Running: ./testmodel.py --libraries=/home/hudson/saved_omc/libraries/.openmodelica/libraries --ompython_omhome=/usr ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.conf.json
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/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/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 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)
Using package ModelicaServices with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo)
Running command: translateModel(ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20,tolerance=1e-06,outputFormat="mat",numberOfIntervals=2000,variableFilter="ground_10_10.p.i|ground_10_10.p.v|ground_1_1.p.i|ground_1_1.p.v|ground_1_10.p.i|ground_1_10.p.v|ground_1_11.p.i|ground_1_11.p.v|ground_1_12.p.i|ground_1_12.p.v|ground_1_13.p.i|ground_1_13.p.v|ground_1_14.p.i|ground_1_14.p.v|ground_1_15.p.i|ground_1_15.p.v|ground_1_16.p.i|ground_1_16.p.v|ground_1_17.p.i|ground_1_17.p.v|ground_1_18.p.i|ground_1_18.p.v|ground_1_19.p.i|ground_1_19.p.v|ground_1_2.p.i|ground_1_2.p.v|ground_1_20.p.i|ground_1_20.p.v|ground_2_1.p.i|ground_2_1.p.v|ground_2_10.p.i|ground_2_10.p.v|ground_2_11.p.i|ground_2_11.p.v|ground_2_12.p.i|ground_2_12.p.v|ground_2_13.p.i|ground_2_13.p.v|ground_2_14.p.i|ground_2_14.p.v|ground_2_15.p.i|ground_2_15.p.v|ground_2_16.p.i|ground_2_16.p.v|ground_2_17.p.i|ground_2_17.p.v|ground_2_18.p.i|ground_2_18.p.v|ground_2_19.p.i|ground_2_19.p.v|ground_2_2.p.i|ground_2_2.p.v|ground_2_20.p.i|ground_2_20.p.v|ground_3_1.p.i|ground_3_1.p.v|ground_3_10.p.i|ground_3_10.p.v|ground_3_11.p.i|ground_3_11.p.v|ground_3_12.p.i|ground_3_12.p.v|ground_3_13.p.i|ground_3_13.p.v|ground_3_14.p.i|ground_3_14.p.v|ground_3_15.p.i|ground_3_15.p.v|ground_3_16.p.i|ground_3_16.p.v|ground_3_17.p.i|ground_3_17.p.v|ground_3_18.p.i|ground_3_18.p.v|ground_3_19.p.i|ground_3_19.p.v|ground_3_2.p.i|ground_3_2.p.v|ground_3_20.p.i|ground_3_20.p.v|ground_4_1.p.i|ground_4_1.p.v|ground_4_10.p.i|ground_4_10.p.v|ground_4_11.p.i|ground_4_11.p.v|ground_4_12.p.i|ground_4_12.p.v|ground_4_13.p.i|ground_4_13.p.v|ground_4_14.p.i|ground_4_14.p.v|ground_4_15.p.i|ground_4_15.p.v|ground_4_16.p.i|ground_4_16.p.v|ground_4_17.p.i|ground_4_17.p.v|ground_4_18.p.i|ground_4_18.p.v|ground_4_19.p.i|ground_4_19.p.v|ground_4_2.p.i|ground_4_2.p.v|ground_4_20.p.i|ground_4_20.p.v|load_10_10.LossPower|load_10_10.R_actual|load_10_10.i|load_10_10.n.i|load_10_10.n.v|load_10_10.p.i|load_10_10.p.v|load_10_10.v|load_10_9.v|load_1_1.LossPower|load_1_1.R_actual|load_1_1.i|load_1_1.n.i|load_1_1.n.v|load_1_1.p.i|load_1_1.p.v|load_1_1.v|load_1_10.LossPower|load_1_10.R_actual|load_1_10.i|load_1_10.n.i|load_1_10.n.v|load_1_10.p.i|load_1_10.p.v|load_1_10.v|load_1_11.LossPower|load_1_11.R_actual|load_1_11.i|load_1_11.n.i|load_1_11.n.v|load_1_11.p.i|load_1_11.p.v|load_1_11.v|load_1_12.LossPower|load_1_12.R_actual|load_1_12.i|load_1_12.n.i|load_1_12.n.v|load_1_12.p.i|load_1_12.p.v|load_1_12.v|load_1_13.LossPower|load_1_13.R_actual|load_1_13.i|load_1_13.n.i|load_1_13.n.v|load_1_13.p.i|load_1_13.p.v|load_1_13.v|load_1_14.LossPower|load_1_14.R_actual|load_1_14.i|load_1_14.n.i|load_1_14.n.v|load_1_14.p.i|load_1_14.p.v|load_1_14.v|load_1_15.LossPower|load_1_15.R_actual|load_1_15.i|load_1_15.n.i|load_1_15.n.v|load_1_15.p.i|load_1_15.p.v|load_1_15.v|load_1_16.LossPower|load_1_16.R_actual|load_1_16.i|load_1_16.n.i|load_1_16.n.v|load_1_16.p.i|load_1_16.p.v|load_1_16.v|load_1_17.LossPower|load_1_17.R_actual|load_1_17.i|load_1_17.n.i|load_1_17.n.v|load_1_17.p.i|load_1_17.p.v|load_1_17.v|load_1_18.LossPower|load_1_18.R_actual|load_1_18.i|load_1_18.n.i|load_1_18.n.v|load_1_18.p.i|load_1_18.p.v|load_1_18.v|load_1_19.LossPower|load_1_19.R_actual|load_1_19.i|load_1_19.n.i|load_1_19.n.v|load_1_19.p.i|load_1_19.p.v|load_1_19.v|load_1_2.LossPower|load_1_2.R_actual|load_1_2.i|load_1_2.n.i|load_1_2.n.v|load_1_2.p.i|load_1_2.p.v|load_1_2.v|load_1_20.LossPower|load_1_20.R_actual|load_1_20.i|load_1_20.n.i|load_1_20.n.v|load_1_20.p.i|load_1_20.p.v|load_1_20.v|load_1_9.v|load_2_1.LossPower|load_2_1.R_actual|load_2_1.i|load_2_1.n.i|load_2_1.n.v|load_2_1.p.i|load_2_1.p.v|load_2_1.v|load_2_10.LossPower|load_2_10.R_actual|load_2_10.i|load_2_10.n.i|load_2_10.n.v|load_2_10.p.i|load_2_10.p.v|load_2_10.v|load_2_11.LossPower|load_2_11.R_actual|load_2_11.i|load_2_11.n.i|load_2_11.n.v|load_2_11.p.i|load_2_11.p.v|load_2_11.v|load_2_12.LossPower|load_2_12.R_actual|load_2_12.i|load_2_12.n.i|load_2_12.n.v|load_2_12.p.i|load_2_12.p.v|load_2_12.v|load_2_13.LossPower|load_2_13.R_actual|load_2_13.i|load_2_13.n.i|load_2_13.n.v|load_2_13.p.i|load_2_13.p.v|load_2_13.v|load_2_14.LossPower|load_2_14.R_actual|load_2_14.i|load_2_14.n.i|load_2_14.n.v|load_2_14.p.i|load_2_14.p.v|load_2_14.v|load_2_15.LossPower|load_2_15.R_actual|load_2_15.i|load_2_15.n.i|load_2_15.n.v|load_2_15.p.i|load_2_15.p.v|load_2_15.v|load_2_16.LossPower|load_2_16.R_actual|load_2_16.i|load_2_16.n.i|load_2_16.n.v|load_2_16.p.i|load_2_16.p.v|load_2_16.v|load_2_17.LossPower|load_2_17.R_actual|load_2_17.i|load_2_17.n.i|load_2_17.n.v|load_2_17.p.i|load_2_17.p.v|load_2_17.v|load_2_18.LossPower|load_2_18.R_actual|load_2_18.i|load_2_18.n.i|load_2_18.n.v|load_2_18.p.i|load_2_18.p.v|load_2_18.v|load_2_19.LossPower|load_2_19.R_actual|load_2_19.i|load_2_19.n.i|load_2_19.n.v|load_2_19.p.i|load_2_19.p.v|load_2_19.v|load_2_2.LossPower|load_2_2.R_actual|load_2_2.i|load_2_2.n.i|load_2_2.n.v|load_2_2.p.i|load_2_2.p.v|load_2_2.v|load_2_20.LossPower|load_2_20.R_actual|load_2_20.i|load_2_20.n.i|load_2_20.n.v|load_2_20.p.i|load_2_20.p.v|load_2_20.v|load_2_9.v|load_3_1.LossPower|load_3_1.R_actual|load_3_1.i|load_3_1.n.i|load_3_1.n.v|load_3_1.p.i|load_3_1.p.v|load_3_1.v|load_3_10.LossPower|load_3_10.R_actual|load_3_10.i|load_3_10.n.i|load_3_10