Running: ./testmodel.py --libraries=/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/ --ompython_omhome=/usr ModelicaTest_3.2.2_ModelicaTest.Blocks.FilterTests.AllOptions.conf.json Using package ModelicaTest with version 3.2.2 (/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaTest 3.2.2+maint.om/package.mo) Using package ModelicaServices with version 3.2.2 (/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 3.2.2+maint.om/package.mo) Using package Modelica with version 3.2.2 (/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.2+maint.om/package.mo) Using package Complex with version 3.2.2 (/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 3.2.2+maint.om/package.mo) Running command: translateModel(ModelicaTest.Blocks.FilterTests.AllOptions,tolerance=1e-06,outputFormat="mat",numberOfIntervals=5000,variableFilter="time|normalized.steadyState.lowPass.step.y|normalized.steadyState.lowPass.CriticalDamping_a.y|normalized.steadyState.lowPass.CriticalDamping_b.y|normalized.steadyState.lowPass.Bessel_a.y|normalized.steadyState.lowPass.Bessel_b.y|normalized.steadyState.lowPass.Butterworth_a.y|normalized.steadyState.lowPass.Butterworth_b.y|normalized.steadyState.lowPass.ChebyshevI_a.y|normalized.steadyState.lowPass.ChebyshevI_b.y|normalized.steadyState.highPass.step.y|normalized.steadyState.highPass.CriticalDamping_a.y|normalized.steadyState.highPass.CriticalDamping_b.y|normalized.steadyState.highPass.Bessel_a.y|normalized.steadyState.highPass.Bessel_b.y|normalized.steadyState.highPass.Butterworth_a.y|normalized.steadyState.highPass.Butterworth_b.y|normalized.steadyState.highPass.ChebyshevI_a.y|normalized.steadyState.highPass.ChebyshevI_b.y|normalized.steadyState.bandPass.step.y|normalized.steadyState.bandPass.CriticalDamping_a.y|normalized.steadyState.bandPass.CriticalDamping_b.y|normalized.steadyState.bandPass.Bessel_a.y|normalized.steadyState.bandPass.Bessel_b.y|normalized.steadyState.bandPass.Butterworth_a.y|normalized.steadyState.bandPass.Butterworth_b.y|normalized.steadyState.bandPass.ChebyshevI_a.y|normalized.steadyState.bandPass.ChebyshevI_b.y|normalized.steadyState.bandStop.step.y|normalized.steadyState.bandStop.CriticalDamping_a.y|normalized.steadyState.bandStop.CriticalDamping_b.y|normalized.steadyState.bandStop.Bessel_a.y|normalized.steadyState.bandStop.Bessel_b.y|normalized.steadyState.bandStop.Butterworth_a.y|normalized.steadyState.bandStop.Butterworth_b.y|normalized.steadyState.bandStop.ChebyshevI_a.y|normalized.steadyState.bandStop.ChebyshevI_b.y|normalized.initialState.lowPass.step.y|normalized.initialState.lowPass.CriticalDamping_a.y|normalized.initialState.lowPass.CriticalDamping_b.y|normalized.initialState.lowPass.Bessel_a.y|normalized.initialState.lowPass.Bessel_b.y|normalized.initialState.lowPass.Butterworth_a.y|normalized.initialState.lowPass.Butterworth_b.y|normalized.initialState.lowPass.ChebyshevI_a.y|normalized.initialState.lowPass.ChebyshevI_b.y|normalized.initialState.highPass.step.y|normalized.initialState.highPass.CriticalDamping_a.y|normalized.initialState.highPass.CriticalDamping_b.y|normalized.initialState.highPass.Bessel_a.y|normalized.initialState.highPass.Bessel_b.y|normalized.initialState.highPass.Butterworth_a.y|normalized.initialState.highPass.Butterworth_b.y|normalized.initialState.highPass.ChebyshevI_a.y|normalized.initialState.highPass.ChebyshevI_b.y|normalized.initialState.bandPass.step.y|normalized.initialState.bandPass.CriticalDamping_a.y|normalized.initialState.bandPass.CriticalDamping_b.y|normalized.initialState.bandPass.Bessel_a.y|normalized.initialState.bandPass.Bessel_b.y|normalized.initialState.bandPass.Butterworth_a.y|normalized.initialState.bandPass.Butterworth_b.y|normalized.initialState.bandPass.ChebyshevI_a.y|normalized.initialState.bandPass.ChebyshevI_b.y|normalized.initialState.bandStop.step.y|normalized.initialState.bandStop.CriticalDamping_a.y|normalized.initialState.bandStop.CriticalDamping_b.y|normalized.initialState.bandStop.Bessel_a.y|normalized.initialState.bandStop.Bessel_b.y|normalized.initialState.bandStop.Butterworth_a.y|normalized.initialState.bandStop.Butterworth_b.y|normalized.initialState.bandStop.ChebyshevI_a.y|normalized.initialState.bandStop.ChebyshevI_b.y|normalized.initialOutput.lowPass.step.y|normalized.initialOutput.lowPass.CriticalDamping_a.y|normalized.initialOutput.lowPass.CriticalDamping_b.y|normalized.initialOutput.lowPass.Bessel_a.y|normalized.initialOutput.lowPass.Bessel_b.y|normalized.initialOutput.lowPass.Butterworth_a.y|normalized.initialOutput.lowPass.Butterworth_b.y|normalized.initialOutput.lowPass.ChebyshevI_a.y|normalized.initialOutput.lowPass.ChebyshevI_b.y|normalized.initialOutput.highPass.step.y|normalized.initialOutput.highPass.CriticalDamping_a.y|normalized.initialOutput.highPass.CriticalDamping_b.y|normalized.initialOutput.highPass.Bessel_a.y|normalized.initialOutput.highPass.Bessel_b.y|normalized.initialOutput.highPass.Butterworth_a.y|normalized.initialOutput.highPass.Butterworth_b.y|normalized.initialOutput.highPass.ChebyshevI_a.y|normalized.initialOutput.highPass.ChebyshevI_b.y|normalized.initialOutput.bandPass.step.y|normalized.initialOutput.bandPass.CriticalDamping_a.y|normalized.initialOutput.bandPass.CriticalDamping_b.y|normalized.initialOutput.bandPass.Bessel_a.y|normalized.initialOutput.bandPass.Bessel_b.y|normalized.initialOutput.bandPass.Butterworth_a.y|normalized.initialOutput.bandPass.Butterworth_b.y|normalized.initialOutput.bandPass.ChebyshevI_a.y|normalized.initialOutput.bandPass.ChebyshevI_b.y|normalized.initialOutput.bandStop.step.y|normalized.initialOutput.bandStop.CriticalDamping_a.y|normalized.initialOutput.bandStop.CriticalDamping_b.y|normalized.initialOutput.bandStop.Bessel_a.y|normalized.initialOutput.bandStop.Bessel_b.y|normalized.initialOutput.bandStop.Butterworth_a.y|normalized.initialOutput.bandStop.Butterworth_b.y|normalized.initialOutput.bandStop.ChebyshevI_a.y|normalized.initialOutput.bandStop.ChebyshevI_b.y|normalized.noInit.lowPass.step.y|normalized.noInit.lowPass.CriticalDamping_a.y|normalized.noInit.lowPass.CriticalDamping_b.y|normalized.noInit.lowPass.Bessel_a.y|normalized.noInit.lowPass.Bessel_b.y|normalized.noInit.lowPass.Butterworth_a.y|normalized.noInit.lowPass.Butterworth_b.y|normalized.noInit.lowPass.ChebyshevI_a.y|normalized.noInit.lowPass.ChebyshevI_b.y|normalized.noInit.highPass.step.y|normalized.noInit.highPass.CriticalDamping_a.y|normalized.noInit.highPass.CriticalDamping_b.y|normalized.noInit.highPass.Bessel_a.y|normalized.noInit.highPass.Bessel_b.y|normalized.noInit.highPass.Butterworth_a.y|normalized.noInit.highPass.Butterworth_b.y|normalized.noInit.highPass.ChebyshevI_a.y|normalized.noInit.highPass.ChebyshevI_b.y|normalized.noInit.bandPass.step.y|normalized.noInit.bandPass.CriticalDamping_a.y|normalized.noInit.bandPass.CriticalDamping_b.y|normalized.noInit.bandPass.Bessel_a.y|normalized.noInit.bandPass.Bessel_b.y|normalized.noInit.bandPass.Butterworth_a.y|normalized.noInit.bandPass.Butterworth_b.y|normalized.noInit.bandPass.ChebyshevI_a.y|normalized.noInit.bandPass.ChebyshevI_b.y|normalized.noInit.bandStop.step.y|normalized.noInit.bandStop.CriticalDamping_a.y|normalized.noInit.bandStop.CriticalDamping_b.y|normalized.noInit.bandStop.Bessel_a.y|normalized.noInit.bandStop.Bessel_b.y|normalized.noInit.bandStop.Butterworth_a.y|normalized.noInit.bandStop.Butterworth_b.y|normalized.noInit.bandStop.ChebyshevI_a.y|normalized.noInit.bandStop.ChebyshevI_b.y|notNormalized.steadyState.lowPass.step.y|notNormalized.steadyState.lowPass.CriticalDamping_a.y|notNormalized.steadyState.lowPass.CriticalDamping_b.y|notNormalized.steadyState.lowPass.Bessel_a.y|notNormalized.steadyState.lowPass.Bessel_b.y|notNormalized.steadyState.lowPass.Butterworth_a.y|notNormalized.steadyState.lowPass.Butterworth_b.y|notNormalized.steadyState.lowPass.ChebyshevI_a.y|notNormalized.steadyState.lowPass.ChebyshevI_b.y|notNormalized.steadyState.highPass.step.y|notNormalized.steadyState.highPass.CriticalDamping_a.y|notNormalized.steadyState.highPass.CriticalDamping_b.y|notNormalized.steadyState.highPass.Bessel_a.y|notNormalized.steadyState.highPass.Bessel_b.y|notNormalized.steadyState.highPass.Butterworth_a.y|notNormalized.steadyState.highPass.Butterworth_b.y|notNormalized.steadyState.highPass.ChebyshevI_a.y|notNormalized.steadyState.highPass.ChebyshevI_b.y|notNormalized.steadyState.bandPass.step.y|notNormalized.steadyState.bandPass.CriticalDamping_a.y|notNormalized.steadyState.bandPass.CriticalDamping_b.y|notNormalized.steadyState.bandPass.Bessel_a.y|notNormalized.steadyState.bandPass.Bessel_b.y|notNormalized.steadyState.bandPass.Butterworth_a.y|notNormalized.steadyState.bandPass.Butterworth_b.y|notNormalized.steadyState.bandPass.ChebyshevI_a.y|notNormalized.steadyState.bandPass.ChebyshevI_b.y|notNormalized.steadyState.bandStop.step.y|notNormalized.steadyState.bandStop.CriticalDamping_a.y|notNormalized.steadyState.bandStop.CriticalDamping_b.y|notNormalized.steadyState.bandStop.Bessel_a.y|notNormalized.steadyState.bandStop.Bessel_b.y|notNormalized.steadyState.bandStop.Butterworth_a.y|notNormalized.steadyState.bandStop.Butterworth_b.y|notNormalized.steadyState.bandStop.ChebyshevI_a.y|notNormalized.steadyState.bandStop.ChebyshevI_b.y|notNormalized.initialState.lowPass.step.y|notNormalized.initialState.lowPass.CriticalDamping_a.y|notNormalized.initialState.lowPass.CriticalDamping_b.y|notNormalized.initialState.lowPass.Bessel_a.y|notNormalized.initialState.lowPass.Bessel_b.y|notNormalized.initialState.lowPass.Butterworth_a.y|notNormalized.initialState.lowPass.Butterworth_b.y|notNormalized.initialState.lowPass.ChebyshevI_a.y|notNormalized.initialState.lowPass.ChebyshevI_b.y|notNormalized.initialState.highPass.step.y|notNormalized.initialState.highPass.CriticalDamping_a.y|notNormalized.initialState.highPass.CriticalDamping_b.y|notNormalized.initialState.highPass.Bessel_a.y|notNormalized.initialState.highPass.Bessel_b.y|notNormalized.initialState.highPass.Butterworth_a.y|notNormalized.initialState.highPass.Butterworth_b.y|notNormalized.initialState.highPass.ChebyshevI_a.y|notNormalized.initialState.highPass.ChebyshevI_b.y|notNormalized.initialState.bandPass.step.y|notNormalized.initialState.bandPass.CriticalDamping_a.y|notNormalized.initialState.bandPass.CriticalDamping_b.y|notNormalized.initialState.bandPass.Bessel_a.y|notNormalized.