Running: ./testmodel.py --libraries=/home/hudson/saved_omc/libraries/.openmodelica/libraries/ --ompython_omhome=/usr ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640.conf.json loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo", uses=false) loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 4.0.0+maint.om/package.mo", uses=false) loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo", uses=false) loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/ScalableTestSuite 2.2.0-master/package.mo", uses=false) Using package ScalableTestSuite with version 2.2.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/ScalableTestSuite 2.2.0-master/package.mo) Using package ModelicaServices with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo) Using package Modelica with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 4.0.0+maint.om/package.mo) Using package Complex with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo) Running command: "" <> buildModelFMU(ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640,fileNamePrefix="ScalableTestSuite_ScalableTestSuite_Thermal_HeatExchanger_ScaledExperiments_CounterCurrentHeatExchangerEquations_N_640",fmuType="me",version="2.0",platforms={"static"}) "" <> buildModelFMU(ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640,fileNamePrefix="ScalableTestSuite_ScalableTestSuite_Thermal_HeatExchanger_ScaledExperiments_CounterCurrentHeatExchangerEquations_N_640",fmuType="me",version="2.0",platforms={"static"}) Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo): time 0.001655/0.001655, allocations: 176.2 kB / 8.348 MB, free: 0.7266 MB / 5.871 MB Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 4.0.0+maint.om/package.mo): time 1.757/1.757, allocations: 221.5 MB / 230.3 MB, free: 7.574 MB / 186.7 MB Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo): time 0.001273/0.001273, allocations: 98.47 kB / 281.2 MB, free: 5.332 MB / 234.7 MB Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ScalableTestSuite 2.2.0-master/package.mo): time 1.586/1.586, allocations: 120.5 MB / 452.4 MB, free: 10.51 MB / 330.8 MB Notification: Performance of FrontEnd - loaded program: time 2.617e-05/2.67e-05, allocations: 7.984 kB / 0.5296 GB, free: 452 kB / 410.8 MB Notification: Performance of FrontEnd - Absyn->SCode: time 0.8022/0.8022, allocations: 82.83 MB / 0.6105 GB, free: 12.96 MB / 426.9 MB Notification: Performance of FrontEnd - scodeFlatten: time 0.2035/1.006, allocations: 124.9 MB / 0.7325 GB, free: 15.97 MB / 0.5419 GB Notification: Performance of FrontEnd - mkProgramGraph: time 0.0001788/1.006, allocations: 47.98 kB / 0.7325 GB, free: 15.92 MB / 0.5419 GB Notification: Performance of FrontEnd - DAE generated: time 2.535/3.541, allocations: 0.5165 GB / 1.249 GB, free: 1.121 MB / 0.6671 GB Notification: Performance of FrontEnd: time 1.503e-06/3.542, allocations: 0 / 1.249 GB, free: 1.121 MB / 0.6671 GB Notification: Performance of Transformations before backend: time 0.0003941/3.542, allocations: 340 kB / 1.249 GB, free: 0.7891 MB / 0.6671 GB Notification: Model statistics after passing the front-end and creating the data structures used by the back-end: * Number of equations: 4478 * Number of variables: 4478 Notification: Performance of Generate backend data structure: time 0.7832/4.325, allocations: 240.7 MB / 1.484 GB, free: 10.16 MB / 0.6671 GB Notification: Performance of prepare preOptimizeDAE: time 5.265e-05/4.325, allocations: 12.03 kB / 1.484 GB, free: 10.15 MB / 0.6671 GB Notification: Performance of preOpt normalInlineFunction (simulation): time 0.01714/4.342, allocations: 1.804 MB / 1.486 GB, free: 8.332 MB / 0.6671 GB Notification: Performance of preOpt evaluateParameters (simulation): time 0.03638/4.379, allocations: 8.107 MB / 1.494 GB, free: 208 kB / 0.6671 GB Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.001569/4.38, allocations: 0.5508 MB / 1.495 GB, free: 15.65 MB / 0.6828 GB Notification: Performance of preOpt expandDerOperator (simulation): time 0.01836/4.399, allocations: 2.332 MB / 1.497 GB, free: 13.31 MB / 0.6828 GB Notification: Performance of preOpt removeEqualFunctionCalls (simulation): time 0.4333/4.832, allocations: 24.76 MB / 1.521 GB, free: 81.64 MB / 0.6828 GB Notification: Performance of preOpt clockPartitioning (simulation): time 0.08456/4.917, allocations: 25.63 MB / 1.546 GB, free: 75.42 MB / 0.6828 GB Notification: Performance of preOpt findStateOrder (simulation): time 0.0005757/4.917, allocations: 1.719 kB / 1.546 GB, free: 75.42 MB / 0.6828 GB Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.008767/4.926, allocations: 0 / 1.546 GB, free: 75.42 MB / 0.6828 