Running command: "" <> buildModelFMU(ModelicaTest.Electrical.QuasiStatic.MultiPhase.Ideal,fileNamePrefix="ModelicaTest_3_2_2_cs_ModelicaTest_Electrical_QuasiStatic_MultiPhase_Ideal",fmuType="cs",version="2.0",platforms={"dynamic"}) [:1:1-1:32:writable] Error: Class GC_set_max_heap_size not found in scope (looking for a function or record). Notification: Performance of loadModel(ModelicaTest): time 2.36/2.36, allocations: 235 MB / 242 MB, free: 9.762 MB / 202.7 MB Notification: Performance of FrontEnd - loaded program: time 0.1403/2.501, allocations: 57.21 MB / 299.2 MB, free: 436 kB / 250.7 MB Notification: Performance of FrontEnd - Absyn->SCode: time 0.3041/2.805, allocations: 54.85 MB / 354.1 MB, free: 13.39 MB / 298.7 MB Notification: Performance of FrontEnd - scodeFlatten: time 0.4033/3.208, allocations: 105.7 MB / 459.8 MB, free: 35.63 MB / 378.7 MB Notification: Performance of FrontEnd - mkProgramGraph: time 0.0002884/3.208, allocations: 84.69 kB / 459.9 MB, free: 35.63 MB / 378.7 MB Notification: Model statistics after passing the front-end and creating the data structures used by the back-end: * Number of equations: 3915 * Number of variables: 3915 Notification: Performance of Generate backend data structure: time 2.24/5.448, allocations: 477.2 MB / 0.9151 GB, free: 47.2 MB / 490.7 MB Notification: Performance of prepare preOptimizeDAE: time 5.239e-05/5.448, allocations: 9.25 kB / 0.9151 GB, free: 47.2 MB / 490.7 MB Notification: Performance of preOpt normalInlineFunction (simulation): time 0.08552/5.534, allocations: 7.713 MB / 0.9227 GB, free: 45.28 MB / 490.7 MB Notification: Performance of preOpt evaluateParameters (simulation): time 0.03266/5.566, allocations: 8.607 MB / 0.9311 GB, free: 37.63 MB / 490.7 MB Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.001596/5.568, allocations: 479.5 kB / 0.9315 GB, free: 37.17 MB / 490.7 MB Notification: Performance of preOpt expandDerOperator (simulation): time 0.007475/5.575, allocations: 0.7693 MB / 0.9323 GB, free: 36.4 MB / 490.7 MB Notification: Performance of preOpt removeEqualFunctionCalls (simulation): time 0.08302/5.658, allocations: 20.37 MB / 0.9522 GB, free: 17.75 MB / 490.7 MB Notification: Performance of preOpt clockPartitioning (simulation): time 0.1137/5.772, allocations: 22.67 MB / 0.9743 GB, free: 10.63 MB / 0.4948 GB Notification: Performance of preOpt findStateOrder (simulation): time 0.0008703/5.773, allocations: 19.8 kB / 0.9743 GB, free: 10.61 MB / 0.4948 GB Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.006465/5.78, allocations: 12 kB / 0.9744 GB, free: 10.6 MB / 0.4948 GB Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.00176/5.781, allocations: 0.9463 MB / 0.9753 GB, free: 9.652 MB / 0.4948 GB Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.696/6.477, allocations: 75.78 MB / 1.049 GB, free: 95.99 MB / 0.4949 GB Notification: Performance of preOpt comSubExp (simulation): time 0.04015/6.518, allocations: 14.74 MB / 1.064 GB, free: 92.41 MB / 0.4949 GB Notification: Performance of preOpt resolveLoops (simulation): time 0.03441/6.552, allocations: 11.91 MB / 1.075 GB, free: 87.59 MB / 0.4949 GB Notification: Performance of preOpt evalFunc (simulation): time 0.1368/6.689, allocations: 39.61 MB / 1.114 GB, free: 69.47 MB / 0.4949 GB Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 0.0001888/6.689, allocations: 134.2 kB / 1.114 GB, free: 69.36 MB / 0.4949 GB Notification: Performance of pre-optimization done (n=1215): time 2.091e-05/6.689, allocations: 0 / 1.114 GB, free: 69.36 MB / 0.4949 GB Notification: Performance of matching and sorting (n=1215): time 0.08635/6.776, allocations: 23.43 MB / 1.137 GB, free: 53.91 MB / 0.4949 GB Notification: Performance of inlineWhenForInitialization (initialization): time 0.0001081/6.776, allocations: 176.7 kB / 1.137 GB, free: 53.71 MB / 0.4949 GB Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.008388/6.784, allocations: 2.558 MB / 1.14 GB, free: 51.52 MB / 0.4949 GB Notification: Performance of collectPreVariables (initialization): time 0.003264/6.787, allocations: 30.25 kB / 1.14 GB, free: 51.48 MB / 0.4949 GB Notification: Performance of collectInitialEqns (initialization): time 0.002912/6.79, allocations: 3.926 MB / 1.144 GB, free: 48.41 MB / 0.4949 GB Notification: Performance of collectInitialBindings (initialization): time 0.007663/6.798, allocations: 3.819 MB / 1.147 GB, free: 44.88 MB / 0.4949 