centroidX[induCool] = 0.154007; centroidY[induCool] = -5.00146e-05; centroidZ[induCool] = 0.019586; area[induAir] = 0.013794; centroidX[induAir] = 0.154009; centroidY[induAir] = -5.00606e-05; centroidZ[induAir] = 0.0196178; area[t1_CH] = 2.4e-05; centroidX[t1_CH] = 0.147315; centroidY[t1_CH] = -0.0065; centroidZ[t1_CH] = 0.085; cp[indu] = InterpolationLinear[$1]{-10000000000.000000, 380.899994, 20.000000, 380.900000, 100.000000, 391.000000, 200.000000, 401.100000, 300.000000, 410.100000, 400.000000, 418.000000, 500.000000, 423.600000, 600.000000, 429.200000, 700.000000, 434.800000, 800.000000, 440.400000, 900.000000, 444.900000, 1000.000000, 448.300000, 1100.000000, 411.200000, 1200.000000, 393.300000, 1300.000000, 370.800000, 10000000000.000000, 370.799988}; lambda[indu] = InterpolationLinear[$1]{-10000000000.000000, 395.000000, 20.000000, 395.000000, 100.000000, 387.000000, 200.000000, 380.000000, 300.000000, 373.000000, 400.000000, 366.000000, 500.000000, 360.000000, 600.000000, 353.000000, 700.000000, 347.000000, 800.000000, 341.000000, 900.000000, 335.000000, 1000.000000, 330.000000, 1100.000000, 324.000000, 1200.000000, 319.000000, 1300.000000, 313.000000, 10000000000.000000, 313.000000}; rho[indu] = 8900.000000; cp[wp] = InterpolationLinear[$1]{-10000000000.000000, 463.269989, 25.000000, 463.270000, 30.000000, 465.330000, 35.000000, 467.360000, 40.000000, 469.360000, 45.000000, 471.340000, 50.000000, 473.280000, 55.000000, 475.210000, 60.000000, 477.110000, 65.000000, 479.000000, 70.000000, 480.870000, 75.000000, 482.730000, 80.000000, 484.580000, 85.000000, 486.410000, 90.000000, 488.230000, 95.000000, 490.050000, 100.000000, 491.860000, 105.000000, 493.670000, 110.000000, 495.470000, 115.000000, 497.280000, 120.000000, 499.070000, 125.000000, 500.870000, 130.000000, 502.670000, 135.000000, 504.480000, 140.000000, 506.280000, 145.000000, 508.090000, 150.000000, 509.900000, 155.000000, 511.720000, 160.000000, 513.540000, 165.000000, 515.370000, 170.000000, 517.210000, 175.000000, 519.060000, 180.000000, 520.910000, 185.000000, 522.780000, 190.000000, 524.650000, 195.000000, 526.540000, 200.000000, 528.430000, 205.000000, 530.340000, 210.000000, 532.260000, 215.000000, 534.200000, 220.000000, 536.150000, 225.000000, 538.110000, 230.000000, 540.090000, 235.000000, 542.080000, 240.000000, 544.090000, 245.000000, 546.110000, 250.000000, 548.150000, 255.000000, 550.210000, 260.000000, 552.280000, 265.000000, 554.380000, 270.000000, 556.490000, 275.000000, 558.620000, 280.000000, 560.770000, 285.000000, 562.940000, 290.000000, 565.140000, 295.000000, 567.350000, 300.000000, 569.590000, 305.000000, 571.840000, 310.000000, 574.120000, 315.000000, 576.420000, 320.000000, 578.750000, 325.000000, 581.100000, 330.000000, 583.480000, 335.000000, 585.880000, 340.000000, 588.310000, 345.000000, 590.760000, 350.000000, 593.240000, 355.000000, 595.750000, 360.000000, 598.280000, 365.000000, 600.850000, 370.000000, 603.440000, 375.000000, 606.060000, 380.000000, 608.720000, 385.000000, 611.400000, 390.000000, 614.120000, 395.000000, 616.870000, 400.000000, 619.650000, 405.000000, 622.470000, 410.000000, 625.330000, 415.000000, 628.220000, 420.000000, 631.140000, 425.000000, 634.110000, 430.000000, 637.110000, 435.000000, 640.150000, 440.000000, 643.230000, 445.000000, 646.360000, 450.000000, 