GB Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.0002528/4.926, allocations: 424.8 kB / 1.546 GB, free: 75.42 MB / 0.6828 GB Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.2405/5.167, allocations: 155.3 MB / 1.698 GB, free: 39.99 MB / 0.7609 GB Notification: Performance of preOpt comSubExp (simulation): time 0.1082/5.275, allocations: 58.65 MB / 1.755 GB, free: 14.58 MB / 0.7609 GB Notification: Performance of preOpt resolveLoops (simulation): time 0.4569/5.732, allocations: 22.67 MB / 1.778 GB, free: 162 MB / 0.7609 GB Notification: Performance of preOpt evalFunc (simulation): time 0.008089/5.74, allocations: 325.2 kB / 1.778 GB, free: 162 MB / 0.7609 GB Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 0.0002641/5.741, allocations: 355.1 kB / 1.778 GB, free: 161.7 MB / 0.7609 GB Notification: Performance of pre-optimization done (n=3199): time 4.042e-05/5.741, allocations: 3.656 kB / 1.778 GB, free: 161.7 MB / 0.7609 GB Notification: Performance of matching and sorting (n=3199): time 0.1095/5.85, allocations: 36.21 MB / 1.814 GB, free: 152 MB / 0.7609 GB Notification: Performance of inlineWhenForInitialization (initialization): time 0.0002119/5.85, allocations: 379.5 kB / 1.814 GB, free: 151.9 MB / 0.7609 GB Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.001382/5.852, allocations: 0.6909 MB / 1.815 GB, free: 151.6 MB / 0.7609 GB Notification: Performance of collectPreVariables (initialization): time 0.01051/5.862, allocations: 28.14 kB / 1.815 GB, free: 151.5 MB / 0.7609 GB Notification: Performance of collectInitialEqns (initialization): time 0.001433/5.864, allocations: 1.84 MB / 1.816 GB, free: 150.7 MB / 0.7609 GB Notification: Performance of collectInitialBindings (initialization): time 0.01792/5.882, allocations: 12.87 MB / 1.829 GB, free: 140.8 MB / 0.7609 GB Notification: Performance of simplifyInitialFunctions (initialization): time 0.01284/5.894, allocations: 3.375 kB / 1.829 GB, free: 140.8 MB / 0.7609 GB Notification: Performance of setup shared object (initialization): time 9.969e-05/5.895, allocations: 309.8 kB / 1.829 GB, free: 140.4 MB / 0.7609 GB Notification: Performance of preBalanceInitialSystem (initialization): time 0.04341/5.938, allocations: 18.05 MB / 1.847 GB, free: 134.8 MB / 0.7609 GB Notification: Performance of partitionIndependentBlocks (initialization): time 0.05009/5.988, allocations: 20.45 MB / 1.867 GB, free: 128.3 MB / 0.7609 GB Notification: Performance of analyzeInitialSystem (initialization): time 0.04551/6.034, allocations: 20.86 MB / 1.887 GB, free: 122.1 MB / 0.7609 GB Notification: Performance of solveInitialSystemEqSystem (initialization): time 0.0002461/6.034, allocations: 3.062 kB / 1.887 GB, free: 122.1 MB / 0.7609 GB Notification: Performance of matching and sorting (n=5117) (initialization): time 0.1368/6.171, allocations: 44.26 MB / 1.931 GB, free: 109.3 MB / 0.7609 GB Notification: Performance of prepare postOptimizeDAE: time 0.0002226/6.171, allocations: 11.64 kB / 1.931 GB, free: 109.3 MB / 0.7609 GB Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.0001698/6.171, allocations: 0 / 1.931 GB, free: 109.3 MB / 0.7609 GB Notification: Performance of postOpt tearingSystem (initialization): time 0.0005513/6.172, allocations: 161.2 kB / 1.931 GB, free: 109.3 MB / 0.7609 GB Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.08113/6.253, allocations: 17.55 MB / 1.948 GB, free: 98.98 MB / 0.7609 GB Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 0.000934/6.254, allocations: 170.9 kB / 1.948 GB, free: 98.82 MB / 0.7609 GB Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.04066/6.295, allocations: 3.274 MB / 1.951 GB, free: 96.36 MB / 0.7609 GB Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.0148/6.31, allocations: 1.094 MB / 1.952 GB, free: 95.27 MB / 0.7609 GB Notification: Model statistics after passing the back-end for initialization: * Number of independent subsystems: 2 * Number of states: 0 () * Number of discrete variables: 0 () * Number of discrete states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for initialization (5117): * Single equations (assignments): 5117 * Array equations: 0 * Algorithm blocks: 0 * Record equations: 0 * When equations: 0 * If-equations: 0 * Equation systems (linear and non-linear blocks): 0 * Torn equation systems: 0 * Mixed (continuous/discrete) equation systems: 0 Notification: Performance of prepare postOptimizeDAE: time 0.02762/6.337, allocations: 0.5716 MB / 1.953 GB, free: 94.69 MB / 0.7609 GB Notification: Performance of postOpt createAliasVarsForOutputStates (simulation): time 0.1233/6.461, allocations: 36.03 MB / 1.988 GB, free: 