initialState.bandPass.Bessel_b.y|notNormalized.initialState.bandPass.Butterworth_a.y|notNormalized.initialState.bandPass.Butterworth_b.y|notNormalized.initialState.bandPass.ChebyshevI_a.y|notNormalized.initialState.bandPass.ChebyshevI_b.y|notNormalized.initialState.bandStop.step.y|notNormalized.initialState.bandStop.CriticalDamping_a.y|notNormalized.initialState.bandStop.CriticalDamping_b.y|notNormalized.initialState.bandStop.Bessel_a.y|notNormalized.initialState.bandStop.Bessel_b.y|notNormalized.initialState.bandStop.Butterworth_a.y|notNormalized.initialState.bandStop.Butterworth_b.y|notNormalized.initialState.bandStop.ChebyshevI_a.y|notNormalized.initialState.bandStop.ChebyshevI_b.y|notNormalized.initialOutput.lowPass.step.y|notNormalized.initialOutput.lowPass.CriticalDamping_a.y|notNormalized.initialOutput.lowPass.CriticalDamping_b.y|notNormalized.initialOutput.lowPass.Bessel_a.y|notNormalized.initialOutput.lowPass.Bessel_b.y|notNormalized.initialOutput.lowPass.Butterworth_a.y|notNormalized.initialOutput.lowPass.Butterworth_b.y|notNormalized.initialOutput.lowPass.ChebyshevI_a.y|notNormalized.initialOutput.lowPass.ChebyshevI_b.y|notNormalized.initialOutput.highPass.step.y|notNormalized.initialOutput.highPass.CriticalDamping_a.y|notNormalized.initialOutput.highPass.CriticalDamping_b.y|notNormalized.initialOutput.highPass.Bessel_a.y|notNormalized.initialOutput.highPass.Bessel_b.y|notNormalized.initialOutput.highPass.Butterworth_a.y|notNormalized.initialOutput.highPass.Butterworth_b.y|notNormalized.initialOutput.highPass.ChebyshevI_a.y|notNormalized.initialOutput.highPass.ChebyshevI_b.y|notNormalized.initialOutput.bandPass.step.y|notNormalized.initialOutput.bandPass.CriticalDamping_a.y|notNormalized.initialOutput.bandPass.CriticalDamping_b.y|notNormalized.initialOutput.bandPass.Bessel_a.y|notNormalized.initialOutput.bandPass.Bessel_b.y|notNormalized.initialOutput.bandPass.Butterworth_a.y|notNormalized.initialOutput.bandPass.Butterworth_b.y|notNormalized.initialOutput.bandPass.ChebyshevI_a.y|notNormalized.initialOutput.bandPass.ChebyshevI_b.y|notNormalized.initialOutput.bandStop.step.y|notNormalized.initialOutput.bandStop.CriticalDamping_a.y|notNormalized.initialOutput.bandStop.CriticalDamping_b.y|notNormalized.initialOutput.bandStop.Bessel_a.y|notNormalized.initialOutput.bandStop.Bessel_b.y|notNormalized.initialOutput.bandStop.Butterworth_a.y|notNormalized.initialOutput.bandStop.Butterworth_b.y|notNormalized.initialOutput.bandStop.ChebyshevI_a.y|notNormalized.initialOutput.bandStop.ChebyshevI_b.y|notNormalized.noInit.lowPass.step.y|notNormalized.noInit.lowPass.CriticalDamping_a.y|notNormalized.noInit.lowPass.CriticalDamping_b.y|notNormalized.noInit.lowPass.Bessel_a.y|notNormalized.noInit.lowPass.Bessel_b.y|notNormalized.noInit.lowPass.Butterworth_a.y|notNormalized.noInit.lowPass.Butterworth_b.y|notNormalized.noInit.lowPass.ChebyshevI_a.y|notNormalized.noInit.lowPass.ChebyshevI_b.y|notNormalized.noInit.highPass.step.y|notNormalized.noInit.highPass.CriticalDamping_a.y|notNormalized.noInit.highPass.CriticalDamping_b.y|notNormalized.noInit.highPass.Bessel_a.y|notNormalized.noInit.highPass.Bessel_b.y|notNormalized.noInit.highPass.Butterworth_a.y|notNormalized.noInit.highPass.Butterworth_b.y|notNormalized.noInit.highPass.ChebyshevI_a.y|notNormalized.noInit.highPass.ChebyshevI_b.y|notNormalized.noInit.bandPass.step.y|notNormalized.noInit.bandPass.CriticalDamping_a.y|notNormalized.noInit.bandPass.CriticalDamping_b.y|notNormalized.noInit.bandPass.Bessel_a.y|notNormalized.noInit.bandPass.Bessel_b.y|notNormalized.noInit.bandPass.Butterworth_a.y|notNormalized.noInit.bandPass.Butterworth_b.y|notNormalized.noInit.bandPass.ChebyshevI_a.y|notNormalized.noInit.bandPass.ChebyshevI_b.y|notNormalized.noInit.bandStop.step.y|notNormalized.noInit.bandStop.CriticalDamping_a.y|notNormalized.noInit.bandStop.CriticalDamping_b.y|notNormalized.noInit.bandStop.Bessel_a.y|notNormalized.noInit.bandStop.Bessel_b.y|notNormalized.noInit.bandStop.Butterworth_a.y|notNormalized.noInit.bandStop.Butterworth_b.y|notNormalized.noInit.bandStop.ChebyshevI_a.y|notNormalized.noInit.bandStop.ChebyshevI_b.y|basicWithGain.step.y|basicWithGain.CriticalDamping_a.y|basicWithGain.CriticalDamping_b.y|basicWithGain.Bessel_a.y|basicWithGain.Bessel_b.y|basicWithGain.Butterworth_a.y|basicWithGain.Butterworth_b.y|basicWithGain.ChebyshevI_a.y|basicWithGain.ChebyshevI_b.y",fileNamePrefix="ModelicaTest_3.2.2_ModelicaTest.Blocks.FilterTests.AllOptions") Notification: Performance of loadFile(/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 3.2.2+maint.om/package.mo): time 0.004115/0.004121, allocations: 363.1 kB / 15.95 MB, free: 6.203 MB / 13.93 MB Notification: Performance of loadFile(/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.2+maint.om/package.mo): time 4.392/4.392, allocations: 388.9 MB / 405.6 MB, free: 9.641 MB / 346.7 MB Notification: Performance of loadFile(/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 3.2.2+maint.om/package.mo): time 0.003548/0.003547, allocations: 227.1 kB / 451 MB, free: 145 MB / 346.7 MB Notification: Performance of loadFile(/var/lib/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaTest 3.2.2+maint.om/package.mo): time 0.5228/0.5228, allocations: 80.02 MB / 0.5627 GB, free: 19.77 MB / 346.7 MB Notification: Performance of FrontEnd - loaded program: time 0.0004837/0.000484, allocations: 12 kB / 0.6266 GB, free: 96.5 MB / 346.7 MB Notification: Performance of FrontEnd - Absyn->SCode: time 0.09957/0.1001, allocations: 54.87 MB / 0.6801 GB, free: 41.63 MB / 346.7 MB Notification: Performance of FrontEnd - scodeFlatten: time 0.5415/0.6416, allocations: 95.46 MB / 0.7734 GB, free: 6.078 MB / 362.7 MB Notification: Performance of FrontEnd - mkProgramGraph: time 0.0003257/0.642, allocations: 83.02 kB / 0.7734 GB, free: 6.035 MB / 362.7 MB Notification: Performance of FrontEnd - DAE generated: time 9.597/10.24, allocations: 1.209 GB / 1.982 GB, free: 11.66 MB / 0.5575 GB Notification: Performance of FrontEnd: time 3.527e-06/10.24, allocations: 0 / 1.982 GB, free: 11.66 MB / 0.5575 GB Notification: Performance of Transformations before backend: time 0.0182/10.26, allocations: 1.503 MB / 1.984 GB, free: 11.37 MB / 0.5575 GB Notification: Model statistics after passing the front-end and creating the data structures used by the back-end: * Number of equations: 4533 * Number of variables: 4533 Notification: Performance of Generate backend data structure: time 0.3263/10.58, allocations: 50.65 MB / 2.033 GB, free: 8.023 MB / 0.5732 GB Notification: Performance of prepare preOptimizeDAE: time 5.856e-05/10.58, allocations: 10.09 kB / 2.033 GB, free: 8.023 MB / 0.5732 GB Notification: Performance of preOpt normalInlineFunction (simulation): time 0.05323/10.64, allocations: 5.18 MB / 2.038 GB, free: 5.125 MB / 0.5732 GB Notification: Performance of preOpt evaluateParameters (simulation): time 0.2061/10.84, allocations: 46.12 MB / 2.083 GB, free: 7.012 MB / 0.5888 GB Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.005732/10.85, allocations: 1.997 MB / 2.085 GB, free: 5.023 MB / 0.5888 GB Notification: Performance of preOpt expandDerOperator (simulation): time 0.04847/10.9, allocations: 3.926 MB / 2.089 GB, free: 1.211 MB / 0.5888 GB Notification: Performance of preOpt clockPartitioning (simulation): time 0.8329/11.73, allocations: 56.53 MB / 2.144 GB, free: 31.02 MB / 0.5888 GB Notification: Performance of preOpt findStateOrder (simulation): time 0.001999/11.73, allocations: 6.844 kB / 2.144 GB, free: 31.02 MB / 0.5888 GB Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.02676/11.76, allocations: 0.8932 MB / 2.145 GB, free: 31.02 MB / 0.5888 GB Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.0007147/11.76, allocations: 430.4 kB / 2.146 GB, free: 31.02 MB / 0.5888 GB Notification: Performance of preOpt removeEqualRHS (simulation): time 0.1718/11.93, allocations: 49.8 MB / 2.194 GB, free: 17.91 MB / 0.5888 GB Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.5066/12.44, allocations: 119.8 MB / 2.311 GB, free: 14.05 MB / 0.6357 GB Notification: Performance of preOpt comSubExp (simulation): time 0.9249/13.36, allocations: 87.43 MB / 2.397 GB, free: 69.67 MB / 0.6357 GB Notification: Performance of preOpt resolveLoops (simulation): time 0.1095/13.47, allocations: 40.67 MB / 2.436 GB, free: 63.37 MB / 0.6357 GB Notification: Performance of preOpt evalFunc (simulation): time 0.007255/13.48, allocations: 438.3 kB / 2.437 GB, free: 63.32 MB / 0.6357 GB Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 0.001558/13.48, allocations: 0.7141 MB / 2.437 GB, free: 62.87 MB / 0.6357 GB Notification: Performance of pre-optimization done (n=4053): time 0.0002548/13.48, allocations: 0 / 2.437 GB, free: 62.87 MB / 0.6357 GB Notification: Performance of matching and sorting (n=4053): time 0.4809/13.96, allocations: 121.7 MB / 2.556 GB, free: 14 MB / 0.6669 GB Notification: Performance of inlineWhenForInitialization (initialization): time 0.6162/14.58, allocations: 24.72 MB / 2.58 GB, free: 85.54 MB / 0.6669 GB Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.1712/14.75, allocations: 51.21 MB / 2.63 GB, free: 83.16 MB / 0.6669 GB Notification: Performance of collectPreVariables (initialization): time 0.03024/14.78, allocations: 1.265 MB / 2.632 GB, free: 83.12 MB / 0.6669 GB Notification: Performance of collectInitialEqns (initialization): time 0.04231/14.82, allocations: 15.14 MB / 2.646 GB, free: 82.21 MB / 0.6669 GB Notification: Performance of collectInitialBindings (initialization): time 0.04383/14.87, allocations: 16.04 MB / 2.662 GB, free: 73.54 MB / 0.6669 GB Notification: Performance of simplifyInitialFunctions (initialization): time 0.02725/14.89, allocations: 1.068 MB / 2.663 GB, free: 73.54 MB / 0.6669 GB Notification: Performance of setup shared object (initialization): time 0.0154/14.91, allocations: 4.641 MB / 2.668 GB, free: 72.99 MB / 0.6669 GB Notification: Performance of preBalanceInitialSystem (initialization): time 0.2078/15.12, allocations: 65.58 MB / 2.732 GB, free: 56.96 MB / 0.6669 GB Notification: Performance of partitionIndependentBlocks (initialization): time 0.9638/16.08, allocations: 78.25 MB / 2.808 GB, free: 70.22 MB / 0.6669 GB Notification: Performance of analyzeInitialSystem (initialization): time 0.2411/16.32, allocations: 75.38 MB / 2.882 GB, free: 67.4 MB / 0.6669 GB Notification: Performance of solveInitialSystemEqSystem (initialization): time 0.0002996/16.32, allocations: 3.344 kB / 2.882 GB, free: 67.4 MB / 0.6669 GB Notification: Performance of matching and sorting (n=13453) (initialization): time 1.457/17.78, allocations: 188.3 MB / 3.066 GB, free: 119.1 MB / 0.7138 GB Notification: Performance of prepare postOptimizeDAE: time 0.0001238/17.78, allocations: 10.16 kB / 3.066 GB, free: 119.1 MB / 0.7138 GB Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.007454/17.79, allocations: 0.9804 MB / 3.067 GB, free: 119.1 MB / 0.7138 GB Notification: Performance of postOpt tearingSystem (initialization): time 0.196/17.98, allocations: 45.24 MB / 3.111 GB, free: 112.8 MB / 0.7138 GB Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.09296/18.08, allocations: 8.692 MB / 3.119 GB, free: 112.8 MB / 0.7138 GB Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 4.572/22.65, allocations: 1.204 GB / 4.324 GB, free: 85.94 MB / 0.9169 GB Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.1085/22.76, allocations: 9.397 MB / 4.333 GB, free: 84.92 MB / 0.9169 GB Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.03535/22.79, allocations: 2.085 MB / 4.335 GB, free: 84.92 MB / 0.9169 GB Notification: Model statistics after passing the back-end for initialization: * Number of independent subsystems: 33 * Number of states: 0 () * Number of discrete variables: 0 () * Number of discrete states: 0 () * Number of clocked states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for initialization (6181): * Single equations (assignments): 4849 * Array equations: 66 * Algorithm blocks: 0 * Record equations: 462 * When equations: 0 * If-equations: 0 * Equation systems (linear and non-linear blocks): 0 * Torn equation systems: 804 * Mixed (continuous/discrete) equation systems: 0 Notification: Torn system details for strict tearing set: * Linear torn systems: 804 {(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1,(1,100.0%) 1} * Non-linear torn systems: 0 Notification: Performance of prepare postOptimizeDAE: time 0.1651/22.96, allocations: 18.49 MB / 4.353 GB, free: 84.71 MB / 0.9169 GB Notification: Performance of postOpt lateInlineFunction (simulation): time 0.03284/22.99, allocations: 4.653 MB / 4.358 GB, free: 82.55 MB / 0.9169 GB Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.04238/23.03, allocations: 6.222 MB / 4.364 GB, free: 82.13 MB / 0.9169 GB Notification: Performance of postOpt inlineArrayEqn (simulation): time 0.0007898/23.03, allocations: 387.8 kB / 4.364 GB, free: 82.13 MB / 0.9169 GB Notification: Performance of postOpt constantLinearSystem (simulation): time 0.0002799/23.03, allocations: 10.2 kB / 4.364 GB, free: 82.13 MB / 0.9169 GB Notification: Performance of postOpt simplifysemiLinear (simulation): time 0.001885/23.04, allocations: 198.3 kB / 4.364 GB, free: 82.13 MB / 0.9169 GB Notification: Performance of postOpt removeSimpleEquations (simulation): time 0.1949/23.23, allocations: 57.83 MB / 4.421 GB, free: 64.05 MB / 0.9169 GB Notification: Performance of postOpt simplifyComplexFunction (simulation): time 0.000843/23.23, allocations: 6.938 kB / 4.421 GB, free: 64.05 MB / 0.9169 GB Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.1593/23.39, allocations: 7.606 MB / 4.428 GB, free: 63.33 MB / 0.9169 GB Notification: Performance of postOpt tearingSystem (simulation): time 0.0007997/23.39, allocations: 142 kB / 4.428 GB, free: 63.33 MB / 0.9169 GB Notification: Performance of postOpt inputDerivativesUsed (simulation): time 0.03039/23.42, allocations: 3.187 MB / 4.431 GB, free: 61.67 MB / 0.9169 GB Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 0.0008386/23.42, allocations: 144.1 kB / 4.431 GB, free: 61.67 MB / 0.9169 GB Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 1.817e-05/23.42, allocations: 14.28 kB / 4.431 GB, free: 61.66 MB / 0.9169 GB Notification: Performance of postOpt symbolicJacobian (simulation): time 1.31/24.73, allocations: 138.3 MB / 4.567 GB, free: 206.6 MB / 0.9169 GB Notification: Performance of postOpt removeConstants (simulation): time 0.01223/24.75, allocations: 5.018 MB / 4.571 GB, free: 206.1 MB / 0.9169 GB Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.03723/24.78, allocations: 3.179 MB / 4.575 GB, free: 206.1 MB / 0.9169 GB Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.1/24.88, allocations: 1.783 MB / 4.576 GB, free: 206.1 MB / 0.9169 GB Notification: Performance of postOpt findZeroCrossings (simulation): time 0.02941/24.91, allocations: 2.261 MB / 4.579 GB, free: 206.1 MB / 0.9169 GB Notification: Performance of postOpt collapseArrayExpressions (simulation): time 0.02348/24.94, allocations: 1.063 MB / 4.58 GB, free: 206.1 MB / 0.9169 GB Notification: Performance of sorting global known variables: time 0.1061/25.04, allocations: 32.13 MB / 4.611 GB, free: 196 MB / 0.9169 GB Notification: Performance of sort global known variables: time 1.042e-06/25.04, allocations: 1.688 kB / 4.611 GB, free: 196 MB / 0.9169 GB Notification: Performance of remove unused functions: time 0.1436/25.19, allocations: 12.11 MB / 4.623 GB, free: 194.3 MB / 