649.520000, 455.000000, 652.730000, 460.000000, 655.990000, 465.000000, 659.290000, 470.000000, 662.640000, 475.000000, 666.040000, 480.000000, 669.480000, 485.000000, 672.980000, 490.000000, 676.530000, 495.000000, 680.140000, 500.000000, 683.800000, 505.000000, 687.530000, 510.000000, 691.310000, 515.000000, 695.150000, 520.000000, 699.050000, 525.000000, 703.020000, 530.000000, 707.060000, 535.000000, 711.170000, 540.000000, 715.360000, 545.000000, 719.610000, 550.000000, 723.950000, 555.000000, 728.360000, 560.000000, 732.860000, 565.000000, 737.440000, 570.000000, 742.120000, 575.000000, 746.880000, 580.000000, 751.740000, 585.000000, 756.710000, 590.000000, 761.770000, 595.000000, 766.950000, 600.000000, 786.400000, 605.000000, 792.210000, 610.000000, 798.170000, 615.000000, 804.080000, 620.000000, 810.440000, 625.000000, 816.810000, 630.000000, 823.230000, 635.000000, 829.960000, 640.000000, 836.710000, 645.000000, 843.810000, 650.000000, 851.100000, 655.000000, 858.340000, 660.000000, 866.100000, 665.000000, 873.980000, 670.000000, 882.240000, 675.000000, 890.620000, 680.000000, 899.170000, 685.000000, 908.060000, 690.000000, 917.250000, 695.000000, 926.640000, 700.000000, 936.300000, 705.000000, 946.390000, 710.000000, 956.780000, 730.000000, 1150.860000, 735.000000, 1145.870000, 740.000000, 1135.220000, 745.000000, 1117.300000, 750.000000, 592.640000, 755.000000, 593.410000, 760.000000, 594.250000, 765.000000, 594.920000, 770.000000, 595.880000, 775.000000, 596.760000, 780.000000, 597.490000, 785.000000, 598.240000, 790.000000, 599.030000, 795.000000, 599.770000, 800.000000, 600.600000, 805.000000, 601.310000, 810.000000, 602.100000, 815.000000, 602.890000, 820.000000, 603.720000, 825.000000, 604.580000, 830.000000, 605.430000, 835.000000, 606.240000, 840.000000, 607.130000, 845.000000, 607.900000, 850.000000, 608.680000, 855.000000, 609.570000, 860.000000, 610.350000, 865.000000, 611.060000, 870.000000, 611.920000, 875.000000, 612.760000, 880.000000, 613.780000, 885.000000, 614.520000, 890.000000, 615.380000, 895.000000, 616.160000, 900.000000, 617.030000, 905.000000, 617.890000, 910.000000, 618.710000, 915.000000, 619.610000, 920.000000, 620.340000, 925.000000, 621.280000, 930.000000, 622.290000, 935.000000, 623.120000, 940.000000, 623.930000, 945.000000, 624.810000, 950.000000, 625.850000, 955.000000, 626.590000, 960.000000, 627.570000, 965.000000, 628.360000, 970.000000, 629.260000, 975.000000, 630.210000, 980.000000, 631.150000, 985.000000, 632.020000, 990.000000, 633.000000, 995.000000, 633.930000, 1000.000000, 634.840000, 1005.000000, 635.810000, 1010.000000, 636.760000, 1015.000000, 637.690000, 1020.000000, 638.670000, 1025.000000, 639.580000, 1030.000000, 640.490000, 1035.000000, 641.490000, 1040.000000, 642.550000, 1045.000000, 643.470000, 1050.000000, 644.400000, 1055.000000, 645.380000, 1060.000000, 646.370000, 1065.000000, 647.370000, 1070.000000, 648.400000, 1075.000000, 649.360000, 1080.000000, 650.340000, 1085.000000, 651.410000, 1090.000000, 652.410000, 1095.000000, 653.600000, 1100.000000, 654.590000, 1105.000000, 655.600000, 1110.000000, 656.630000, 1115.000000, 657.690000, 1120.000000, 658.740000, 1125.000000, 659.800000, 1130.000000, 650.630000, 1135.000000, 651.430000, 1140.000000, 652.240000, 1145.000000, 653.050000, 1150.000000, 653.860000, 