.n.v|load_3_10.p.i|load_3_10.p.v|load_3_10.v|load_3_11.LossPower|load_3_11.R_actual|load_3_11.i|load_3_11.n.i|load_3_11.n.v|load_3_11.p.i|load_3_11.p.v|load_3_11.v|load_3_12.LossPower|load_3_12.R_actual|load_3_12.i|load_3_12.n.i|load_3_12.n.v|load_3_12.p.i|load_3_12.p.v|load_3_12.v|load_3_13.LossPower|load_3_13.R_actual|load_3_13.i|load_3_13.n.i|load_3_13.n.v|load_3_13.p.i|load_3_13.p.v|load_3_13.v|load_3_14.LossPower|load_3_14.R_actual|load_3_14.i|load_3_14.n.i|load_3_14.n.v|load_3_14.p.i|load_3_14.p.v|load_3_14.v|load_3_15.LossPower|load_3_15.R_actual|load_3_15.i|load_3_15.n.i|load_3_15.n.v|load_3_15.p.i|load_3_15.p.v|load_3_15.v|load_3_16.LossPower|load_3_16.R_actual|load_3_16.i|load_3_16.n.i|load_3_16.n.v|load_3_16.p.i|load_3_16.p.v|load_3_16.v|load_3_17.LossPower|load_3_17.R_actual|load_3_17.i|load_3_17.n.i|load_3_17.n.v|load_3_17.p.i|load_3_17.p.v|load_3_17.v|load_3_18.LossPower|load_3_18.R_actual|load_3_18.i|load_3_18.n.i|load_3_18.n.v|load_3_18.p.i|load_3_18.p.v|load_3_18.v|load_3_19.LossPower|load_3_19.R_actual|load_3_19.i|load_3_19.n.i|load_3_19.n.v|load_3_19.p.i|load_3_19.p.v|load_3_19.v|load_3_2.LossPower|load_3_2.R_actual|load_3_2.i|load_3_2.n.i|load_3_2.n.v|load_3_2.p.i|load_3_2.p.v|load_3_2.v|load_3_20.LossPower|load_3_20.R_actual|load_3_20.i|load_3_20.n.i|load_3_20.n.v|load_3_20.p.i|load_3_20.p.v|load_3_20.v|load_3_9.v|load_4_1.LossPower|load_4_1.R_actual|load_4_1.i|load_4_1.n.i|load_4_1.n.v|load_4_1.p.i|load_4_1.p.v|load_4_1.v|load_4_10.LossPower|load_4_10.R_actual|load_4_10.i|load_4_10.n.i|load_4_10.n.v|load_4_10.p.i|load_4_10.p.v|load_4_10.v|load_4_11.LossPower|load_4_11.R_actual|load_4_11.i|load_4_11.n.i|load_4_11.n.v|load_4_11.p.i|load_4_11.p.v|load_4_11.v|load_4_12.LossPower|load_4_12.R_actual|load_4_12.i|load_4_12.n.i|load_4_12.n.v|load_4_12.p.i|load_4_12.p.v|load_4_12.v|load_4_13.LossPower|load_4_13.R_actual|load_4_13.i|load_4_13.n.i|load_4_13.n.v|load_4_13.p.i|load_4_13.p.v|load_4_13.v|load_4_14.LossPower|load_4_14.R_actual|load_4_14.i|load_4_14.n.i|load_4_14.n.v|load_4_14.p.i|load_4_14.p.v|load_4_14.v|load_4_15.LossPower|load_4_15.R_actual|load_4_15.i|load_4_15.n.i|load_4_15.n.v|load_4_15.p.i|load_4_15.p.v|load_4_15.v|load_4_16.LossPower|load_4_16.R_actual|load_4_16.i|load_4_16.n.i|load_4_16.n.v|load_4_16.p.i|load_4_16.p.v|load_4_16.v|load_4_17.LossPower|load_4_17.R_actual|load_4_17.i|load_4_17.n.i|load_4_17.n.v|load_4_17.p.i|load_4_17.p.v|load_4_17.v|load_4_18.LossPower|load_4_18.R_actual|load_4_18.i|load_4_18.n.i|load_4_18.n.v|load_4_18.p.i|load_4_18.p.v|load_4_18.v|load_4_19.LossPower|load_4_19.R_actual|load_4_19.i|load_4_19.n.i|load_4_19.n.v|load_4_19.p.i|load_4_19.p.v|load_4_19.v|load_4_2.LossPower|load_4_2.R_actual|load_4_2.i|load_4_2.n.i|load_4_2.n.v|load_4_2.p.i|load_4_2.p.v|load_4_2.v|load_4_20.LossPower|load_4_20.R_actual|load_4_20.i|load_4_20.n.i|load_4_20.n.v|load_4_20.p.i|load_4_20.p.v|load_4_20.v|load_4_9.v|primary_1.n.v|primary_2.n.v|primary_3.n.v|primary_4.n.v|secondary_10_10.LossPower|secondary_10_10.R_actual|secondary_10_10.i|secondary_10_10.n.i|secondary_10_10.n.v|secondary_10_10.p.i|secondary_10_10.p.v|secondary_10_10.v|secondary_1_1.LossPower|secondary_1_1.R_actual|secondary_1_1.i|secondary_1_1.n.i|secondary_1_1.n.v|secondary_1_1.p.i|secondary_1_1.p.v|secondary_1_1.v|secondary_1_10.LossPower|secondary_1_10.R_actual|secondary_1_10.i|secondary_1_10.n.i|secondary_1_10.n.v|secondary_1_10.p.i|secondary_1_10.p.v|secondary_1_10.v|secondary_1_11.LossPower|secondary_1_11.R_actual|secondary_1_11.i|secondary_1_11.n.i|secondary_1_11.n.v|secondary_1_11.p.i|secondary_1_11.p.v|secondary_1_11.v|secondary_1_12.LossPower|secondary_1_12.R_actual|secondary_1_12.i|secondary_1_12.n.i|secondary_1_12.n.v|secondary_1_12.p.i|secondary_1_12.p.v|secondary_1_12.v|secondary_1_13.LossPower|secondary_1_13.R_actual|secondary_1_13.i|secondary_1_13.n.i|secondary_1_13.n.v|secondary_1_13.p.i|secondary_1_13.p.v|secondary_1_13.v|secondary_1_14.LossPower|secondary_1_14.R_actual|secondary_1_14.i|secondary_1_14.n.i|secondary_1_14.n.v|secondary_1_14.p.i|secondary_1_14.p.v|secondary_1_14.v|secondary_1_15.LossPower|secondary_1_15.R_actual|secondary_1_15.i|secondary_1_15.n.i|secondary_1_15.n.v|secondary_1_15.p.i|secondary_1_15.p.v|secondary_1_15.v|secondary_1_16.LossPower|secondary_1_16.R_actual|secondary_1_16.i|secondary_1_16.n.i|secondary_1_16.n.v|secondary_1_16.p.i|secondary_1_16.p.v|secondary_1_16.v|secondary_1_17.LossPower|secondary_1_17.R_actual|secondary_1_17.i|secondary_1_17.n.i|secondary_1_17.n.v|secondary_1_17.p.i|secondary_1_17.p.v|secondary_1_17.v|secondary_1_18.LossPower|secondary_1_18.R_actual|secondary_1_18.i|secondary_1_18.n.i|secondary_1_18.n.v|secondary_1_18.p.i|secondary_1_18.p.v|secondary_1_18.v|secondary_1_19.LossPower|secondary_1_19.R_actual|secondary_1_19.i|secondary_1_19.n.i|secondary_1_19.n.v|secondary_1_19.p.i|secondary_1_19.p.v|secondary_1_19.v|secondary_1_2.LossPower|secondary_1_2.R_actual|secondary_1_2.i|secondary_1_2.n.i|secondary_1_2.n.v|secondary_1_2.p.i|secondary_1_2.p.v|secondary_1_2.v|secondary_1_20.LossPower|secondary_1_20.R_actual|secondary_1_20.i|secondary_1_20.n.i|secondary_1_20.n.v|secondary_1_20.p.i|secondary_1_20.p.v|secondary_1_20.v|secondary_2_1.LossPower|secondary_2_1.R_actual|secondary_2_1.i|secondary_2_1.n.i|secondary_2_1.n.v|secondary_2_1.p.i|secondary_2_1.p.v|secondary_2_1.v|secondary_2_10.LossPower|secondary_2_10.R_actual|secondary_2_10.i|secondary_2_10.n.i|secondary_2_10.n.v|secondary_2_10.p.i|secondary_2_10.p.v|secondary_2_10.v|secondary_2_11.LossPower|secondary_2_11.R_actual|secondary_2_11.i|secondary_2_11.n.i|secondary_2_11.n.v|secondary_2_11.p.i|secondary_2_11.p.v|secondary_2_11.v|secondary_2_12.LossPower|secondary_2_12.R_actual|secondary_2_12.i|secondary_2_12.n.i|secondary_2