0.9169 GB Notification: Model statistics after passing the back-end for simulation: * Number of independent subsystems: 33 * Number of states: 2404 (normalized.steadyState.lowPass.CriticalDamping_a.x[1],normalized.steadyState.lowPass.CriticalDamping_a.x[2],normalized.steadyState.lowPass.CriticalDamping_a.x[3],normalized.steadyState.lowPass.CriticalDamping_b.x[1],normalized.steadyState.lowPass.CriticalDamping_b.x[2],normalized.steadyState.lowPass.CriticalDamping_b.x[3],normalized.steadyState.lowPass.CriticalDamping_b.x[4],normalized.steadyState.lowPass.CriticalDamping_b.x[5],normalized.steadyState.lowPass.CriticalDamping_b.x[6],normalized.steadyState.lowPass.Bessel_a.x[1],normalized.steadyState.lowPass.Bessel_a.x[2],normalized.steadyState.lowPass.Bessel_a.x[3],normalized.steadyState.lowPass.Bessel_b.x[1],normalized.steadyState.lowPass.Bessel_b.x[2],normalized.steadyState.lowPass.Bessel_b.x[3],normalized.steadyState.lowPass.Bessel_b.x[4],normalized.steadyState.lowPass.Bessel_b.x[5],normalized.steadyState.lowPass.Bessel_b.x[6],normalized.steadyState.lowPass.Butterworth_a.x[1],normalized.steadyState.lowPass.Butterworth_a.x[2],normalized.steadyState.lowPass.Butterworth_a.x[3],normalized.steadyState.lowPass.Butterworth_b.x[1],normalized.steadyState.lowPass.Butterworth_b.x[2],normalized.steadyState.lowPass.Butterworth_b.x[3],normalized.steadyState.lowPass.Butterworth_b.x[4],normalized.steadyState.lowPass.Butterworth_b.x[5],normalized.steadyState.lowPass.Butterworth_b.x[6],normalized.steadyState.lowPass.ChebyshevI_a.x[1],normalized.steadyState.lowPass.ChebyshevI_a.x[2],normalized.steadyState.lowPass.ChebyshevI_a.x[3],normalized.steadyState.lowPass.ChebyshevI_b.x[1],normalized.steadyState.lowPass.ChebyshevI_b.x[2],normalized.steadyState.lowPass.ChebyshevI_b.x[3],normalized.steadyState.lowPass.ChebyshevI_b.x[4],normalized.steadyState.lowPass.ChebyshevI_b.x[5],normalized.steadyState.lowPass.ChebyshevI_b.x[6],normalized.steadyState.highPass.CriticalDamping_a.x[1],normalized.steadyState.highPass.CriticalDamping_a.x[2],normalized.steadyState.highPass.CriticalDamping_a.x[3],normalized.steadyState.highPass.CriticalDamping_b.x[1],normalized.steadyState.highPass.CriticalDamping_b.x[2],normalized.steadyState.highPass.CriticalDamping_b.x[3],normalized.steadyState.highPass.CriticalDamping_b.x[4],normalized.steadyState.highPass.CriticalDamping_b.x[5],normalized.steadyState.highPass.CriticalDamping_b.x[6],normalized.steadyState.highPass.Bessel_a.x[1],normalized.steadyState.highPass.Bessel_a.x[2],normalized.steadyState.highPass.Bessel_a.x[3],normalized.steadyState.highPass.Bessel_b.x[1],normalized.steadyState.highPass.Bessel_b.x[2],normalized.steadyState.highPass.Bessel_b.x[3],normalized.steadyState.highPass.Bessel_b.x[4],normalized.steadyState.highPass.Bessel_b.x[5],normalized.steadyState.highPass.Bessel_b.x[6],normalized.steadyState.highPass.Butterworth_a.x[1],normalized.steadyState.highPass.Butterworth_a.x[2],normalized.steadyState.highPass.Butterworth_a.x[3],normalized.steadyState.highPass.Butterworth_b.x[1],normalized.steadyState.highPass.Butterworth_b.x[2],normalized.steadyState.highPass.Butterworth_b.x[3],normalized.steadyState.highPass.Butterworth_b.x[4],normalized.steadyState.highPass.Butterworth_b.x[5],normalized.steadyState.highPass.Butterworth_b.x[6],normalized.steadyState.highPass.ChebyshevI_a.x[1],normalized.steadyState.highPass.ChebyshevI_a.x[2],normalized.steadyState.highPass.ChebyshevI_a.x[3],normalized.steadyState.highPass.ChebyshevI_b.x[1],normalized.steadyState.highPass.ChebyshevI_b.x[2],normalized.steadyState.highPass.ChebyshevI_b.x[3],normalized.steadyState.highPass.ChebyshevI_b.x[4],normalized.steadyState.highPass.ChebyshevI_b.x[5],normalized.steadyState.highPass.ChebyshevI_b.x[6],normalized.steadyState.bandPass.CriticalDamping_a.x[1],normalized.steadyState.bandPass.CriticalDamping_a.x[2],normalized.steadyState.bandPass.CriticalDamping_a.x[3],normalized.steadyState.bandPass.CriticalDamping_a.x[4],normalized.steadyState.bandPass.CriticalDamping_a.x[5],normalized.steadyState.bandPass.CriticalDamping_a.x[6],normalized.steadyState.bandPass.CriticalDamping_a.x[7],normalized.steadyState.bandPass.CriticalDamping_a.x[8],normalized.steadyState.bandPass.CriticalDamping_b.x[1],normalized.steadyState.bandPass.CriticalDamping_b.x[2],normalized.steadyState.bandPass.CriticalDamping_b.x[3],normalized.steadyState.bandPass.CriticalDamping_b.x[4],normalized.steadyState.bandPass.CriticalDamping_b.x[5],normalized.steadyState.bandPass.CriticalDamping_b.x[6],normalized.steadyState.bandPass.CriticalDamping_b.x[7],normalized.steadyState.bandPass.CriticalDamping_b.x[8],normalized.steadyState.bandPass.CriticalDamping_b.x[9],normalized.steadyState.bandPass.CriticalDamping_b.x[10],normalized.steadyState.bandPass.CriticalDamping_b.x[11],normalized.steadyState.bandPass.CriticalDamping_b.x[12],normalized.steadyState.bandPass.CriticalDamping_b.x[13],normalized.steadyState.bandPass.CriticalDamping_b.x[14],normalized.steadyState.bandPass.CriticalDamping_b.x[15],normalized.steadyState.bandPass.CriticalDamping_b.x[16],normalized.steadyState.bandPass.CriticalDamping_b.x[17],normalized.stead