1155.000000, 654.670000, 1160.000000, 655.490000, 1165.000000, 656.300000, 1170.000000, 657.120000, 1175.000000, 657.940000, 1180.000000, 658.760000, 1185.000000, 659.580000, 1190.000000, 660.410000, 1195.000000, 661.240000, 1200.000000, 662.070000, 1205.000000, 662.900000, 1210.000000, 663.740000, 1215.000000, 664.570000, 1220.000000, 665.410000, 1225.000000, 666.250000, 1230.000000, 667.110000, 1235.000000, 667.970000, 1240.000000, 668.820000, 1245.000000, 669.670000, 1250.000000, 670.550000, 1255.000000, 671.420000, 1260.000000, 672.300000, 1265.000000, 673.180000, 1270.000000, 674.070000, 1275.000000, 674.950000, 1280.000000, 675.840000, 1285.000000, 676.740000, 1290.000000, 677.640000, 1295.000000, 678.550000, 1300.000000, 679.460000, 1305.000000, 680.370000, 1310.000000, 681.280000, 1315.000000, 682.210000, 1320.000000, 683.140000, 1325.000000, 684.070000, 1330.000000, 685.010000, 1335.000000, 686.200000, 1340.000000, 686.900000, 1345.000000, 687.850000, 1350.000000, 688.810000, 1355.000000, 689.780000, 1360.000000, 690.760000, 1365.000000, 691.740000, 1370.000000, 692.730000, 1375.000000, 693.720000, 1380.000000, 694.720000, 1385.000000, 695.730000, 1390.000000, 696.760000, 1395.000000, 2015.630000, 1400.000000, 1170.600000, 1405.000000, 1369.840000, 1410.000000, 1585.060000, 1415.000000, 1794.250000, 1420.000000, 1996.010000, 1425.000000, 2195.980000, 1430.000000, 2404.270000, 1435.000000, 2631.080000, 1440.000000, 2886.590000, 1445.000000, 3183.070000, 1450.000000, 3531.990000, 1455.000000, 3952.020000, 1460.000000, 4466.970000, 1465.000000, 5109.230000, 1470.000000, 5929.680000, 1475.000000, 7000.640000, 1480.000000, 8434.160000, 1485.000000, 805.700000, 1490.000000, 807.970000, 1495.000000, 810.250000, 1500.000000, 812.560000, 1505.000000, 814.890000, 1510.000000, 817.240000, 1515.000000, 819.610000, 1520.000000, 822.000000, 1525.000000, 824.410000, 1530.000000, 826.840000, 1535.000000, 829.290000, 1540.000000, 830.730000, 1545.000000, 830.740000, 1550.000000, 830.750000, 1555.000000, 830.760000, 1560.000000, 830.770000, 1565.000000, 830.780000, 1570.000000, 830.790000, 1575.000000, 830.800000, 1580.000000, 830.820000, 1585.000000, 830.840000, 1590.000000, 830.870000, 1595.000000, 830.910000, 1600.000000, 830.980000, 10000000000.000000, 830.979980}; lambda[wp] = InterpolationLinear[$1]{-10000000000.000000, 46.919510, 25.000000, 46.919510, 30.000000, 46.851830, 35.000000, 46.782320, 40.000000, 46.711010, 45.000000, 46.637920, 50.000000, 46.563070, 55.000000, 46.486470, 60.000000, 46.408160, 65.000000, 46.328160, 70.000000, 46.246480, 75.000000, 46.163160, 80.000000, 46.078210, 85.000000, 45.991650, 90.000000, 45.903510, 95.000000, 45.813820, 100.000000, 45.722600, 105.000000, 45.629860, 110.000000, 45.535650, 115.000000, 45.439970, 120.000000, 45.342860, 125.000000, 45.244340, 130.000000, 45.144430, 135.000000, 45.043170, 140.000000, 44.940560, 145.000000, 44.836650, 150.000000, 44.731460, 155.000000, 44.625010, 160.000000, 44.517330, 165.000000, 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1450.000000, 34.008880, 1455.000000, 34.003160, 1460.000000, 33.982820, 1465.000000, 33.944660, 1470.000000, 33.884400, 1475.000000, 33.796220, 1480.000000, 33.671860, 1485.000000, 33.596200, 1490.000000, 33.688200, 1495.000000, 33.780200, 1500.000000, 33.872200, 1505.000000, 