GB Notification: Performance of simplifyInitialFunctions (initialization): time 0.003321/6.801, allocations: 0 / 1.147 GB, free: 44.88 MB / 0.4949 GB Notification: Performance of setup shared object (initialization): time 0.00175/6.803, allocations: 0.759 MB / 1.148 GB, free: 44.25 MB / 0.4949 GB Notification: Performance of preBalanceInitialSystem (initialization): time 0.02522/6.829, allocations: 8.373 MB / 1.156 GB, free: 36.93 MB / 0.4949 GB Notification: Performance of partitionIndependentBlocks (initialization): time 0.02802/6.857, allocations: 9.825 MB / 1.166 GB, free: 27.87 MB / 0.4949 GB Notification: Performance of analyzeInitialSystem (initialization): time 0.03417/6.891, allocations: 10.05 MB / 1.176 GB, free: 19.45 MB / 0.4949 GB Notification: Performance of solveInitialSystemEqSystem (initialization): time 9.817e-05/6.891, allocations: 8 kB / 1.176 GB, free: 19.44 MB / 0.4949 GB Notification: Performance of matching and sorting (n=1387) (initialization): time 0.3892/7.28, allocations: 25.07 MB / 1.2 GB, free: 89.66 MB / 0.4949 GB Notification: Performance of prepare postOptimizeDAE: time 2.554e-05/7.28, allocations: 4.875 kB / 1.2 GB, free: 89.66 MB / 0.4949 GB Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.0001537/7.28, allocations: 33.59 kB / 1.2 GB, free: 89.66 MB / 0.4949 GB Notification: Performance of postOpt tearingSystem (initialization): time 0.04112/7.322, allocations: 10.28 MB / 1.21 GB, free: 89.3 MB / 0.4949 GB Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.0163/7.338, allocations: 1.382 MB / 1.211 GB, free: 89.3 MB / 0.4949 GB Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 0.06226/7.4, allocations: 21.15 MB / 1.232 GB, free: 87.06 MB / 0.4949 GB Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.01432/7.415, allocations: 0.8475 MB / 1.233 GB, free: 87.06 MB / 0.4949 GB Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.004252/7.419, allocations: 401.6 kB / 1.233 GB, free: 87.06 MB / 0.4949 GB Warning: Iteration variables with default zero start attribute in torn nonlinear equation system: variableImpedance.variableImpedance[2].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] impedance.impedance[2].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableImpedance.v[2].re:VARIABLE(unit = "V" ) "Imaginary part of complex voltage" type: Real [3] variableImpedance.i[3].im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] variableImpedance.i[2].re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableImpedance.i[1].re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableImpedance.i[2].im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] variableImpedance.i[3].re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableImpedance.i[1].im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] variableImpedance.variableImpedance[3].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] impedance.impedance[3].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableImpedance.v[3].re:VARIABLE(unit = "V" ) "Imaginary part of complex voltage" type: Real [3] impedance.plugToPins_p.plugToPin_p[3].plug_p.pin[3].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3,3] impedance.plugToPins_p.plugToPin_p[3].plug_p.pin[3].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3,3] impedance.plugToPins_p.plugToPin_p[2].plug_p.pin[2].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3,3] impedance.plugToPins_p.plugToPin_p[2].plug_p.pin[2].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3,3] impedance.plugToPins_p.plugToPin_p[2].plug_p.pin[1].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3,3] impedance.plugToPins_p.plugToPin_p[2].plug_p.pin[1].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3,3] variableImpedance.variableImpedance[1].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] impedance.impedance[1].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableImpedance.v[1].re:VARIABLE(unit = "V" ) "Imaginary part of complex voltage" type: Real [3] admittance.admittance[3].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] variableAdmittance.v[3].re:VARIABLE(unit = "V" ) "Imaginary part of complex voltage" type: Real [3] admittance.admittance[2].i.im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] admittance.v[2].im:VARIABLE(unit = "V" ) "Real part of complex voltage" type: Real [3] admittance.admittance[1].i.im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] variableAdmittance.v[1].im:VARIABLE(unit = "V" ) "Real part of complex voltage" type: Real [3] idealIntermediateSwitch.plugToPins_n1.pin_n[3].