63.75 MB / 0.7609 GB Notification: Performance of postOpt lateInlineFunction (simulation): time 0.01411/6.475, allocations: 1.105 MB / 1.989 GB, free: 62.63 MB / 0.7609 GB Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.01803/6.493, allocations: 4.184 MB / 1.993 GB, free: 58.44 MB / 0.7609 GB Notification: Performance of postOpt inlineArrayEqn (simulation): time 0.0002482/6.493, allocations: 300 kB / 1.993 GB, free: 58.14 MB / 0.7609 GB Notification: Performance of postOpt constantLinearSystem (simulation): time 0.0001921/6.493, allocations: 3.938 kB / 1.993 GB, free: 58.14 MB / 0.7609 GB Notification: Performance of postOpt simplifysemiLinear (simulation): time 0.001022/6.494, allocations: 152.1 kB / 1.994 GB, free: 58.14 MB / 0.7609 GB Notification: Performance of postOpt removeSimpleEquations (simulation): time 0.05533/6.55, allocations: 28.87 MB / 2.022 GB, free: 32.84 MB / 0.7609 GB Notification: Performance of postOpt simplifyComplexFunction (simulation): time 0.0001147/6.55, allocations: 0 / 2.022 GB, free: 32.84 MB / 0.7609 GB Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.5887/7.139, allocations: 17.67 MB / 2.039 GB, free: 155 MB / 0.7609 GB Notification: Performance of postOpt tearingSystem (simulation): time 0.0006465/7.139, allocations: 102.1 kB / 2.039 GB, free: 155 MB / 0.7609 GB Notification: Performance of postOpt inputDerivativesUsed (simulation): time 0.01173/7.151, allocations: 1.052 MB / 2.04 GB, free: 155 MB / 0.7609 GB Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 0.0005988/7.152, allocations: 100.8 kB / 2.04 GB, free: 155 MB / 0.7609 GB Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 7.404e-06/7.152, allocations: 2.906 kB / 2.04 GB, free: 155 MB / 0.7609 GB Notification: Performance of postOpt symbolicJacobian (simulation): time 0.1623/7.314, allocations: 59.49 MB / 2.098 GB, free: 136.5 MB / 0.7609 GB Notification: Performance of postOpt removeConstants (simulation): time 0.004235/7.318, allocations: 1.405 MB / 2.1 GB, free: 135.9 MB / 0.7609 GB Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.01598/7.334, allocations: 0.7294 MB / 2.1 GB, free: 135.9 MB / 0.7609 GB Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.03629/7.371, allocations: 1.817 MB / 2.102 GB, free: 135.6 MB / 0.7609 GB Notification: Performance of postOpt findZeroCrossings (simulation): time 0.01445/7.385, allocations: 1.735 MB / 2.104 GB, free: 135.4 MB / 0.7609 GB Notification: Performance of postOpt collapseArrayExpressions (simulation): time 0.01079/7.396, allocations: 0.8324 MB / 2.105 GB, free: 135.2 MB / 0.7609 GB Notification: Performance of sorting global known variables: time 7.817e-05/7.396, allocations: 92.31 kB / 2.105 GB, free: 135.1 MB / 0.7609 GB Notification: Performance of sort global known variables: time 2.9e-07/7.396, allocations: 0 / 2.105 GB, free: 135.1 MB / 0.7609 GB Notification: Performance of remove unused functions: time 0.03746/7.433, allocations: 8.71 MB / 2.113 GB, free: 134.7 MB / 0.7609 GB Notification: Model statistics after passing the back-end for simulation: * Number of independent subsystems: 1 * Number of states: 1917 (TAtilde[1],TAtilde[2],TAtilde[3],TAtilde[4],TAtilde[5],TAtilde[6],TAtilde[7],TAtilde[8],TAtilde[9],TAtilde[10],TAtilde[11],TAtilde[12],TAtilde[13],TAtilde[14],TAtilde[15],TAtilde[16],TAtilde[17],TAtilde[18],TAtilde[19],TAtilde[20],TAtilde[21],TAtilde[22],TAtilde[23],TAtilde[24],TAtilde[25],TAtilde[26],TAtilde[27],TAtilde[28],TAtilde[29],TAtilde[30],TAtilde[31],TAtilde[32],TAtilde[33],TAtilde[34],TAtilde[35],TAtilde[36],TAtilde[37],TAtilde[38],TAtilde[39],TAtilde[40],TAtilde[41],TAtilde[42],TAtilde[43],TAtilde[44],TAtilde[45],TAtilde[46],TAtilde[47],TAtilde[48],TAtilde[49],TAtilde[50],TAtilde[51],TAtilde[52],TAtilde[53],TAtilde[54],TAtilde[55],TAtilde[56],TAtilde[57],TAtilde[58],TAtilde[59],TAtilde[60],TAtilde[61],TAtilde[62],TAtilde[63],TAtilde[64],TAtilde[65],TAtilde[66],TAtilde[67],TAtilde[68],TAtilde[69],TAtilde[70],TAtilde[71],TAtilde[72],TAtilde[73],TAtilde[74],TAtilde[75],TAtilde[76],TAtilde[77],TAtilde[78],TAtilde[79],TAtilde[80],TAtilde[81],TAtilde[82],TAtilde[83],TAtilde[84],TAtilde[85],TAtilde[86],TAtilde[87],TAtilde[88],TAtilde[89],TAtilde[90],TAtilde[91],TAtilde[92],TAtilde[93],TAtilde[94],TAtilde[95],TAtilde[96],TAtilde[97],TAtilde[98],TAtilde[99],TAtilde[100],TAtilde[101],TAtilde[102],TAtilde[103],TAtilde[104],TAtilde[105],TAtilde[106],TAtilde[107],TAtilde[108],TAtilde[109],TAtilde[110],TAtilde[111],TAtilde[112],TAtilde[113],TAtilde[114],TAtilde[115],TAtilde[116],TAtilde[117],TAtilde[118],TAtilde[119],TAtilde[120],TAtilde[121],TAtilde[122],TAtilde[123],TAtilde[124],TAtilde[125