_12.n.v|secondary_2_12.p.i|secondary_2_12.p.v|secondary_2_12.v|secondary_2_13.LossPower|secondary_2_13.R_actual|secondary_2_13.i|secondary_2_13.n.i|secondary_2_13.n.v|secondary_2_13.p.i|secondary_2_13.p.v|secondary_2_13.v|secondary_2_14.LossPower|secondary_2_14.R_actual|secondary_2_14.i|secondary_2_14.n.i|secondary_2_14.n.v|secondary_2_14.p.i|secondary_2_14.p.v|secondary_2_14.v|secondary_2_15.LossPower|secondary_2_15.R_actual|secondary_2_15.i|secondary_2_15.n.i|secondary_2_15.n.v|secondary_2_15.p.i|secondary_2_15.p.v|secondary_2_15.v|secondary_2_16.LossPower|secondary_2_16.R_actual|secondary_2_16.i|secondary_2_16.n.i|secondary_2_16.n.v|secondary_2_16.p.i|secondary_2_16.p.v|secondary_2_16.v|secondary_2_17.LossPower|secondary_2_17.R_actual|secondary_2_17.i|secondary_2_17.n.i|secondary_2_17.n.v|secondary_2_17.p.i|secondary_2_17.p.v|secondary_2_17.v|secondary_2_18.LossPower|secondary_2_18.R_actual|secondary_2_18.i|secondary_2_18.n.i|secondary_2_18.n.v|secondary_2_18.p.i|secondary_2_18.p.v|secondary_2_18.v|secondary_2_19.LossPower|secondary_2_19.R_actual|secondary_2_19.i|secondary_2_19.n.i|secondary_2_19.n.v|secondary_2_19.p.i|secondary_2_19.p.v|secondary_2_19.v|secondary_2_2.LossPower|secondary_2_2.R_actual|secondary_2_2.i|secondary_2_2.n.i|secondary_2_2.n.v|secondary_2_2.p.i|secondary_2_2.p.v|secondary_2_2.v|secondary_2_20.LossPower|secondary_2_20.R_actual|secondary_2_20.i|secondary_2_20.n.i|secondary_2_20.n.v|secondary_2_20.p.i|secondary_2_20.p.v|secondary_2_20.v|secondary_3_1.LossPower|secondary_3_1.R_actual|secondary_3_1.i|secondary_3_1.n.i|secondary_3_1.n.v|secondary_3_1.p.i|secondary_3_1.p.v|secondary_3_1.v|secondary_3_10.LossPower|secondary_3_10.R_actual|secondary_3_10.i|secondary_3_10.n.i|secondary_3_10.n.v|secondary_3_10.p.i|secondary_3_10.p.v|secondary_3_10.v|secondary_3_11.LossPower|secondary_3_11.R_actual|secondary_3_11.i|secondary_3_11.n.i|secondary_3_11.n.v|secondary_3_11.p.i|secondary_3_11.p.v|secondary_3_11.v|secondary_3_12.LossPower|secondary_3_12.R_actual|secondary_3_12.i|secondary_3_12.n.i|secondary_3_12.n.v|secondary_3_12.p.i|secondary_3_12.p.v|secondary_3_12.v|secondary_3_13.LossPower|secondary_3_13.R_actual|secondary_3_13.i|secondary_3_13.n.i|secondary_3_13.n.v|secondary_3_13.p.i|secondary_3_13.p.v|secondary_3_13.v|secondary_3_14.LossPower|secondary_3_14.R_actual|secondary_3_14.i|secondary_3_14.n.i|secondary_3_14.n.v|secondary_3_14.p.i|secondary_3_14.p.v|secondary_3_14.v|secondary_3_15.LossPower|secondary_3_15.R_actual|secondary_3_15.i|secondary_3_15.n.i|secondary_3_15.n.v|secondary_3_15.p.i|secondary_3_15.p.v|secondary_3_15.v|secondary_3_16.LossPower|secondary_3_16.R_actual|secondary_3_16.i|secondary_3_16.n.i|secondary_3_16.n.v|secondary_3_16.p.i|secondary_3_16.p.v|secondary_3_16.v|secondary_3_17.LossPower|secondary_3_17.R_actual|secondary_3_17.i|secondary_3_17.n.i|secondary_3_17.n.v|secondary_3_17.p.i|secondary_3_17.p.v|secondary_3_17.v|secondary_3_18.LossPower|secondary_3_18.R_actual|secondary_3_18.i|secondary_3_18.n.i|secondary_3_18.n.v|secondary_3_18.p.i|secondary_3_18.p.v|secondary_3_18.v|secondary_3_19.LossPower|secondary_3_19.R_actual|secondary_3_19.i|secondary_3_19.n.i|secondary_3_19.n.v|secondary_3_19.p.i|secondary_3_19.p.v|secondary_3_19.v|secondary_3_2.LossPower|secondary_3_2.R_actual|secondary_3_2.i|secondary_3_2.n.i|secondary_3_2.n.v|secondary_3_2.p.i|secondary_3_2.p.v|secondary_3_2.v|secondary_3_20.LossPower|secondary_3_20.R_actual|secondary_3_20.i|secondary_3_20.n.i|secondary_3_20.n.v|secondary_3_20.p.i|secondary_3_20.p.v|secondary_3_20.v|secondary_4_1.LossPower|secondary_4_1.R_actual|secondary_4_1.i|secondary_4_1.n.i|secondary_4_1.n.v|secondary_4_1.p.i|secondary_4_1.p.v|secondary_4_1.v|secondary_4_10.LossPower|secondary_4_10.R_actual|secondary_4_10.i|secondary_4_10.n.i|secondary_4_10.n.v|secondary_4_10.p.i|secondary_4_10.p.v|secondary_4_10.v|secondary_4_11.LossPower|secondary_4_11.R_actual|secondary_4_11.i|secondary_4_11.n.i|secondary_4_11.n.v|secondary_4_11.p.i|secondary_4_11.p.v|secondary_4_11.v|secondary_4_12.LossPower|secondary_4_12.R_actual|secondary_4_12.i|secondary_4_12.n.i|secondary_4_12.n.v|secondary_4_12.p.i|secondary_4_12.p.v|secondary_4_12.v|secondary_4_13.LossPower|secondary_4_13.R_actual|secondary_4_13.i|secondary_4_13.n.i|secondary_4_13.n.v|secondary_4_13.p.i|secondary_4_13.p.v|secondary_4_13.v|secondary_4_14.LossPower|secondary_4_14.R_actual|secondary_4_14.i|secondary_4_14.n.i|secondary_4_14.n.v|secondary_4_14.p.i|secondary_4_14.p.v|secondary_4_14.v|secondary_4_15.LossPower|secondary_4_15.R_actual|secondary_4_15.i|secondary_4_15.n.i|secondary_4_15.n.v|secondary_4_15.p.i|secondary_4_15.p.v|secondary_4_15.v|secondary_4_16.LossPower|secondary_4_16.R_actual|secondary_4_16.i|secondary_4_16.n.i|secondary_4_16.n.v|secondary_4_16.p.i|secondary_4_16.p.v|secondary_4_16.v|secondary_4_17.LossPower|secondary_4_17.R_actual|secondary_4_17.i|secondary_4_17.n.i|secondary_4_17.n.v|secondary_4_17.p.i|secondary_4_17.p.v|secondary_4_17.v|secondary_4_18.LossPower|secondary_4_18.R_actual|secondary_4_18.i|secondary_4_18.n.i|secondary_4_18.n.v|secondary_4_18.p.i|secondary_4_18.p.v|secondary_4_18.v|secondary_4_19.LossPower|secondary_4_19.R_actual|secondary_4_19.i|secondary_4_19.n.i|secondary_4_19.n.v|secondary_4_19.p.i|secondary_4_19.p.v|secondary_4_19.v|secondary_4_2.LossPower|secondary_4_2.R_actual|secondary_4_2.i|secondary_4_2.n.i|secondary_4_2.n.v|secondary_4_2.p.i|secondary_4_2.p.v|secondary_4_2.v|secondary_4_20.LossPower|secondary_4_20.R_actual|secondary_4_20.i|secondary_4_20.n.i|secondary_4_20.n.v|secondary_4_20.p.i|secondary_4_20.p.v|secondary_4_20.v|time|time",fileNamePrefix="ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20")