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_n1.pin_n[3].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s4.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s1.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s1.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s4.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_p2.pin_p[3].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s2.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[3].s1.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[3].s2.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealOpeningSwitch.idealOpeningSwitch[2].s.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[2].s1.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_p1.pin_p[1].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s3.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n2.pin_n[2].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s3.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s4.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s2.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s3.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s1.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_p1.pin_p[2].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p1.pin_p[3].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s3.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n2.pin_n[3].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s2.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[3].s3.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n2.pin_n[2].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s2.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n2.pin_n[1].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s2.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s3.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s1.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s4.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_p2.pin_p[1].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p2.pin_p[1].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p2.pin_p[2].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p2.pin_p[2].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p2.pin_p[3].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[1].s1.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n1.pin_n[2].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s4.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[2].s2.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[2].s1.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[2].s1.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n1.pin_n[2].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_n1.pin_n[1].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s1.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s4.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n1.pin_n[1].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p1.pin_p[2].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p1.pin_p[1].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_p1.pin_p[3].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[3].s1.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealClosingSwitch.idealClosingSwitch[2].s.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[1].s1.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[3].s2.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[1].s2.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealClosingSwitch.idealClosingSwitch[1].s.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[1].s2.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealIntermediateSwitch.idealIntermediateSwitch[1].s2.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealIntermediateSwitch.plugToPins_n2.pin_n[1].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] idealIntermediateSwitch.plugToPins_n2.pin_n[3].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] idealClosingSwitch.idealClosingSwitch[1].s.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealOpeningSwitch.idealOpeningSwitch[1].s.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealClosingSwitch.idealClosingSwitch[3].s.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealOpeningSwitch.idealOpeningSwitch[3].s.