],TAtilde[126],TAtilde[127],TAtilde[128],TAtilde[129],TAtilde[130],TAtilde[131],TAtilde[132],TAtilde[133],TAtilde[134],TAtilde[135],TAtilde[136],TAtilde[137],TAtilde[138],TAtilde[139],TAtilde[140],TAtilde[141],TAtilde[142],TAtilde[143],TAtilde[144],TAtilde[145],TAtilde[146],TAtilde[147],TAtilde[148],TAtilde[149],TAtilde[150],TAtilde[151],TAtilde[152],TAtilde[153],TAtilde[154],TAtilde[155],TAtilde[156],TAtilde[157],TAtilde[158],TAtilde[159],TAtilde[160],TAtilde[161],TAtilde[162],TAtilde[163],TAtilde[164],TAtilde[165],TAtilde[166],TAtilde[167],TAtilde[168],TAtilde[169],TAtilde[170],TAtilde[171],TAtilde[172],TAtilde[173],TAtilde[174],TAtilde[175],TAtilde[176],TAtilde[177],TAtilde[178],TAtilde[179],TAtilde[180],TAtilde[181],TAtilde[182],TAtilde[183],TAtilde[184],TAtilde[185],TAtilde[186],TAtilde[187],TAtilde[188],TAtilde[189],TAtilde[190],TAtilde[191],TAtilde[192],TAtilde[193],TAtilde[194],TAtilde[195],TAtilde[196],TAtilde[197],TAtilde[198],TAtilde[199],TAtilde[200],TAtilde[201],TAtilde[202],TAtilde[203],TAtilde[204],TAtilde[205],TAtilde[206],TAtilde[207],TAtilde[208],TAtilde[209],TAtilde[210],TAtilde[211],TAtilde[212],TAtilde[213],TAtilde[214],TAtilde[215],TAtilde[216],TAtilde[217],TAtilde[218],TAtilde[219],TAtilde[220],TAtilde[221],TAtilde[222],TAtilde[223],TAtilde[224],TAtilde[225],TAtilde[226],TAtilde[227],TAtilde[228],TAtilde[229],TAtilde[230],TAtilde[231],TAtilde[232],TAtilde[233],TAtilde[234],TAtilde[235],TAtilde[236],TAtilde[237],TAtilde[238],TAtilde[239],TAtilde[240],TAtilde[241],TAtilde[242],TAtilde[243],TAtilde[244],TAtilde[245],TAtilde[246],TAtilde[247],TAtilde[248],TAtilde[249],TAtilde[250],TAtilde[251],TAtilde[252],TAtilde[253],TAtilde[254],TAtilde[255],TAtilde[256],TAtilde[257],TAtilde[258],TAtilde[259],TAtilde[260],TAtilde[261],TAtilde[262],TAtilde[263],TAtilde[264],TAtilde[265],TAtilde[266],TAtilde[267],TAtilde[268],TAtilde[269],TAtilde[270],TAtilde[271],TAtilde[272],TAtilde[273],TAtilde[274],TAtilde[275],TAtilde[276],TAtilde[277],TAtilde[278],TAtilde[279],TAtilde[280],TAtilde[281],TAtilde[282],TAtilde[283],TAtilde[284],TAtilde[285],TAtilde[286],TAtilde[287],TAtilde[288],TAtilde[289],TAtilde[290],TAtilde[291],TAtilde[292],TAtilde[293],TAtilde[294],TAtilde[295],TAtilde[296],TAtilde[297],TAtilde[298],TAtilde[299],TAtilde[300],TAtilde[301],TAtilde[302],TAtilde[303],TAtilde[304],TAtilde[305],TAtilde[306],TAtilde[307],TAtilde[308],TAtilde[309],TAtilde[310],TAtilde[311],TAtilde[312],TAtilde[313],TAtilde[314],TAtilde[315],TAtilde[316],TAtilde[317],TAtilde[318],TAtilde[319],TAtilde[320],TAtilde[321],TAtilde[322],TAtilde[323],TAtilde[324],TAtilde[325],TAtilde[326],TAtilde[327],TAtilde[328],TAtilde[329],TAtilde[330],TAtilde[331],TAtilde[332],TAtilde[333],TAtilde[334],TAtilde[335],TAtilde[336],TAtilde[337],TAtilde[338],TAtilde[339],TAtilde[340],TAtilde[341],TAtilde[342],TAtilde[343],TAtilde[344],TAtilde[345],TAtilde[346],TAtilde[347],TAtilde[348],TAtilde[349],TAtilde[350],TAtilde[351],TAtilde[352],TAtilde[353],TAtilde[354],TAtilde[355],TAtilde[356],TAtilde[357],TAtilde[358],TAtilde[359],TAtilde[360],TAtilde[361],TAtilde[362],TAtilde[363],TAtilde[364],TAtilde[365],TAtilde[366],TAtilde[367],TAtilde[368],TAtilde[369],TAtilde[370],TAtilde[371],TAtilde[372],TAtilde[373],TAtilde[374],TAtilde[375],TAtilde[376],TAtilde[377],TAtilde[378],TAtilde[379],TAtilde[380],TAtilde[381],TAtilde[382],TAtilde[383],TAtilde[384],TAtilde[385],TAtilde[386],TAtilde[387],TAtilde[388],TAtilde[389],TAtilde[390],TAtilde[391],TAtilde[392],TAtilde[393],TAtilde[394],TAtilde[395],TAtilde[396],TAtilde[397],TAtilde[398],TAtilde[399],TAtilde[400],TAtilde[401],TAtilde[402],TAtilde[403],TAtilde[404],TAtilde[405],TAtilde[406],TAtilde[407],TAtilde[408],TAtilde[409],TAtilde[410],TAtilde[411],TAtilde[412],TAtilde[413],TAtilde[414],TAtilde[415],TAtilde[416],TAtilde[417],TAtilde[418],TAtilde[419],TAtilde[420],TAtilde[421],TAtilde[422],TAtilde[423],TAtilde[424],TAtilde[425],TAtilde[426],TAtilde[427],TAtilde[428],TAtilde[429],TAtilde[430],TAtilde[431],TAtilde[432],TAtilde[433],TAtilde[434],TAtilde[435],TAtilde[436],TAtilde[437],TAtilde[438],TAtilde[439],TAtilde[440],TAtilde[441],TAtilde[442],TAtilde[443],TAtilde[444],TAtilde[445],TAtilde[446],TAtilde[447],TAtilde[448],TAtilde[449],TAtilde[450],TAtilde[451],TAtilde[452],TAtilde[453],TAtilde[454],TAtilde[455],TAtilde[456],TAtilde[457],TAtilde[458],TAtilde[459],TAtilde[460],TAtilde[461],TAtilde[462],TAtilde[463],TAtilde[464],TAtilde[465],TAtilde[466],TAtilde[467],TAtilde[468],TAtilde[469],TAtilde[470],TAtilde[471],TAtilde[472],TAtilde[473],TAtilde[474],TAtilde[475],TAtilde[476],TAtilde[477],TAtilde[478],TAtilde[479],TAtilde[480],TAtilde[481],TAtilde[482],TAtilde[