translateModel(ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20,tolerance=1e-06,outputFormat="mat",numberOfIntervals=2000,variableFilter="ground_10_10.p.i|ground_10_10.p.v|ground_1_1.p.i|ground_1_1.p.v|ground_1_10.p.i|ground_1_10.p.v|ground_1_11.p.i|ground_1_11.p.v|ground_1_12.p.i|ground_1_12.p.v|ground_1_13.p.i|ground_1_13.p.v|ground_1_14.p.i|ground_1_14.p.v|ground_1_15.p.i|ground_1_15.p.v|ground_1_16.p.i|ground_1_16.p.v|ground_1_17.p.i|ground_1_17.p.v|ground_1_18.p.i|ground_1_18.p.v|ground_1_19.p.i|ground_1_19.p.v|ground_1_2.p.i|ground_1_2.p.v|ground_1_20.p.i|ground_1_20.p.v|ground_2_1.p.i|ground_2_1.p.v|ground_2_10.p.i|ground_2_10.p.v|ground_2_11.p.i|ground_2_11.p.v|ground_2_12.p.i|ground_2_12.p.v|ground_2_13.p.i|ground_2_13.p.v|ground_2_14.p.i|ground_2_14.p.v|ground_2_15.p.i|ground_2_15.p.v|ground_2_16.p.i|ground_2_16.p.v|ground_2_17.p.i|ground_2_17.p.v|ground_2_18.p.i|ground_2_18.p.v|ground_2_19.p.i|ground_2_19.p.v|ground_2_2.p.i|ground_2_2.p.v|ground_2_20.p.i|ground_2_20.p.v|ground_3_1.p.i|ground_3_1.p.v|ground_3_10.p.i|ground_3_10.p.v|ground_3_11.p.i|ground_3_11.p.v|ground_3_12.p.i|ground_3_12.p.v|ground_3_13.p.i|ground_3_13.p.v|ground_3_14.p.i|ground_3_14.p.v|ground_3_15.p.i|ground_3_15.p.v|ground_3_16.p.i|ground_3_16.p.v|ground_3_17.p.i|ground_3_17.p.v|ground_3_18.p.i|ground_3_18.p.v|ground_3_19.p.i|ground_3_19.p.v|ground_3_2.p.i|ground_3_2.p.v|ground_3_20.p.i|ground_3_20.p.v|ground_4_1.p.i|ground_4_1.p.v|ground_4_10.p.i|ground_4_10.p.v|ground_4_11.p.i|ground_4_11.p.v|ground_4_12.p.i|ground_4_12.p.v|ground_4_13.p.i|ground_4_13.p.v|ground_4_14.p.i|ground_4_14.p.v|ground_4_15.p.i|ground_4_15.p.v|ground_4_16.p.i|ground_4_16.p.v|ground_4_17.p.i|ground_4_17.p.v|ground_4_18.p.i|ground_4_18.p.v|ground_4_19.p.i|ground_4_19.p.v|ground_4_2.p.i|ground_4_2.p.v|ground_4_20.p.i|ground_4_20.p.v|load_10_10.LossPower|load_10_10.R_actual|load_10_10.i|load_10_10.n.i|load_10_10.n.v|load_10_10.p.i|load_10_10.p.v|load_10_10.v|load_10_9.v|load_1_1.LossPower|load_1_1.R_actual|load_1_1.i|load_1_1.n.i|load_1_1.n.v|load_1_1.p.i|load_1_1.p.v|load_1_1.v|load_1_10.LossPower|load_1_10.R_actual|load_1_10.i|load_1_10.n.i|load_1_10.n.v|load_1_10.p.i|load_1_10.p.v|load_1_10.v|load_1_11.LossPower|load_1_11.R_actual|load_1_11.i|load_1_11.n.i|load_1_11.n.v|load_1_11.p.i|load_1_11.p.v|load_1_11.v|load_1_12.LossPower|load_1_12.R_actual|load_1_12.i|load_1_12.n.i|load_1_12.n.v|load_1_12.p.i|load_1_12.p.v|load_1_12.v|load_1_13.LossPower|load_1_13.R_actual|load_1_13.i|load_1_13.n.i|load_1_13.n.v|load_1_13.p.i|load_1_13.p.v|load_1_13.v|load_1_14.LossPower|load_1_14.R_actual|load_1_14.i|load_1_14.n.i|load_1_14.n.v|load_1_14.p.i|load_1_14.p.v|load_1_14.v|load_1_15.LossPower|load_1_15.R_actual|load_1_15.i|load_1_15.n.i|load_1_15.n.v|load_1_15.p.i|load_1_15.p.v|load_1_15.v|load_1_16.LossPower|load_1_16.R_actual|load_1_16.i|load_1_16.n.i|load_1_16.n.v|load_1_16.p.i|load_1_16.p.v|load_1_16.v|load_1_17.LossPower|load_1_17.R_actual|load_1_17.i|load_1_17.n.i|load_1_17.n.v|load_1_17.p.i|load_1_17.p.v|load_1_17.v|load_1_18.LossPower|load_1_18.R_actual|load_1_18.i|load_1_18.n.i|load_1_18.n.v|load_1_18.p.i|load_1_18.p.v|load_1_18.v|load_1_19.LossPower|load_1_19.R_actual|load_1_19.i|load_1_19.n.i|load_1_19.n.v|load_1_19.p.i|load_1_19.p.v|load_1_19.v|load_1_2.LossPower|load_1_2.R_actual|load_1_2.i|load_1_2.n.i|load_1_2.n.v|load_1_2.p.i|load_1_2.p.v|load_1_2.v|load_1_20.LossPower|load_1_20.R_actual|load_1_20.i|load_1_20.n.i|load_1_20.n.v|load_1_20.p.i|load_1_20.p.v|load_1_20.v|load_1_9.v|load_2_1.LossPower|load_2_1.R_actual|load_2_1.i|load_2_1.n.i|load_2_1.n.v|load_2_1.p.i|load_2_1.p.v|load_2_1.v|load_2_10.LossPower|load_2_10.R_actual|load_2_10.i|load_2_10.n.i|load_2_10.n.v|load_2_10.p.i|load_2_10.p.v|load_2_10.v|load_2_11.LossPower|load_2_11.R_actual|load_2_11.i|load_2_11.n.i|load_2_11.n.v|load_2_11.p.i|load_2_11.p.v|load_2_11.v|load_2_12.LossPower|load_2_12.R_actual|load_2_12.i|load_2_12.n.i|load_2_12.n.v|load_2_12.p.i|load_2_12.p.v|load_2_12.v|load_2_13.LossPower|load_2_13.R_actual|load_2_13.i|load_2_13.n.i|load_2_13.n.v|load_2_13.p.i|load_2_13.p.v|load_2_13.v|load_2_14.LossPower|load_2_14.R_actual|load_2_14.i|load_2_14.n.i|load_2_14.n.v|load_2_14.p.i|load_2_14.p.v|load_2_14.v|load_2_15.LossPower|load_2_15.R_actual|load_2_15.i|load_2_15.n.i|load_2_15.n.v|load_2_15.p.i|load_2_15.p.v|load_2_15.v|load_2_16.LossPower|load_2_16.R_actual|load_2_16.i|load_2_16.n.i|load_2_16.n.v|load_2_16.p.i|load_2_16.p.v|load_2_16.v|load_2_17.LossPower|load_2_17.R_actual|load_2_17.i|load_2_17.n.i|load_2_17.n.v|load_2_17.p.i|load_2_17.p.v|load_2_17.v|load_2_18.LossPower|load_2_18.R_actual|load_2_18.i|load_2_18.n.i|load_2_18.n.v|load_2_18.p.i|load_2_18.p.v|load_2_18.v|load_2_19.LossPower|load_2_19.R_actual|load_2_19.i|load_2_19.n.i|load_2_19.n.v|load_2_19.p.i|load_2_19.p.v|load_2_19.v|load_2_2.LossPower|load_2_2.R_actual|load_2_2.i|load_2_2.n.i|load_2_2.n.v|load_2_2.p.i|load_2_2.p.v|load_2_2.v|load_2_20.LossPower|load_2_20.R_actual|load_2_20.i|load_2_20.n.i|load_2_20.n.v|load_2_20.p.i|load_2_20.p.v|load_2_20.v|load_2_9.v|load_3_1.LossPower|load_3_1.R_actual|load_3_1.i|load_3_1.n.i|load_3_1.n.v|load_3_1.p.i|load_3_1.p.v|load_3_1.v|load_3_10.LossPower|load_3_10.R_actual|load_3_10.i|load_3_10.n.i|load_3_10.n.v|load_3_10.p.i|load_3_10.p.v|load_3_10.v|load_3_11.LossPower|load_3_11.R_actual|load_3_11.i|load_3_11.n.i|load_3_11.n.v|load_3_11.p.i|load_3_11.p.v|load_3_11.v|load_3_12.LossPower|load_3_12.R_actual|load_3_12.i|load_3_12.n.i|load_3_12.n.v|load_3_12.p.i|load_3_12.p.v|load_3_12.v|load_3_13.LossPower|load_3_13.R_actual|load_3_13.i|load_3_13.n.i|load_3_13.n.v|load_3_13.p.i|load_3_13.p.v|load_3_13.v|load_3_14.LossPower|load_3_14.R_actual|load_3_14.i|load_3_14.n.i|load_3_14.n.v|load_3_14.p.i|load_3_14.p.v|load_3_14.v|load_3_15.LossPower|load_3_15.R_actual|load_3_15