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealOpeningSwitch.idealOpeningSwitch[1].s.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealClosingSwitch.idealClosingSwitch[3].s.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealOpeningSwitch.idealOpeningSwitch[3].s.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] idealOpeningSwitch.idealOpeningSwitch[2].s.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealClosingSwitch.idealClosingSwitch[2].s.im:VARIABLE(unit = "1" protected = true ) "Imaginary part of complex number" type: Real [3] idealCommutingSwitch.idealCommutingSwitch[2].s2.re:VARIABLE(unit = "1" protected = true ) "Real part of complex number" type: Real [3] Warning: Iteration variables with default zero start attribute in torn nonlinear equation system: short.short[3].i.im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] short.short[1].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] short.short[2].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] short.short[2].i.im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] short.short[3].i.re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] short.short[1].i.im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] Warning: Iteration variables with default zero start attribute in torn nonlinear equation system: output I[2].im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] output I[3].re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] output I[1].im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] output I[1].re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] output I[3].im:VARIABLE(unit = "A" ) "Imaginary part of complex current" type: Real [3] output I[2].re:VARIABLE(unit = "A" ) "Real part of complex current" type: Real [3] Warning: Iteration variables with default zero start attribute in torn nonlinear equation system: star.plugToPins_p.pin_p[3].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] star.plugToPins_p.pin_p[2].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] star.plugToPins_p.pin_p[2].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] star.plugToPins_p.pin_p[1].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] star.plugToPins_p.pin_p[1].i.im:VARIABLE(flow=true unit = "A" ) "Imaginary part of complex current" type: Real [3] star.plugToPins_p.pin_p[3].i.re:VARIABLE(flow=true unit = "A" ) "Real part of complex current" type: Real [3] Notification: Model statistics after passing the back-end for initialization: * Number of independent subsystems: 149 * Number of states: 0 () * Number of discrete variables: 12 (booleanStep1[1].y,booleanStep1[2].y,booleanStep1[3].y,booleanStep2[1].y,booleanStep2[2].y,booleanStep2[3].y,booleanStep3[1].y,booleanStep3[2].y,booleanStep3[3].y,booleanStep4[1].y,booleanStep4[2].y,booleanStep4[3].y) * Number of discrete states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for initialization (722): * Single equations (assignments): 655 * Array equations: 0 * Algorithm blocks: 0 * Record equations: 63 * When equations: 0 * If-equations: 0 * Equation systems (linear and non-linear blocks): 0 * Torn equation systems: 4 * Mixed (continuous/discrete) equation systems: 0 Notification: Torn system details for strict tearing set: * Linear torn systems: 0 * Non-linear torn systems: 4 {6 9,6 9,6 9,99 312} Notification: Performance of prepare postOptimizeDAE: time 0.008162/7.427, allocations: 0.595 MB / 1.234 GB, free: 86.93 MB / 0.4949 GB Notification: Performance of postOpt lateInlineFunction (simulation): time 0.005059/7.432, allocations: 0.5803 MB / 1.235 GB, free: 86.93 MB / 0.4949 GB Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.09461/7.527, allocations: 25.52 MB / 1.259 GB, free: 86.51 MB / 0.4949 GB Notification: Performance of postOpt inlineArrayEqn (simulation): time 0.0006508/7.528, allocations: 333.7 kB / 1.26 GB, free: 86.51 MB / 0.4949 GB Notification: Performance of postOpt constantLinearSystem (simulation): time 3.817e-05/7.528, allocations: 3.281 kB / 1.26 GB, free: 86.51 MB / 0.4949 GB Notification: Performance of postOpt simplifysemiLinear (simulation): time 0.0002355/7.528, allocations: 47.39 kB / 1.26 GB, free: 86.51 MB / 0.4949 GB Notification: Performance of postOpt removeSimpleEquations (simulation): time 0.1477/7.676, allocations: 42.99 MB / 1.302 GB, free: 77.16 MB / 0.4949 GB Notification: Performance