483],TAtilde[484],TAtilde[485],TAtilde[486],TAtilde[487],TAtilde[488],TAtilde[489],TAtilde[490],TAtilde[491],TAtilde[492],TAtilde[493],TAtilde[494],TAtilde[495],TAtilde[496],TAtilde[497],TAtilde[498],TAtilde[499],TAtilde[500],TAtilde[501],TAtilde[502],TAtilde[503],TAtilde[504],TAtilde[505],TAtilde[506],TAtilde[507],TAtilde[508],TAtilde[509],TAtilde[510],TAtilde[511],TAtilde[512],TAtilde[513],TAtilde[514],TAtilde[515],TAtilde[516],TAtilde[517],TAtilde[518],TAtilde[519],TAtilde[520],TAtilde[521],TAtilde[522],TAtilde[523],TAtilde[524],TAtilde[525],TAtilde[526],TAtilde[527],TAtilde[528],TAtilde[529],TAtilde[530],TAtilde[531],TAtilde[532],TAtilde[533],TAtilde[534],TAtilde[535],TAtilde[536],TAtilde[537],TAtilde[538],TAtilde[539],TAtilde[540],TAtilde[541],TAtilde[542],TAtilde[543],TAtilde[544],TAtilde[545],TAtilde[546],TAtilde[547],TAtilde[548],TAtilde[549],TAtilde[550],TAtilde[551],TAtilde[552],TAtilde[553],TAtilde[554],TAtilde[555],TAtilde[556],TAtilde[557],TAtilde[558],TAtilde[559],TAtilde[560],TAtilde[561],TAtilde[562],TAtilde[563],TAtilde[564],TAtilde[565],TAtilde[566],TAtilde[567],TAtilde[568],TAtilde[569],TAtilde[570],TAtilde[571],TAtilde[572],TAtilde[573],TAtilde[574],TAtilde[575],TAtilde[576],TAtilde[577],TAtilde[578],TAtilde[579],TAtilde[580],TAtilde[581],TAtilde[582],TAtilde[583],TAtilde[584],TAtilde[585],TAtilde[586],TAtilde[587],TAtilde[588],TAtilde[589],TAtilde[590],TAtilde[591],TAtilde[592],TAtilde[593],TAtilde[594],TAtilde[595],TAtilde[596],TAtilde[597],TAtilde[598],TAtilde[599],TAtilde[600],TAtilde[601],TAtilde[602],TAtilde[603],TAtilde[604],TAtilde[605],TAtilde[606],TAtilde[607],TAtilde[608],TAtilde[609],TAtilde[610],TAtilde[611],TAtilde[612],TAtilde[613],TAtilde[614],TAtilde[615],TAtilde[616],TAtilde[617],TAtilde[618],TAtilde[619],TAtilde[620],TAtilde[621],TAtilde[622],TAtilde[623],TAtilde[624],TAtilde[625],TAtilde[626],TAtilde[627],TAtilde[628],TAtilde[629],TAtilde[630],TAtilde[631],TAtilde[632],TAtilde[633],TAtilde[634],TAtilde[635],TAtilde[636],TAtilde[637],TAtilde[638],TAtilde[639],TBtilde[1],TBtilde[2],TBtilde[3],TBtilde[4],TBtilde[5],TBtilde[6],TBtilde[7],TBtilde[8],TBtilde[9],TBtilde[10],TBtilde[11],TBtilde[12],TBtilde[13],TBtilde[14],TBtilde[15],TBtilde[16],TBtilde[17],TBtilde[18],TBtilde[19],TBtilde[20],TBtilde[21],TBtilde[22],TBtilde[23],TBtilde[24],TBtilde[25],TBtilde[26],TBtilde[27],TBtilde[28],TBtilde[29],TBtilde[30],TBtilde[31],TBtilde[32],TBtilde[33],TBtilde[34],TBtilde[35],TBtilde[36],TBtilde[37],TBtilde[38],TBtilde[39],TBtilde[40],TBtilde[41],TBtilde[42],TBtilde[43],TBtilde[44],TBtilde[45],TBtilde[46],TBtilde[47],TBtilde[48],TBtilde[49],TBtilde[50],TBtilde[51],TBtilde[52],TBtilde[53],TBtilde[54],TBtilde[55],TBtilde[56],TBtilde[57],TBtilde[58],TBtilde[59],TBtilde[60],TBtilde[61],TBtilde[62],TBtilde[63],TBtilde[64],TBtilde[65],TBtilde[66],TBtilde[67],TBtilde[68],TBtilde[69],TBtilde[70],TBtilde[71],TBtilde[72],TBtilde[73],TBtilde[74],TBtilde[75],TBtilde[76],TBtilde[77],TBtilde[78],TBtilde[79],TBtilde[80],TBtilde[81],TBtilde[82],TBtilde[83],TBtilde[84],TBtilde[85],TBtilde[86],TBtilde[87],TBtilde[88],TBtilde[89],TBtilde[90],TBtilde[91],TBtilde[92],TBtilde[93],TBtilde[94],TBtilde[95],TBtilde[96],TBtilde[97],TBtilde[98],TBtilde[99],TBtilde[100],TBtilde[101],TBtilde[102],TBtilde[103],TBtilde[104],TBtilde[105],TBtilde[106],TBtilde[107],TBtilde[108],TBtilde[109],TBtilde[110],TBtilde[111],TBtilde[112],TBtilde[113],TBtilde[114],TBtilde[115],TBtilde[116],TBtilde[117],TBtilde[118],TBtilde[119],TBtilde[120],TBtilde[121],TBtilde[122],TBtilde[123],TBtilde[124],TBtilde[125],TBtilde[126],TBtilde[127],TBtilde[128],TBtilde[129],TBtilde[130],TBtilde[131],TBtilde[132],TBtilde[133],TBtilde[134],TBtilde[135],TBtilde[136],TBtilde[137],TBtilde[138],TBtilde[139],TBtilde[140],TBtilde[141],TBtilde[142],TBtilde[143],TBtilde[144],TBtilde[145],TBtilde[146],TBtilde[147],TBtilde[148],TBtilde[149],TBtilde[150],TBtilde[151],TBtilde[152],TBtilde[153],TBtilde[154],TBtilde[155],TBtilde[156],TBtilde[157],TBtilde[158],TBtilde[159],TBtilde[160],TBtilde[161],TBtilde[162],TBtilde[163],TBtilde[164],TBtilde[165],TBtilde[166],TBtilde[167],TBtilde[168],TBtilde[169],TBtilde[170],TBtilde[171],TBtilde[172],TBtilde[173],TBtilde[174],TBtilde[175],TBtilde[176],TBtilde[177],TBtilde[178],TBtilde[179],TBtilde[180],TBtilde[181],TBtilde[182],TBtilde[183],TBtilde[184],TBtilde[185],TBtilde[186],TBtilde[187],TBtilde[188],TBtilde[189],TBtilde[190],TBtilde[191],TBtilde[192],TBtilde[193],TBtilde[194],TBtilde[195],TBtilde[196],TBtilde[197],TBtilde[198],TBtilde[199],TBtilde[200],TBtilde[201],TBtilde[202],TBtilde[203],TBtilde[204],TBtilde[205],TBtilde[206],TBtilde[207],TBtilde[208],TBtilde[209],TBtilde[210