.i|load_3_15.n.i|load_3_15.n.v|load_3_15.p.i|load_3_15.p.v|load_3_15.v|load_3_16.LossPower|load_3_16.R_actual|load_3_16.i|load_3_16.n.i|load_3_16.n.v|load_3_16.p.i|load_3_16.p.v|load_3_16.v|load_3_17.LossPower|load_3_17.R_actual|load_3_17.i|load_3_17.n.i|load_3_17.n.v|load_3_17.p.i|load_3_17.p.v|load_3_17.v|load_3_18.LossPower|load_3_18.R_actual|load_3_18.i|load_3_18.n.i|load_3_18.n.v|load_3_18.p.i|load_3_18.p.v|load_3_18.v|load_3_19.LossPower|load_3_19.R_actual|load_3_19.i|load_3_19.n.i|load_3_19.n.v|load_3_19.p.i|load_3_19.p.v|load_3_19.v|load_3_2.LossPower|load_3_2.R_actual|load_3_2.i|load_3_2.n.i|load_3_2.n.v|load_3_2.p.i|load_3_2.p.v|load_3_2.v|load_3_20.LossPower|load_3_20.R_actual|load_3_20.i|load_3_20.n.i|load_3_20.n.v|load_3_20.p.i|load_3_20.p.v|load_3_20.v|load_3_9.v|load_4_1.LossPower|load_4_1.R_actual|load_4_1.i|load_4_1.n.i|load_4_1.n.v|load_4_1.p.i|load_4_1.p.v|load_4_1.v|load_4_10.LossPower|load_4_10.R_actual|load_4_10.i|load_4_10.n.i|load_4_10.n.v|load_4_10.p.i|load_4_10.p.v|load_4_10.v|load_4_11.LossPower|load_4_11.R_actual|load_4_11.i|load_4_11.n.i|load_4_11.n.v|load_4_11.p.i|load_4_11.p.v|load_4_11.v|load_4_12.LossPower|load_4_12.R_actual|load_4_12.i|load_4_12.n.i|load_4_12.n.v|load_4_12.p.i|load_4_12.p.v|load_4_12.v|load_4_13.LossPower|load_4_13.R_actual|load_4_13.i|load_4_13.n.i|load_4_13.n.v|load_4_13.p.i|load_4_13.p.v|load_4_13.v|load_4_14.LossPower|load_4_14.R_actual|load_4_14.i|load_4_14.n.i|load_4_14.n.v|load_4_14.p.i|load_4_14.p.v|load_4_14.v|load_4_15.LossPower|load_4_15.R_actual|load_4_15.i|load_4_15.n.i|load_4_15.n.v|load_4_15.p.i|load_4_15.p.v|load_4_15.v|load_4_16.LossPower|load_4_16.R_actual|load_4_16.i|load_4_16.n.i|load_4_16.n.v|load_4_16.p.i|load_4_16.p.v|load_4_16.v|load_4_17.LossPower|load_4_17.R_actual|load_4_17.i|load_4_17.n.i|load_4_17.n.v|load_4_17.p.i|load_4_17.p.v|load_4_17.v|load_4_18.LossPower|load_4_18.R_actual|load_4_18.i|load_4_18.n.i|load_4_18.n.v|load_4_18.p.i|load_4_18.p.v|load_4_18.v|load_4_19.LossPower|load_4_19.R_actual|load_4_19.i|load_4_19.n.i|load_4_19.n.v|load_4_19.p.i|load_4_19.p.v|load_4_19.v|load_4_2.LossPower|load_4_2.R_actual|load_4_2.i|load_4_2.n.i|load_4_2.n.v|load_4_2.p.i|load_4_2.p.v|load_4_2.v|load_4_20.LossPower|load_4_20.R_actual|load_4_20.i|load_4_20.n.i|load_4_20.n.v|load_4_20.p.i|load_4_20.p.v|load_4_20.v|load_4_9.v|primary_1.n.v|primary_2.n.v|primary_3.n.v|primary_4.n.v|secondary_10_10.LossPower|secondary_10_10.R_actual|secondary_10_10.i|secondary_10_10.n.i|secondary_10_10.n.v|secondary_10_10.p.i|secondary_10_10.p.v|secondary_10_10.v|secondary_1_1.LossPower|secondary_1_1.R_actual|secondary_1_1.i|secondary_1_1.n.i|secondary_1_1.n.v|secondary_1_1.p.i|secondary_1_1.p.v|secondary_1_1.v|secondary_1_10.LossPower|secondary_1_10.R_actual|secondary_1_10.i|secondary_1_10.n.i|secondary_1_10.n.v|secondary_1_10.p.i|secondary_1_10.p.v|secondary_1_10.v|secondary_1_11.LossPower|secondary_1_11.R_actual|secondary_1_11.i|secondary_1_11.n.i|secondary_1_11.n.v|secondary_1_11.p.i|secondary_1_11.p.v|secondary_1_11.v|secondary_1_12.LossPower|secondary_1_12.R_actual|secondary_1_12.i|secondary_1_12.n.i|secondary_1_12.n.v|secondary_1_12.p.i|secondary_1_12.p.v|secondary_1_12.v|secondary_1_13.LossPower|secondary_1_13.R_actual|secondary_1_13.i|secondary_1_13.n.i|secondary_1_13.n.v|secondary_1_13.p.i|secondary_1_13.p.v|secondary_1_13.v|secondary_1_14.LossPower|secondary_1_14.R_actual|secondary_1_14.i|secondary_1_14.n.i|secondary_1_14.n.v|secondary_1_14.p.i|secondary_1_14.p.v|secondary_1_14.v|secondary_1_15.LossPower|secondary_1_15.R_actual|secondary_1_15.i|secondary_1_15.n.i|secondary_1_15.n.v|secondary_1_15.p.i|secondary_1_15.p.v|secondary_1_15.v|secondary_1_16.LossPower|secondary_1_16.R_actual|secondary_1_16.i|secondary_1_16.n.i|secondary_1_16.n.v|secondary_1_16.p.i|secondary_1_16.p.v|secondary_1_16.v|secondary_1_17.LossPower|secondary_1_17.R_actual|secondary_1_17.i|secondary_1_17.n.i|secondary_1_17.n.v|secondary_1_17.p.i|secondary_1_17.p.v|secondary_1_17.v|secondary_1_18.LossPower|secondary_1_18.R_actual|secondary_1_18.i|secondary_1_18.n.i|secondary_1_18.n.v|secondary_1_18.p.i|secondary_1_18.p.v|secondary_1_18.v|secondary_1_19.LossPower|secondary_1_19.R_actual|secondary_1_19.i|secondary_1_19.n.i|secondary_1_19.n.v|secondary_1_19.p.i|secondary_1_19.p.v|secondary_1_19.v|secondary_1_2.LossPower|secondary_1_2.R_actual|secondary_1_2.i|secondary_1_2.n.i|secondary_1_2.n.v|secondary_1_2.p.i|secondary_1_2.p.v|secondary_1_2.v|secondary_1_20.LossPower|secondary_1_20.R_actual|secondary_1_20.i|secondary_1_20.n.i|secondary_1_20.n.v|secondary_1_20.p.i|secondary_1_20.p.v|secondary_1_20.v|secondary_2_1.LossPower|secondary_2_1.R_actual|secondary_2_1.i|secondary_2_1.n.i|secondary_2_1.n.v|secondary_2_1.p.i|secondary_2_1.p.v|secondary_2_1.v|secondary_2_10.LossPower|secondary_2_10.R_actual|secondary_2_10.i|secondary_2_10.n.i|secondary_2_10.n.v|secondary_2_10.p.i|secondary_2_10.p.v|secondary_2_10.v|secondary_2_11.LossPower|secondary_2_11.R_actual|secondary_2_11.i|secondary_2_11.n.i|secondary_2_11.n.v|secondary_2_11.p.i|secondary_2_11.p.v|secondary_2_11.v|secondary_2_12.LossPower|secondary_2_12.R_actual|secondary_2_12.i|secondary_2_12.n.i|secondary_2_12.n.v|secondary_2_12.p.i|secondary_2_12.p.v|secondary_2_12.v|secondary_2_13.LossPower|secondary_2_13.R_actual|secondary_2_13.i|secondary_2_13.n.i|secondary_2_13.n.v|secondary_2_13.p.i|secondary_2_13.p.v|secondary_2_13.v|secondary_2_14.LossPower|secondary_2_14.R_actual|secondary_2_14.i|secondary_2_14.n.i|secondary_2_14.n.v|secondary_2_14.p.i|secondary_2_14.p.v|secondary_2_14.v|secondary_2_15.LossPower|secondary_2_15.R_actual|secondary_2_15.i|secondary_2_15.n.i|secondary_2_15.n.v|secondary_2_15.p.i|secondary_2_15.p.v|secondary_2_15.v|secondary_2_16.LossPower|secondary_2_16.R_actual|secondary_2_16.i|secondary_2_16.n.i|secondary_2_16.n.v|secondary_2_16.p.i|secondary_2_16.p.v|secondary_2_16.v|secondary_2_17.LossPower|secondary_2_17.R_actual|secondary_2_17.i|secondary_2_17.n.i|secondary_2_17.n.v|secondary_2_17.p.i|secondary_2_17.p.v|secondary_2_17.v|secondary_2_18.LossPower|secondary_2_18.R_actual|secondary_2_18.i|secondary_2_18.n.i|secondary_2_18.n.v|secondary_2_18.p.i|secondary_2_18.p.v|secondary_2_18.v|secondary_2_19.LossPower|secondary_2_19.R_actual|secondary_2_19.i|secondary_2_19.n.i|secondary_2_19.n.v|secondary_2_19.p.i|secondary_2_19.p.v|secondary_2_19.v|secondary_2_2.LossPower|secondary_2_2.R_actual|secondary_2_2.i|secondary_2_2.n.i|secondary_2_2.n.v|secondary_2_2.p.i|secondary_2_2.p.v|secondary_2_2.v|secondary_2_20.LossPower|secondary_2_20.R_actual|secondary_2_20.i|secondary_2_20.n.i|secondary_2_20.n.v|secondary_2_20.p.i|secondary_2_20.p.v|secondary_2_20.v|secondary_3_1.LossPower|secondary_3_1.R_actual|secondary_3_1.i|secondary_3_1.n.i|secondary_3_1.n.v|secondary_3_1.p.i|secondary_3_1.p.v|secondary_3_1.v|secondary_3_10.LossPower|secondary_3_10.R_actual|secondary_3_10.i|secondary_3_10.n.i|secondary_3_10.n.v|secondary_3_10.p.i|secondary_3_10.p.v|secondary_3_10.v|secondary_3_11.LossPower|secondary_3_11.R_actual|secondary_3_11.i|secondary_3_11.n.i|secondary_3_11.n.v|secondary_3_11.p.i|secondary_3_11.p.v|secondary_3_11.v|secondary_3_12.LossPower|secondary_3_12.R_actual|secondary_3_12.i|secondary_3_12.n.i|secondary_3_12.n.v|secondary_3_12.p.i|secondary_3_12.p.v|secondary_3_12.v|secondary_3_13.LossPower|secondary_3_13.R_actual|secondary_3_13.i|secondary_3_13.n.i|secondary_3_13.n.v|secondary_3_13.p.i|secondary_3_13.p.v|secondary_3_13.v|secondary_3_14.LossPower|secondary_3_14.R_actual|secondary_3_14.i|secondary_3_14.n.i|secondary_3_14.n.v|secondary_3_14.p.i|secondary_3_14.p.v|secondary_3_14.v|secondary_3_15.LossPower|secondary_3_15.R_actual|secondary_3_15.i|secondary_3_15.n.i|secondary_3_15.n.v|secondary_3_15.p.i|secondary_3_15.p.v|secondary_3_15.v|secondary_3_16.LossPower|secondary_3_16.R_actual|secondary_3_16.i|secondary_3_16.n.i|secondary_3_16.n.v|secondary_3_16.p.i|secondary_3_16.p.v|secondary_3_16.v|secondary_3_17.LossPower|secondary_3_17.R_actual|secondary_3_17.i|secondary_3_17.n.i|secondary_3_17.n.v|secondary_3_17.p.i|secondary_3_17.p.v|secondary_3_17.v|secondary_3_18.LossPower|secondary_3_18.R_actual|secondary_3_18.i|secondary_3_18.n.i|secondary_3_18.n.v|secondary_3_18.p.i|secondary_3_18.p.v|secondary_3_18.v|secondary_3_19.LossPower|secondary_3_19.R_actual|secondary_3_19.i|secondary_3_19.n.i|secondary_3_19.n.v|secondary_3_19.p.i|secondary_3_19.p.v|secondary_3_19.v|secondary_3_2.LossPower|secondary_3_2.R_actual|secondary_3_2.i|secondary_3_2.n.i|secondary_3_2.n.v|secondary_3_2.p.i|secondary_3_2.p.v|secondary_3_2.v|secondary_3_20.LossPower|secondary_3_20.R_actual|secondary_3_20.i|secondary_3_20.n.i|secondary_3_20.n.v|secondary_3_20.p.i|secondary_3_20.p.v|secondary_3_20.v|secondary_4_1.LossPower|secondary_4_1.R_actual|secondary_4_1.i|secondary_4_1.n.i|secondary_4_1.n.v|secondary_4_1.p.i|secondary_4_1.p.v|secondary_4_1.v|secondary_4_10.LossPower|secondary_4_10.R_actual|secondary_4_10.i|secondary_4_10.n.i|secondary_4_10.n.v|secondary_4_10.p.i|secondary_4_10.p.v|secondary_4_10.v|secondary_4_11.LossPower|secondary_4_11.R_actual|secondary_4_11.i|secondary_4_11.n.i|secondary_4_11.n.v|secondary_4_11.p.i|secondary_4_11.p.v|secondary_4_11.v|secondary_4_12.LossPower|secondary_4_12.R_actual|secondary_4_12.i|secondary_4_12.n.i|secondary_4_12.n.v|secondary_4_12.p.i|secondary_4_12.p.v|secondary_4_12.v|secondary_4_13.LossPower|secondary_4_13.R_actual|secondary_4_13.i|secondary_4_13.n.i|secondary_4_13.n.v|secondary_4_13.p.i|secondary_4_13.p.v|secondary_4_13.v|secondary_4_14.LossPower|secondary_4_14.R_actual|secondary_4_14.i|secondary_4_14.n.i|secondary_4_14.n.v|secondary_4_14.p.i|secondary_4_14.p.v|secondary_4_14.v|secondary_4_15.LossPower|secondary_4_15.R_actual|secondary_4_15.i|secondary_4_15.n.i|secondary_4_15.n.v|secondary_4_15.p.i|secondary_4_15.p.v|secondary_4_15.v|secondary_4_16.LossPower|secondary_4_16.R_actual|secondary_4_16.i|secondary_4_16.n.i|secondary_4_16.n.v|secondary_4_16.p.i|secondary_4_16.p.v|secondary_4_16.v|secondary_4_17.LossPower|secondary_4_17.R_actual|secondary_4_17.i|secondary_4_17.n.i|secondary_4_17.n.v|secondary_4_17.p.i|secondary_4_17.p.v|secondary_4_17.v|secondary_4_18.LossPower|secondary_4_18.R_actual|secondary_4_18.i|secondary_4_18.n.i|secondary_4_18.n.v|secondary_4_18.p.i|secondary_4_18.p.v|secondary_4_18.v|secondary_4_19.LossPower|secondary_4_19.R_actual|secondary_4_19.i|secondary_4_19.n.i|secondary_4_19.n.v|secondary_4_19.p.i|secondary_4_19.p.v|secondary_4_19.v|secondary_4_2.LossPower|secondary_4_2.R_actual|secondary_4_2.i|secondary_4_2.n.i|secondary_4_2.n.v|secondary_4_2.p.i|secondary_4_2.p.v|secondary_4_2.v|secondary_4_20.LossPower|secondary_4_20.R_actual|secondary_4_20.i|secondary_4_20.n.i|secondary_4_20.n.v|secondary_4_20.p.i|secondary_4_20.p.v|secondary_4_20.v|time|time",fileNamePrefix="ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20")
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo): time 0.001356/0.001356, allocations: 107.1 kB / 17.06 MB, free: 6.125 MB / 14.72 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo): time 0.001612/0.001612, allocations: 199 kB / 18 MB, free: 5.199 MB / 14.72 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 4.0.0+maint.om/package.mo): time 1.382/1.382, allocations: 222.9 MB / 241.7 MB, free: 15.09 MB / 206.1 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ScalableTestSuite 2.2.0-master/package.mo): time 1.051/1.051, allocations: 119.3 MB / 411.2 MB, free: 9.504 MB / 334.1 MB