33.964190, 1510.000000, 34.056180, 1515.000000, 34.148180, 1520.000000, 34.240170, 1525.000000, 34.332160, 1530.000000, 34.424150, 1535.000000, 34.516130, 1540.000000, 34.608120, 1545.000000, 34.700110, 1550.000000, 34.792090, 1555.000000, 34.884070, 1560.000000, 34.976050, 1565.000000, 35.068040, 1570.000000, 35.160020, 1575.000000, 35.251990, 1580.000000, 35.343970, 1585.000000, 35.435950, 1590.000000, 35.527920, 1595.000000, 35.619890, 1600.000000, 35.711870, 10000000000.000000, 35.711868}; rho[wp] = 7870.000000; nu[air] = 1/(1.000000e+00); nu_nu0[air] = 1/(1.000000e+00 * mu0); nu[indu] = 1/(1.000000e+00); nu_nu0[indu] = 1/(1.000000e+00 * mu0); sigma[indu] = InterpolationLinear[$1]{-10000000000.000000, 58823528.000000, 20.000000, 58823529.000000, 100.000000, 45454545.000000, 200.000000, 30303030.000000, 300.000000, 27027027.000000, 400.000000, 22727273.000000, 500.000000, 19230769.000000, 600.000000, 16666667.000000, 700.000000, 14705882.000000, 800.000000, 12987013.000000, 900.000000, 11627907.000000, 1000.000000, 10309278.000000, 1050.000000, 8695652.000000, 1200.000000, 4504505.000000, 1300.000000, 4385965.000000, 10000000000.000000, 4385965.000000}; nu0= 1/mu0; TFuncBelowTc_wp[] = (1-($1/7.450000e+02)^5.000000e+00); TFuncAboveTc_wp[] = 0; TFunc_wp[] = $1 < 7.450000e+02 ? TFuncBelowTc_wp[$1] : TFuncAboveTc_wp[]; BHModel_wp = {0.000000,0.000000,83.849998,0.020000,134.550003,0.031304,184.500000,0.047195,251.350006,0.079857,335.350006,0.145019,418.799988,0.237671,502.450012,0.344608,661.650024,0.540800,755.950012,0.647980,850.450012,0.747099,944.950012,0.838394,1176.500000,1.035523,1369.400024,1.177018,1577.800049,1.310815,1774.500000,1.421573,1972.000000,1.520566,2950.500000,1.881865,3934.000000,2.123898,4928.000000,2.300612,5932.500000,2.435966,7908.500000,2.629364,9899.500000,2.772288,11129.500000,2.844976,14824.000000,3.015701,18551.000000,3.145144,24690.500000,3.305493,30893.000000,3.426862,43813.000000,3.607670,56542.500000,3.734268,76150.000000,3.872211,95177.000000,3.969726}; BHModel_wp_b = {}; BHModel_wp_h = {}; For ips In {0: #BHModel_wp()/2-1} BHModel_wp_h += BHModel_wp(2*ips) ; BHModel_wp_b += BHModel_wp(2*ips+1) ; EndFor BHModel_wp_b2() = BHModel_wp_b()^2; BHModel_wp_nu() = BHModel_wp_h()/ BHModel_wp_b(); BHModel_wp_nu(0) = BHModel_wp_nu(1); BHModel_wp_mu() = BHModel_wp_b()/ BHModel_wp_h(); BHModel_wp_mu(0) = BHModel_wp_mu(1); BHModel_wp_nu_b2() = ListAlt[BHModel_wp_b2(), BHModel_wp_nu()]; BHModel_wp_mu_b() = ListAlt[BHModel_wp_b(), BHModel_wp_mu()]; BHModel_wp_mu_b2() = ListAlt[BHModel_wp_b2(), BHModel_wp_mu()]; nu_wp_0[] = InterpolationLinear[SquNorm[$1]]{BHModel_wp_nu_b2()} ; nu_nu0[wp] = 1/(TFunc_wp[$2] * (1/nu_wp_0[$1] - mu0) + mu0) ; dnudb2[wp] = dInterpolationLinear[SquNorm[$1]]{BHModel_wp_nu_b2()}* TFunc_wp[$2] * nu_nu0[$1,$2]^2 / nu_wp_0[$1]^2; dhdb_NL[wp] = 2*dnudb2[$1,$2] * SquDyadicProduct[$1] ; TCurie[wp] = 745.000000; TCurieExponent[wp] = 5.000000; sigma[wp] = InterpolationLinear[$1]{-10000000000.000000, 6135345.500000, 25.000000, 6135345.727000, 30.000000, 6029908.345000, 35.000000, 5926979.611000, 40.000000, 5826826.710000, 45.000000, 5729017.474000, 50.000000, 5633802.817000, 55.000000, 5540473.156000, 60.000000, 5449591.281000, 65.000000, 5360780.530000, 70.000000, 5274261.603000, 75.000000, 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