],TBtilde[211],TBtilde[212],TBtilde[213],TBtilde[214],TBtilde[215],TBtilde[216],TBtilde[217],TBtilde[218],TBtilde[219],TBtilde[220],TBtilde[221],TBtilde[222],TBtilde[223],TBtilde[224],TBtilde[225],TBtilde[226],TBtilde[227],TBtilde[228],TBtilde[229],TBtilde[230],TBtilde[231],TBtilde[232],TBtilde[233],TBtilde[234],TBtilde[235],TBtilde[236],TBtilde[237],TBtilde[238],TBtilde[239],TBtilde[240],TBtilde[241],TBtilde[242],TBtilde[243],TBtilde[244],TBtilde[245],TBtilde[246],TBtilde[247],TBtilde[248],TBtilde[249],TBtilde[250],TBtilde[251],TBtilde[252],TBtilde[253],TBtilde[254],TBtilde[255],TBtilde[256],TBtilde[257],TBtilde[258],TBtilde[259],TBtilde[260],TBtilde[261],TBtilde[262],TBtilde[263],TBtilde[264],TBtilde[265],TBtilde[266],TBtilde[267],TBtilde[268],TBtilde[269],TBtilde[270],TBtilde[271],TBtilde[272],TBtilde[273],TBtilde[274],TBtilde[275],TBtilde[276],TBtilde[277],TBtilde[278],TBtilde[279],TBtilde[280],TBtilde[281],TBtilde[282],TBtilde[283],TBtilde[284],TBtilde[285],TBtilde[286],TBtilde[287],TBtilde[288],TBtilde[289],TBtilde[290],TBtilde[291],TBtilde[292],TBtilde[293],TBtilde[294],TBtilde[295],TBtilde[296],TBtilde[297],TBtilde[298],TBtilde[299],TBtilde[300],TBtilde[301],TBtilde[302],TBtilde[303],TBtilde[304],TBtilde[305],TBtilde[306],TBtilde[307],TBtilde[308],TBtilde[309],TBtilde[310],TBtilde[311],TBtilde[312],TBtilde[313],TBtilde[314],TBtilde[315],TBtilde[316],TBtilde[317],TBtilde[318],TBtilde[319],TBtilde[320],TBtilde[321],TBtilde[322],TBtilde[323],TBtilde[324],TBtilde[325],TBtilde[326],TBtilde[327],TBtilde[328],TBtilde[329],TBtilde[330],TBtilde[331],TBtilde[332],TBtilde[333],TBtilde[334],TBtilde[335],TBtilde[336],TBtilde[337],TBtilde[338],TBtilde[339],TBtilde[340],TBtilde[341],TBtilde[342],TBtilde[343],TBtilde[344],TBtilde[345],TBtilde[346],TBtilde[347],TBtilde[348],TBtilde[349],TBtilde[350],TBtilde[351],TBtilde[352],TBtilde[353],TBtilde[354],TBtilde[355],TBtilde[356],TBtilde[357],TBtilde[358],TBtilde[359],TBtilde[360],TBtilde[361],TBtilde[362],TBtilde[363],TBtilde[364],TBtilde[365],TBtilde[366],TBtilde[367],TBtilde[368],TBtilde[369],TBtilde[370],TBtilde[371],TBtilde[372],TBtilde[373],TBtilde[374],TBtilde[375],TBtilde[376],TBtilde[377],TBtilde[378],TBtilde[379],TBtilde[380],TBtilde[381],TBtilde[382],TBtilde[383],TBtilde[384],TBtilde[385],TBtilde[386],TBtilde[387],TBtilde[388],TBtilde[389],TBtilde[390],TBtilde[391],TBtilde[392],TBtilde[393],TBtilde[394],TBtilde[395],TBtilde[396],TBtilde[397],TBtilde[398],TBtilde[399],TBtilde[400],TBtilde[401],TBtilde[402],TBtilde[403],TBtilde[404],TBtilde[405],TBtilde[406],TBtilde[407],TBtilde[408],TBtilde[409],TBtilde[410],TBtilde[411],TBtilde[412],TBtilde[413],TBtilde[414],TBtilde[415],TBtilde[416],TBtilde[417],TBtilde[418],TBtilde[419],TBtilde[420],TBtilde[421],TBtilde[422],TBtilde[423],TBtilde[424],TBtilde[425],TBtilde[426],TBtilde[427],TBtilde[428],TBtilde[429],TBtilde[430],TBtilde[431],TBtilde[432],TBtilde[433],TBtilde[434],TBtilde[435],TBtilde[436],TBtilde[437],TBtilde[438],TBtilde[439],TBtilde[440],TBtilde[441],TBtilde[442],TBtilde[443],TBtilde[444],TBtilde[445],TBtilde[446],TBtilde[447],TBtilde[448],TBtilde[449],TBtilde[450],TBtilde[451],TBtilde[452],TBtilde[453],TBtilde[454],TBtilde[455],TBtilde[456],TBtilde[457],TBtilde[458],TBtilde[459],TBtilde[460],TBtilde[461],TBtilde[462],TBtilde[463],TBtilde[464],TBtilde[465],TBtilde[466],TBtilde[467],TBtilde[468],TBtilde[469],TBtilde[470],TBtilde[471],TBtilde[472],TBtilde[473],TBtilde[474],TBtilde[475],TBtilde[476],TBtilde[477],TBtilde[478],TBtilde[479],TBtilde[480],TBtilde[481],TBtilde[482],TBtilde[483],TBtilde[484],TBtilde[485],TBtilde[486],TBtilde[487],TBtilde[488],TBtilde[489],TBtilde[490],TBtilde[491],TBtilde[492],TBtilde[493],TBtilde[494],TBtilde[495],TBtilde[496],TBtilde[497],TBtilde[498],TBtilde[499],TBtilde[500],TBtilde[501],TBtilde[502],TBtilde[503],TBtilde[504],TBtilde[505],TBtilde[506],TBtilde[507],TBtilde[508],TBtilde[509],TBtilde[510],TBtilde[511],TBtilde[512],TBtilde[513],TBtilde[514],TBtilde[515],TBtilde[516],TBtilde[517],TBtilde[518],TBtilde[519],TBtilde[520],TBtilde[521],TBtilde[522],TBtilde[523],TBtilde[524],TBtilde[525],TBtilde[526],TBtilde[527],TBtilde[528],TBtilde[529],TBtilde[530],TBtilde[531],TBtilde[532],TBtilde[533],TBtilde[534],TBtilde[535],TBtilde[536],TBtilde[537],TBtilde[538],TBtilde[539],TBtilde[540],TBtilde[541],TBtilde[542],TBtilde[543],TBtilde[544],TBtilde[545],TBtilde[546],TBtilde[547],TBtilde[548],TBtilde[549],TBtilde[550],TBtilde[551],TBtilde[552],TBtilde[553],TBtilde[554],TBtilde[555],TBtilde[556],TBtilde[557],TBtilde[558],TBtilde[559],TBtilde[560],TBtilde[561],TBtilde[562],TBtilde[563],TBtilde[564],TBtilde[565],TBtilde[566],TBtilde[567],TBtilde[568],TBtilde[569],TBtilde[570],TBtilde[571],TBtilde[572],TBtilde[573],TBtilde[574],TBtilde[575],TBtilde[576],TBtilde[577],TBtilde[578],TBtilde[579],TBtilde[580],TBtilde[581],TBtilde[582],TBtilde[583],TBtilde[584],TBtilde[585],TBtilde[586],TBtilde[587],TBtilde[588],TBtilde[589],TBtilde[590],TBtilde[591],TBtilde[592],TBtilde[593],TBtilde[594],TBtilde[595],TBtilde[596],TBtilde[597],TBtilde[598],TBtilde[599],TBtilde[600],TBtilde[601],TBtilde[602],TBtilde[603],TBtilde[604],TBtilde[605],TBtilde[606],TBtilde[607],TBtilde[608],TBtilde[609],TBtilde[610],TBtilde[611],TBtilde[612],TBtilde[613],TBtilde[614],TBtilde[615],TBtilde[616],TBtilde[617],TBtilde[618],TBtilde[619],TBtilde[620],TBtilde[621],TBtilde[622],TBtilde[623],TBtilde[624],TBtilde[625],TBtilde[626],TBtilde[627],TBtilde[628],TBtilde[629],TBtilde[630],TBtilde[631],TBtilde[632],TBtilde[633],TBtilde[634],TBtilde[635],TBtilde[636],TBtilde[637],TBtilde[638],TBtilde[639],TW[1],TW[2],TW[3],TW[4],TW[5],TW[6],TW[7],TW[8],TW[9],TW[10],TW[11],TW[12],TW[13],TW[14],TW[15],TW[16],TW[17],TW[18],TW[19],TW[20],TW[21],TW[22],TW[23],TW[24],TW[25],TW[26],TW[27],TW[28],TW[29],TW[30],TW[31],TW[32],TW[33],TW[34],TW[35],TW[36],TW[37],TW[38],TW[39],TW[40],TW[41],TW[42],TW[43],TW[44],TW[45],TW[46],TW[47],TW[48],TW[49],TW[50],TW[51],TW[52],TW[53],TW[54],TW[55],TW[56],TW[57],TW[58],TW[59],TW[60],TW[61],TW[62],TW[63],TW[64],TW[65],TW[66],TW[67],TW[68],TW[69],TW[70],TW[71],TW[72],TW[73],TW[74],TW[75],TW[76],TW[77],TW[78],TW[79],TW[80],TW[81],TW[82],TW[83],TW[84],TW[85],TW[86],TW[87],TW[88],TW[89],TW[90],TW[91],TW[92],TW[93],TW[94],TW[95],TW[96],TW[97],TW[98],TW[99],TW[100],TW[101],TW[102],TW[103],TW[104],TW[105],TW[106],TW[107],TW[108],TW[109],TW[110],TW[111],TW[112],TW[113],TW[114],TW[115],TW[116],TW[117],TW[118],TW[119],TW[120],TW[121],TW[122],TW[123],TW[124],TW[125],TW[126],TW[127],TW[128],TW[129],TW[130],TW[131],TW[132],TW[133],TW[134],TW[135],TW[136],TW[137],TW[138],TW[139],TW[140],TW[141],TW[142],TW[143],TW[144],TW[145],TW[146],TW[147],TW[148],TW[149],TW[150],TW[151],TW[152],TW[153],TW[154],TW[155],TW[156],TW[157],TW[158],TW[159],TW[160],TW[161],TW[162],TW[163],TW[164],TW[165],TW[166],TW[167],TW[168],TW[169],TW[170],TW[171],TW[172],TW[173],TW[174],TW[175],TW[176],TW[177],TW[178],TW[179],TW[180],TW[181],TW[182],TW[183],TW[184],TW[185],TW[186],TW[187],TW[188],TW[189],TW[190],TW[191],TW[192],TW[193],TW[194],TW[195],TW[196],TW[197],TW[198],TW[199],TW[200],TW[201],TW[202],TW[203],TW[204],TW[205],TW[206],TW[207],TW[208],TW[209],TW[210],TW[211],TW[212],TW[213],TW[214],TW[215],TW[216],TW[217],TW[218],TW[219],TW[220],TW[221],TW[222],TW[223],TW[224],TW[225],TW[226],TW[227],TW[228],TW[229],TW[230],TW[231],TW[232],TW[233],TW[234],TW[235],TW[236],TW[237],TW[238],TW[239],TW[240],TW[241],TW[242],TW[243],TW[244],TW[245],TW[246],TW[247],TW[248],TW[249],TW[250],TW[251],TW[252],TW[253],TW[254],TW[255],TW[256],TW[257],TW[258],TW[259],TW[260],TW[261],TW[262],TW[263],TW[264],TW[265],TW[266],TW[267],TW[268],TW[269],TW[270],TW[271],TW[272],TW[273],TW[274],TW[275],TW[276],TW[277],TW[278],TW[279],TW[280],TW[281],TW[282],TW[283],TW[284],TW[285],TW[286],TW[287],TW[288],TW[289],TW[290],TW[291],TW[292],TW[293],TW[294],TW[295],TW[296],TW[297],TW[298],TW[299],TW[300],TW[301],TW[302],TW[303],TW[304],TW[305],TW[306],TW[307],TW[308],TW[309],TW[310],TW[311],TW[312],TW[313],TW[314],TW[315],TW[316],TW[317],TW[318],TW[319],TW[320],TW[321],TW[322],TW[323],TW[324],TW[325],TW[326],TW[327],TW[328],TW[329],TW[330],TW[331],TW[332],TW[333],TW[334],TW[335],TW[336],TW[337],TW[338],TW[339],TW[340],TW[341],TW[342],TW[343],TW[344],TW[345],TW[346],TW[347],TW[348],TW[349],TW[350],TW[351],TW[352],TW[353],TW[354],TW[355],TW[356],TW[357],TW[358],TW[359],TW[360],TW[361],TW[362],TW[363],TW[364],TW[365],TW[366],TW[367],TW[368],TW[369],TW[370],TW[371],TW[372],TW[373],TW[374],TW[375],TW[376],TW[377],TW[378],TW[379],TW[380],TW[381],TW[382],TW[383],TW[384],TW[385],TW[386],TW[387],TW[388],TW[389],TW[390],TW[391],TW[392],TW[393],TW[394],TW[395],TW[396],TW[397],TW[398],TW[399],TW[400],TW[401],TW[402],TW[403],TW[404],TW[405],TW[406],TW[407],TW[408],TW[409],TW[410],TW[411],TW[412],TW[413],TW[414],TW[415],TW[416],TW[417],TW[418],TW[419],TW[420],TW[421],TW[422],TW[423],TW[424],TW[425],TW[426],TW[427],TW[428],TW[429],TW[430],TW[431],TW[432],TW[433],TW[434],TW[435],TW[436],TW[437],TW[438],TW[439],TW[440],TW[441],TW[442],TW[443],TW[444],TW[445],TW[446],TW[447],TW[448],TW[449],TW[450],TW[451],TW[452],TW[453],TW[454],TW[455],TW[456],TW[457],TW[458],TW[459],TW[460],TW[461],TW[462],TW[463],TW[464],TW[465],TW[466],TW[467],TW[468],TW[469],TW[470],TW[471],TW[472],TW[473],TW[474],TW[475],TW[476],TW[477],TW[478],TW[479