of postOpt simplifyComplexFunction (simulation): time 0.0001669/7.676, allocations: 4.188 kB / 1.302 GB, free: 77.16 MB / 0.4949 GB Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.01466/7.691, allocations: 1.119 MB / 1.303 GB, free: 77.13 MB / 0.4949 GB Notification: Performance of postOpt tearingSystem (simulation): time 0.04288/7.733, allocations: 10.22 MB / 1.313 GB, free: 74.09 MB / 0.4949 GB Notification: Performance of postOpt inputDerivativesUsed (simulation): time 0.003789/7.737, allocations: 132.4 kB / 1.313 GB, free: 74.05 MB / 0.4949 GB Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 0.06413/7.802, allocations: 21.12 MB / 1.334 GB, free: 64.23 MB / 0.4949 GB Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 1.131e-05/7.802, allocations: 4.156 kB / 1.334 GB, free: 64.23 MB / 0.4949 GB Notification: Performance of postOpt detectJacobianSparsePattern (simulation): time 0.1379/7.939, allocations: 37.97 MB / 1.371 GB, free: 33.54 MB / 0.4949 GB Notification: Performance of postOpt generateSymbolicLinearization (simulation): time 0.4526/8.392, allocations: 53.02 MB / 1.422 GB, free: 96.18 MB / 0.4949 GB Notification: Performance of postOpt removeConstants (simulation): time 0.01221/8.404, allocations: 2.718 MB / 1.425 GB, free: 96.09 MB / 0.4949 GB Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.005144/8.41, allocations: 3.406 kB / 1.425 GB, free: 96.09 MB / 0.4949 GB Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.01314/8.423, allocations: 308.1 kB / 1.425 GB, free: 96.09 MB / 0.4949 GB Notification: Performance of postOpt findZeroCrossings (simulation): time 0.005973/8.429, allocations: 0.8732 MB / 1.426 GB, free: 96.08 MB / 0.4949 GB Notification: Performance of postOpt collapseArrayExpressions (simulation): time 0.004081/8.433, allocations: 313.4 kB / 1.427 GB, free: 96.08 MB / 0.4949 GB Notification: Performance of sort global known variables: time 0.006154/8.439, allocations: 1.925 MB / 1.428 GB, free: 95.94 MB / 0.4949 GB Notification: Performance of remove unused functions: time 0.02017/8.459, allocations: 3.208 MB / 1.432 GB, free: 95.6 MB / 0.4949 GB Notification: Model statistics after passing the back-end for simulation: * Number of independent subsystems: 2 * Number of states: 1 (idealClosingSwitch.idealClosingSwitch[1].pin_p.reference.gamma) * Number of discrete variables: 12 (booleanStep1[1].y,booleanStep1[2].y,booleanStep1[3].y,booleanStep2[1].y,booleanStep2[2].y,booleanStep2[3].y,booleanStep3[1].y,booleanStep3[2].y,booleanStep3[3].y,booleanStep4[1].y,booleanStep4[2].y,booleanStep4[3].y) * Number of discrete states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for simulation (592): * Single equations (assignments): 525 * Array equations: 0 * Algorithm blocks: 0 * Record equations: 63 * When equations: 0 * If-equations: 0 * Equation systems (linear and non-linear blocks): 0 * Torn equation systems: 4 * Mixed (continuous/discrete) equation systems: 0 Notification: Torn system details for strict tearing set: * Linear torn systems: 0 * Non-linear torn systems: 4 {6 9,6 9,6 9,99 312} Notification: Performance of Backend phase and start with SimCode phase: time 0.004176/8.464, allocations: 210.7 kB / 1.432 GB, free: 95.52 MB / 0.4949 GB Notification: Performance of simCode: created initialization part: time 0.0717/8.535, allocations: 20.67 MB / 1.452 GB, free: 95.2 MB / 0.4949 GB Notification: Performance of simCode: created event and clocks part: time 1.305e-05/8.535, allocations: 4.812 kB / 1.452 GB, free: 95.2 MB / 0.4949 GB Notification: Performance of simCode: created simulation system equations: time 0.04497/8.58, allocations: 11.39 MB / 1.463 GB, free: 94.81 MB / 0.4949 GB Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.01467/8.595, allocations: 0.9131 MB / 1.464 GB, free: 94.79 MB / 0.4949 GB Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 0.1173/8.712, allocations: 28.93 MB / 1.492 GB, free: 91.31 MB / 0.4949 GB Notification: Performance of simCode: all other stuff during SimCode phase: time 0.03669/8.749, allocations: 10.1 MB / 1.502 GB, free: 88.31 MB / 0.4949 GB Notification: Performance of SimCode: time 3.036e-06/8.749, allocations: 0 / 1.502 GB, free: 88.31 MB / 0.4949 GB TODO: How the !@#!# did the simulation report success but simulation result ModelicaTest_3.2.2_cs_ModelicaTest.Electrical.QuasiStatic.MultiPhase.Ideal_res.mat does not exist to compare? outputFormat=mat