Notification: Performance of FrontEnd - loaded program: time 0.001634/0.001634, allocations: 65.69 kB / 0.5724 GB, free: 38.46 MB / 462.3 MB
Notification: Performance of FrontEnd - Absyn->SCode: time 0.1731/0.1748, allocations: 80.7 MB / 0.6512 GB, free: 11.52 MB / 0.4983 GB
Notification: Performance of NFInst.instantiate(ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20): time 0.8309/1.006, allocations: 175 MB / 0.8221 GB, free: 2.426 MB / 0.6079 GB
Notification: Performance of NFInst.instExpressions: time 0.09453/1.1, allocations: 36.25 MB / 0.8575 GB, free: 3.371 MB / 0.6235 GB
Notification: Performance of NFInst.updateImplicitVariability: time 0.05073/1.151, allocations: 0.7482 MB / 0.8583 GB, free: 3.219 MB / 0.6235 GB
Notification: Performance of NFTyping.typeComponents: time 0.03193/1.183, allocations: 6.453 MB / 0.8646 GB, free: 13.35 MB / 0.6392 GB
Notification: Performance of NFTyping.typeBindings: time 0.05924/1.242, allocations: 11.25 MB / 0.8756 GB, free: 5.828 MB / 0.6392 GB
Notification: Performance of NFTyping.typeClassSections: time 0.03742/1.28, allocations: 9.573 MB / 0.8849 GB, free: 13.05 MB / 0.6548 GB
Notification: Performance of NFFlatten.flatten: time 0.08391/1.364, allocations: 46.88 MB / 0.9307 GB, free: 5.691 MB / 0.686 GB
Notification: Performance of NFFlatten.resolveConnections: time 0.04139/1.405, allocations: 12.39 MB / 0.9428 GB, free: 9.523 MB / 0.7017 GB
Notification: Performance of NFEvalConstants.evaluate: time 0.04127/1.447, allocations: 16.18 MB / 0.9586 GB, free: 9.289 MB / 0.7173 GB
Notification: Performance of NFSimplifyModel.simplify: time 0.03801/1.485, allocations: 18.12 MB / 0.9763 GB, free: 7.09 MB / 0.7329 GB
Notification: Performance of NFPackage.collectConstants: time 0.02151/1.506, allocations: 3.602 MB / 0.9798 GB, free: 3.488 MB / 0.7329 GB
Notification: Performance of NFFlatten.collectFunctions: time 0.02087/1.527, allocations: 3.606 MB / 0.9833 GB, free: 15.88 MB / 0.7485 GB
Notification: Performance of NFScalarize.scalarize: time 0.01641/1.544, allocations: 8.208 MB / 0.9913 GB, free: 7.645 MB / 0.7485 GB
Notification: Performance of NFVerifyModel.verify: time 0.04307/1.587, allocations: 19.7 MB / 1.011 GB, free: 3.867 MB / 0.7642 GB
Notification: Performance of NFConvertDAE.convert: time 0.0825/1.669, allocations: 43.15 MB / 1.053 GB, free: 9.578 MB / 0.811 GB
Notification: Performance of FrontEnd - DAE generated: time 8.666e-06/1.669, allocations: 0 / 1.053 GB, free: 9.578 MB / 0.811 GB
Notification: Performance of FrontEnd: time 2.094e-06/1.669, allocations: 0 / 1.053 GB, free: 9.578 MB / 0.811 GB
Notification: Performance of Transformations before backend: time 0.002694/1.672, allocations: 0 / 1.053 GB, free: 9.578 MB / 0.811 GB
Notification: Model statistics after passing the front-end and creating the data structures used by the back-end:
 * Number of equations: 8189
 * Number of variables: 8189
Notification: Performance of Generate backend data structure: time 0.1147/1.787, allocations: 36.7 MB / 1.089 GB, free: 4.859 MB / 0.8423 GB
Notification: Performance of prepare preOptimizeDAE: time 7.571e-05/1.787, allocations: 15.89 kB / 1.089 GB, free: 4.844 MB / 0.8423 GB
Notification: Performance of preOpt normalInlineFunction (simulation): time 0.01816/1.805, allocations: 4.007 MB / 1.092 GB, free: 0.793 MB / 0.8423 GB
Notification: Performance of preOpt evaluateParameters (simulation): time 0.4908/2.296, allocations: 13.28 MB / 1.105 GB, free: 152.3 MB / 0.8423 GB
Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.003117/2.299, allocations: 2.31 MB / 1.108 GB, free: 152.3 MB / 0.8423 GB
Notification: Performance of preOpt expandDerOperator (simulation): time 0.008886/2.308, allocations: 3 MB / 1.111 GB, free: 152.3 MB / 0.8423 GB
Notification: Performance of preOpt clockPartitioning (simulation): time 0.08443/2.392, allocations: 25.14 MB / 1.135 GB, free: 151.4 MB / 0.8423 GB
Notification: Performance of preOpt findStateOrder (simulation): time 0.001602/2.394, allocations: 0 / 1.135 GB, free: 151.4 MB / 0.8423 GB
Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.009492/2.404, allocations: 1.4 MB / 1.137 GB, free: 151.4 MB / 0.8423 GB
Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.0008789/2.404, allocations: 0.7537 MB / 1.137 GB, free: 151.4 MB / 0.8423 GB
Notification: Performance of preOpt removeEqualRHS (simulation): time 0.06075/2.465, allocations: 21.48 MB / 1.158 GB, free: 145 MB / 0.8423 GB
Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.2408/2.706, allocations: 92.56 MB / 1.249 GB, free: 58.01 MB / 0.8423 GB
Notification: Performance of preOpt comSubExp (simulation): time 0.03873/2.745, allocations: 28.1 MB / 1.276 GB, free: 30.39 MB / 0.8423 GB
Notification: Performance of preOpt resolveLoops (simulation): time 0.01675/2.762, allocations: 10.78 MB / 1.287 GB, free: 19.57 MB / 0.8423 GB
Notification: Performance of preOpt evalFunc (simulation): time 0.001615/2.763, allocations: 251.2 kB / 1.287 GB, free: 19.33 MB / 0.8423 GB
Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 0.0004179/2.764, allocations: 495.2 kB / 1.287 GB, free: 18.84 MB / 0.8423 GB
Notification: Performance of pre-optimization done (n=2460): time 2.864e-05/2.764, allocations: 0 / 1.287 GB, free: 18.84 MB / 0.8423 GB
Notification: Performance of matching and sorting (n=2460): time 0.07159/2.835, allocations: 31.61 MB / 1.318 GB, free: 3.953 MB / 0.8579 GB
Notification: Performance of inlineWhenForInitialization (initialization): time 0.0002299/2.836, allocations: 305.5 kB / 1.318 GB, free: 3.645 MB / 0.8579 GB
Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.04174/2.877, allocations: 19.7 MB / 1.338 GB, free: 56 kB / 0.8735 GB