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hevI_a.x[1],notNormalized.initialState.bandStop.ChebyshevI_a.x[2],notNormalized.initialState.bandStop.ChebyshevI_a.x[3],notNormalized.initialState.bandStop.ChebyshevI_a.x[4],notNormalized.initialState.bandStop.ChebyshevI_a.x[5],notNormalized.initialState.bandStop.ChebyshevI_a.x[6],notNormalized.initialState.bandStop.ChebyshevI_a.x[7],notNormalized.initialState.bandStop.ChebyshevI_a.x[8],notNormalized.initialState.bandStop.ChebyshevI_b.x[1],notNormalized.initialState.bandStop.ChebyshevI_b.x[2],notNormalized.initialState.bandStop.ChebyshevI_b.x[3],notNormalized.initialState.bandStop.ChebyshevI_b.x[4],notNormalized.initialState.bandStop.ChebyshevI_b.x[5],notNormalized.initialState.bandStop.ChebyshevI_b.x[6],notNormalized.initialState.bandStop.ChebyshevI_b.x[7],notNormalized.initialState.bandStop.ChebyshevI_b.x[8],notNormalized.initialState.bandStop.ChebyshevI_b.x[9],notNormalized.initialState.bandStop.ChebyshevI_b.x[10],notNormalized.initialState.bandStop.ChebyshevI_b.x[11],notNormalized.initialState.bandStop.ChebyshevI_b.x[12],notNormalized.initialState.bandStop.ChebyshevI_b.x[13],notNormalized.initialState.bandStop.ChebyshevI_b.x[14],notNormalized.initialState.bandStop.ChebyshevI_b.x[15],notNormalized.initialState.bandStop.ChebyshevI_b.x[16],notNormalized.initialState.bandStop.ChebyshevI_b.x[17],notNormalized.initialState.bandStop.ChebyshevI_b.x[18],notNormalized.initialState.bandStop.ChebyshevI_b.x[19],notNormalized.initialState.bandStop.ChebyshevI_b.x[20],notNormalized.initialOutput.lowPass.CriticalDamping_a.x[1],notNormalized.initialOutput.lowPass.CriticalDamping_a.x[2],notNormalized.initialOutput.lowPass.CriticalDamping_a.x[3],notNormalized.initialOutput.lowPass.CriticalDamping_b.x[1],notNormalized.initialOutput.lowPass.CriticalDamping_b.x[2],notNormalized.initialOutput.lowPass.CriticalDamping_b.x[3],notNormalized.initialOutput.lowPass.CriticalDamping_b.x[4],notNormalized.initialOutput.lowPass.CriticalDamping_b.x[5],notNormalized.initialOutput.lowPass.CriticalDamping_b.x[6],notNormalized.initialOutput.lowPass.Bessel_a.x[1],notNormalized.initialOutput.lowPass.Bessel_a.x[2],notNormalized.initialOutput.lowPass.Bessel_a.x[3],notNormalized.initialOutput.lowPass.Bessel_b.x[1],notNormalized.initialOutput.lowPass.Bessel_b.x[2],notNormalized.initialOutput.lowPass.Bessel_b.x[3],notNormalized.initialOutput.lowPass.Bessel_b.x[4],notNormalized.initialOutput.lowPass.Bessel_b.x[5],notNormalized.initialOutput.lowPass.Bessel_b.x[6],notNormalized.initialOutput.lowPass.Butterworth_a.x[1],notNormalized.initialOutput.lowPass.Butterworth_a.x[2],notNormalized.initialOutput.lowPass.Butterworth_a.x[3],notNormalized.initialOutput.lowPass.Butterworth_b.x[1],notNormalized.initialOutput.lowPass.Butterworth_b.x[2],notNormalized.initialOutput.lowPass.Butterworth_b.x[3],notNormalized.initialOutput.lowPass.Butterworth_b.x[4],notNormalized.initialOutput.lowPass.Butterworth_b.x[5],notNormalized.initialOutput.lowPass.Butterworth_b.x[6],notNormalized.initialOutput.lowPass.ChebyshevI_a.x[1],notNormalized.initialOutput.lowPass.ChebyshevI_a.x[2],notNormalized.initialOutput.lowPass.ChebyshevI_a.x[3],notNormalized.initialOutput.lowPass.ChebyshevI_b.x[1],notNormalized.initialOutput.lowPass.ChebyshevI_b.x[2],notNormalized.initialOutput.lowPass.ChebyshevI_b.x[3],notNormalized.initialOutput.lowPass.ChebyshevI_b.x[4],notNormalized.initialOutput.lowPass.ChebyshevI_b.x[5],notNormalized.initialOutput.lowPass.ChebyshevI_b.x[6],notNormalized.initialOutput.highPass.CriticalDamping_a.x[1],notNormalized.initialOutput.highPass.CriticalDamping_a.x[2],notNormalized.initialOutput.highPass.CriticalDamping_a.x[3],notNormalized.initialOutput.highPass.CriticalDamping_b.x[1],notNormalized.initialOutput.highPass.CriticalDamping_b.x[2],notNormalized.initialOutput.highPass.CriticalDamping_b.x[3],notNormalized.initialOutput.highPass.CriticalDamping_b.x[4],notNormalized.initialOutput.highPass.CriticalDamping_b.x[5],notNormalized.initialOutput.highPass.CriticalDamping_b.x[6],notNormalized.initialOutput.highPass.Bessel_a.x[1],notNormalized.initialOutput.highPass.Bessel_a.x[2],notNormalized.initialOutput.highPass.Bessel_a.x[3],notNormalized.initialOutput.highPass.Bessel_b.x[1],notNormalized.initialOutput.highPass.Bessel_b.x[2],notNormalized.initialOutput.highPass.Bessel_b.x[3],notNormalized.initialOutput.highPass.Bessel_b.x[4],notNormalized.initialOutput.highPass.Bessel_b.x[5],notNormalized.initialOutput.highPass.Bessel_b.x[6],notNormalized.initialOutput.highPass.Butterworth_a.x[1],notNormalized.initialOutput.highPass.Butterworth_a.x[2],notNormalized.initialOutput.highPass.Butterworth_a.x[3],notNormalized.initialOutput.highPass.Butterworth_b.x[1],notNormalized.initialOutput.highPass.Butterworth_b.x[2],notNormalized.initialOutput.highPass.Butterworth_b.x[3],notNormalized.initialOutput.highPass.Butterworth_b.x[4],notNormalized.initialOutput.highPass.Butterworth_b.x[5],notNormalized.initialOutput.highPass.Butterworth_b.x[6],notNormalized.initialOutput.highPass.ChebyshevI_a.x[1]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top.Butterworth_a.x[8],notNormalized.noInit.bandStop.Butterworth_b.x[1],notNormalized.noInit.bandStop.Butterworth_b.x[2],notNormalized.noInit.bandStop.Butterworth_b.x[3],notNormalized.noInit.bandStop.Butterworth_b.x[4],notNormalized.noInit.bandStop.Butterworth_b.x[5],notNormalized.noInit.bandStop.Butterworth_b.x[6],notNormalized.noInit.bandStop.Butterworth_b.x[7],notNormalized.noInit.bandStop.Butterworth_b.x[8],notNormalized.noInit.bandStop.Butterworth_b.x[9],notNormalized.noInit.bandStop.Butterworth_b.x[10],notNormalized.noInit.bandStop.Butterworth_b.x[11],notNormalized.noInit.bandStop.Butterworth_b.x[12],notNormalized.noInit.bandStop.Butterworth_b.x[13],notNormalized.noInit.bandStop.Butterworth_b.x[14],notNormalized.noInit.bandStop.Butterworth_b.x[15],notNormalized.noInit.bandStop.Butterworth_b.x[16],notNormalized.noInit.bandStop.Butterworth_b.x[17],notNormalized.noInit.bandStop.Butterworth_b.x[18],notNormalized.noInit.bandStop.Butterworth_b.x[19],notNormalized.noInit.bandStop.Butterworth_b.x[20],notNormalized.noInit.bandStop.ChebyshevI_a.x[1],notNormalized.noInit.bandStop.ChebyshevI_a.x[2],notNormalized.noInit.bandStop.ChebyshevI_a.x[3],notNormalized.noInit.bandStop.ChebyshevI_a.x[4],notNormalized.noInit.bandStop.ChebyshevI_a.x[5],notNormalized.noInit.bandStop.ChebyshevI_a.x[6],notNormalized.noInit.bandStop.ChebyshevI_a.x[7],notNormalized.noInit.bandStop.ChebyshevI_a.x[8],notNormalized.noInit.bandStop.ChebyshevI_b.x[1],notNormalized.noInit.bandStop.ChebyshevI_b.x[2],notNormalized.noInit.bandStop.ChebyshevI_b.x[3],notNormalized.noInit.bandStop.ChebyshevI_b.x[4],notNormalized.noInit.bandStop.ChebyshevI_b.x[5],notNormalized.noInit.bandStop.ChebyshevI_b.x[6],notNormalized.noInit.bandStop.ChebyshevI_b.x[7],notNormalized.noInit.bandStop.ChebyshevI_b.x[8],notNormalized.noInit.bandStop.ChebyshevI_b.x[9],notNormalized.noInit.bandStop.ChebyshevI_b.x[10],notNormalized.noInit.bandStop.ChebyshevI_b.x[11],notNormalized.noInit.bandStop.ChebyshevI_b.x[12],notNormalized.noInit.bandStop.ChebyshevI_b.x[13],notNormalized.noInit.bandStop.ChebyshevI_b.x[14],notNormalized.noInit.bandStop.ChebyshevI_b.x[15],notNormalized.noInit.bandStop.ChebyshevI_b.x[16],notNormalized.noInit.bandStop.ChebyshevI_b.x[17],notNormalized.noInit.bandStop.ChebyshevI_b.x[18],notNormalized.noInit.bandStop.ChebyshevI_b.x[19],notNormalized.noInit.bandStop.ChebyshevI_b.x[20],basicWithGain.CriticalDamping_a.x[1],basicWithGain.CriticalDamping_a.x[2],basicWithGain.CriticalDamping_a.x[3],basicWithGain.CriticalDamping_b.x[1],basicWithGain.CriticalDamping_b.x[2],basicWithGain.CriticalDamping_b.x[3],basicWithGain.CriticalDamping_b.x[4],basicWithGain.CriticalDamping_b.x[5],basicWithGain.CriticalDamping_b.x[6],basicWithGain.Bessel_a.x[1],basicWithGain.Bessel_a.x[2],basicWithGain.Bessel_a.x[3],basicWithGain.Bessel_b.x[1],basicWithGain.Bessel_b.x[2],basicWithGain.Bessel_b.x[3],basicWithGain.Bessel_b.x[4],basicWithGain.Bessel_b.x[5],basicWithGain.Bessel_b.x[6],basicWithGain.Butterworth_a.x[1],basicWithGain.Butterworth_a.x[2],basicWithGain.Butterworth_a.x[3],basicWithGain.Butterworth_b.x[1],basicWithGain.Butterworth_b.x[2],basicWithGain.Butterworth_b.x[3],basicWithGain.Butterworth_b.x[4],basicWithGain.Butterworth_b.x[5],basicWithGain.Butterworth_b.x[6],basicWithGain.ChebyshevI_a.x[1],basicWithGain.ChebyshevI_a.x[2],basicWithGain.ChebyshevI_a.x[3],basicWithGain.ChebyshevI_b.x[1],basicWithGain.ChebyshevI_b.x[2],basicWithGain.ChebyshevI_b.x[3],basicWithGain.ChebyshevI_b.x[4],basicWithGain.ChebyshevI_b.x[5],basicWithGain.ChebyshevI_b.x[6]) * Number of discrete variables: 0 () * Number of discrete states: 0 () * Number of clocked states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for simulation (4053): * Single equations (assignments): 4053 * 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 0.03464/25.22, allocations: 5.2 MB / 4.628 GB, free: 193 MB / 0.9169 GB Notification: Performance of simCode: created initialization part: time 1.521/26.74, allocations: 246.6 MB / 4.869 GB, free: 192.1 MB / 0.9325 GB Notification: Performance of simCode: created event and clocks part: time 0.0001275/26.74, allocations: 64.55 kB / 4.869 GB, free: 192.1 MB / 0.9325 GB Notification: Performance of simCode: created simulation system equations: time 0.153/26.9, allocations: 42.68 MB / 4.91 GB, free: 192.1 MB / 0.9325 GB Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.1932/27.09, allocations: 8.148 MB / 4.918 GB, free: 191.7 MB / 0.9325 GB Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 0.636/27.73, allocations: 206 MB / 5.12 GB, free: 72.17 MB / 0.9325 GB Notification: Performance of simCode: some other stuff during SimCode phase: time 0.1116/27.84, allocations: 31.31 MB / 5.15 GB, free: 49.82 MB / 0.9325 GB Notification: Performance of simCode: alias equations: time 0.1174/27.95, allocations: 12.9 MB / 5.163 GB, free: 40.64 MB / 0.9325 GB Notification: Performance of simCode: all other stuff during SimCode phase: time 0.0563/28.01, allocations: 2.295 MB / 5.165 GB, free: 38.35 MB / 0.9325 GB Notification: Performance of SimCode: time 2.675e-06/28.01, allocations: 0 / 5.165 GB, free: 38.35 MB / 0.9325 GB Notification: Performance of Templates: time 6.381/34.39, allocations: 0.7979 GB / 5.963 GB, free: 218.9 MB / 1.027 GB