],TW[480],TW[481],TW[482],TW[483],TW[484],TW[485],TW[486],TW[487],TW[488],TW[489],TW[490],TW[491],TW[492],TW[493],TW[494],TW[495],TW[496],TW[497],TW[498],TW[499],TW[500],TW[501],TW[502],TW[503],TW[504],TW[505],TW[506],TW[507],TW[508],TW[509],TW[510],TW[511],TW[512],TW[513],TW[514],TW[515],TW[516],TW[517],TW[518],TW[519],TW[520],TW[521],TW[522],TW[523],TW[524],TW[525],TW[526],TW[527],TW[528],TW[529],TW[530],TW[531],TW[532],TW[533],TW[534],TW[535],TW[536],TW[537],TW[538],TW[539],TW[540],TW[541],TW[542],TW[543],TW[544],TW[545],TW[546],TW[547],TW[548],TW[549],TW[550],TW[551],TW[552],TW[553],TW[554],TW[555],TW[556],TW[557],TW[558],TW[559],TW[560],TW[561],TW[562],TW[563],TW[564],TW[565],TW[566],TW[567],TW[568],TW[569],TW[570],TW[571],TW[572],TW[573],TW[574],TW[575],TW[576],TW[577],TW[578],TW[579],TW[580],TW[581],TW[582],TW[583],TW[584],TW[585],TW[586],TW[587],TW[588],TW[589],TW[590],TW[591],TW[592],TW[593],TW[594],TW[595],TW[596],TW[597],TW[598],TW[599],TW[600],TW[601],TW[602],TW[603],TW[604],TW[605],TW[606],TW[607],TW[608],TW[609],TW[610],TW[611],TW[612],TW[613],TW[614],TW[615],TW[616],TW[617],TW[618],TW[619],TW[620],TW[621],TW[622],TW[623],TW[624],TW[625],TW[626],TW[627],TW[628],TW[629],TW[630],TW[631],TW[632],TW[633],TW[634],TW[635],TW[636],TW[637],TW[638],TW[639]) * Number of discrete variables: 0 () * Number of discrete states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for simulation (3199): * Single equations (assignments): 3199 * Array equations: 0 * Algorithm blocks: 0 * Record equations: 0 * When equations: 0 * If-equations: 0 * Equation systems (linear and non-linear blocks): 0 * Torn equation systems: 0 * Mixed (continuous/discrete) equation systems: 0 Notification: Performance of Backend phase and start with SimCode phase: time 0.1706/7.604, allocations: 61.55 MB / 2.173 GB, free: 113.8 MB / 0.7609 GB Notification: Performance of simCode: created initialization part: time 0.1037/7.708, allocations: 42.65 MB / 2.215 GB, free: 78.55 MB / 0.7609 GB Notification: Performance of simCode: created event and clocks part: time 8.435e-06/7.708, allocations: 0 / 2.215 GB, free: 78.55 MB / 0.7609 GB Notification: Performance of simCode: created simulation system equations: time 0.05431/7.762, allocations: 21.3 MB / 2.236 GB, free: 59.1 MB / 0.7609 GB Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.03074/7.793, allocations: 3.214 MB / 2.239 GB, free: 56.88 MB / 0.7609 GB Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 1.604/9.397, allocations: 371.7 MB / 2.602 GB, free: 131.9 MB / 0.7609 GB Notification: Performance of simCode: some other stuff during SimCode phase: time 0.01146/9.408, allocations: 8.713 MB / 2.61 GB, free: 130.7 MB / 0.7609 GB Notification: Performance of simCode: alias equations: time 0.07067/9.479, allocations: 13.47 MB / 2.624 GB, free: 130.5 MB / 0.7609 GB Notification: Performance of simCode: all other stuff during SimCode phase: time 0.0363/9.516, allocations: 7.406 MB / 2.631 GB, free: 125.7 MB / 0.7609 GB Notification: Performance of SimCode: time 1.553e-06/9.516, allocations: 0 / 2.631 GB, free: 125.7 MB / 0.7609 GB Notification: Performance of buildModelFMU: Generate the FMI files: time 1.456/10.97, allocations: 466.6 MB / 3.087 GB, free: 35.95 MB / 0.7609 GB Notification: Performance of buildModelFMU: configured platform static using cached values: time 0.0001567/10.97, allocations: 219.8 kB / 3.087 GB, free: 35.66 MB / 0.7609 GB Notification: Performance of buildModelFMU: Generate platform static: time 22.78/33.75, allocations: 0.7812 kB / 3.087 GB, free: 35.66 MB / 0.7609 GB (rm -f ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640.pipe ; mkfifo ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640.pipe ; head -c 1048576 < ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640.pipe >> ../files/ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640.sim & /home/hudson/saved_omc/OMSimulator/install/linux/bin/OMSimulator -r=ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640_res.mat --tempDir=temp_ScalableTestSuite_ScalableTestSuite_Thermal_HeatExchanger_ScaledExperiments_CounterCurrentHeatExchangerEquations_N_640_fmu --startTime=0 --stopTime=20 --timeout=300 --tolerance=1e-08 ScalableTestSuite_ScalableTestSuite_Thermal_HeatExchanger_ScaledExperiments_CounterCurrentHeatExchangerEquations_N_640.fmu > ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640.pipe 2>&1) TODO: How the !@#!# did the simulation report success but simulation result ScalableTestSuite_ScalableTestSuite.Thermal.HeatExchanger.ScaledExperiments.CounterCurrentHeatExchangerEquations_N_640_res.mat does not exist to compare? outputFormat=mat