Notification: Performance of collectPreVariables (initialization): time 0.004845/2.882, allocations: 0.5486 MB / 1.338 GB, free: 15.5 MB / 0.8892 GB
Notification: Performance of collectInitialEqns (initialization): time 0.01476/2.897, allocations: 14.63 MB / 1.353 GB, free: 0.8398 MB / 0.8892 GB
Notification: Performance of collectInitialBindings (initialization): time 0.008788/2.906, allocations: 8.159 MB / 1.361 GB, free: 8.746 MB / 0.9048 GB
Notification: Performance of simplifyInitialFunctions (initialization): time 0.01596/2.922, allocations: 4.36 MB / 1.365 GB, free: 4.367 MB / 0.9048 GB
Notification: Performance of setup shared object (initialization): time 9.636e-05/2.922, allocations: 301.1 kB / 1.365 GB, free: 4.07 MB / 0.9048 GB
Notification: Performance of preBalanceInitialSystem (initialization): time 0.01826/2.94, allocations: 7.374 MB / 1.372 GB, free: 12.69 MB / 0.9204 GB
Notification: Performance of partitionIndependentBlocks (initialization): time 0.0232/2.964, allocations: 11.46 MB / 1.383 GB, free: 16.05 MB / 0.936 GB
Notification: Performance of analyzeInitialSystem (initialization): time 0.08163/3.045, allocations: 19.25 MB / 1.402 GB, free: 11.9 MB / 0.9517 GB
Notification: Performance of solveInitialSystemEqSystem (initialization): time 0.0001955/3.045, allocations: 24 kB / 1.402 GB, free: 11.88 MB / 0.9517 GB
Notification: Performance of matching and sorting (n=3681) (initialization): time 0.09491/3.14, allocations: 33.62 MB / 1.435 GB, free: 11.43 MB / 0.9829 GB
Notification: Performance of prepare postOptimizeDAE: time 0.0001228/3.141, allocations: 44 kB / 1.435 GB, free: 11.39 MB / 0.9829 GB
Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.0001994/3.141, allocations: 95.69 kB / 1.435 GB, free: 11.3 MB / 0.9829 GB
Notification: Tearing is skipped for strong component 1 because system size of 1639 exceeds maximum system size for tearing of linear systems (200).
To adjust the maximum system size for tearing use --maxSizeLinearTearing=<size>.
Notification: Performance of postOpt tearingSystem (initialization): time 0.000213/3.141, allocations: 166.5 kB / 1.435 GB, free: 11.14 MB / 0.9829 GB
Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.01567/3.157, allocations: 3.174 MB / 1.439 GB, free: 8.184 MB / 0.9829 GB
Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 0.000402/3.157, allocations: 227.1 kB / 1.439 GB, free: 8 MB / 0.9829 GB
Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.0341/3.191, allocations: 2.744 MB / 1.441 GB, free: 5.223 MB / 0.9829 GB
Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.006089/3.197, allocations: 0.914 MB / 1.442 GB, free: 4.309 MB / 0.9829 GB
Notification: Model statistics after passing the back-end for initialization:
 * Number of independent subsystems: 402
 * 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 (2043):
 * Single equations (assignments): 2042
 * Array equations: 0
 * Algorithm blocks: 0
 * Record equations: 0
 * When equations: 0
 * If-equations: 0
 * Equation systems (not torn): 1
 * Torn equation systems: 0
 * Mixed (continuous/discrete) equation systems: 0
Notification: Equation system details (not torn):
 * Constant Jacobian (size): 0 systems
 * Linear Jacobian (size,density): 1 system
   {(1639,0.2%)}
 * Non-linear Jacobian (size): 0 systems
 * Without analytic Jacobian (size): 0 systems
Notification: Performance of prepare postOptimizeDAE: time 0.02083/3.218, allocations: 3.439 MB / 1.446 GB, free: 1.086 MB / 0.9829 GB
Notification: Performance of postOpt lateInlineFunction (simulation): time 0.4783/3.697, allocations: 2.814 MB / 1.448 GB, free: 386.4 MB / 0.9829 GB
Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.007655/3.704, allocations: 2.749 MB / 1.451 GB, free: 386.1 MB / 0.9829 GB
Notification: Performance of postOpt inlineArrayEqn (simulation): time 0.0002819/3.705, allocations: 233.1 kB / 1.451 GB, free: 386.1 MB / 0.9829 GB
Notification: Performance of postOpt constantLinearSystem (simulation): time 0.0009061/3.705, allocations: 230.9 kB / 1.452 GB, free: 386.1 MB / 0.9829 GB
Notification: Performance of postOpt simplifysemiLinear (simulation): time 0.0003364/3.706, allocations: 116.5 kB / 1.452 GB, free: 386.1 MB / 0.9829 GB
Notification: Performance of postOpt removeSimpleEquations (simulation): time 0.05542/3.761, allocations: 21.5 MB / 1.473 GB, free: 379.8 MB / 0.9829 GB
Notification: Performance of postOpt simplifyComplexFunction (simulation): time 0.0003624/3.762, allocations: 0.75 kB / 1.473 GB, free: 379.8 MB / 0.9829 GB
Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.005506/3.767, allocations: 1.221 MB / 1.474 GB, free: 379.7 MB / 0.9829 GB
Notification: Tearing is skipped for strong component 2 because system size of 1639 exceeds maximum system size for tearing of linear systems (200).
To adjust the maximum system size for tearing use --maxSizeLinearTearing=<size>.
Notification: Performance of postOpt tearingSystem (simulation): time 0.0001557/3.767, allocations: 30.95 kB / 1.474 GB, free: 379.7 MB / 0.9829 GB
Notification: Performance of postOpt inputDerivativesUsed (simulation): time 0.003317/3.771, allocations: 391.5 kB / 1.474 GB, free: 379.4 MB / 0.9829 GB
Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 5.314e-05/3.771, allocations: 26.75 kB / 1.474 GB, free: 379.4 MB / 0.9829 GB
Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 2.054e-06/3.771, allocations: 4.625 kB / 1.474 GB, free: 379.4 MB / 0.9829 GB
Notification: Performance of postOpt symbolicJacobian (simulation): time 0.05603/3.827, allocations: 27.05 MB / 1.501 GB, free: 369.5 MB / 0.9829 GB
Notification: Performance of postOpt removeConstants (simulation): time 0.01221/3.839, allocations: 2.992 MB / 1.504 GB, free: 367.4 MB / 0.9829 GB
Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.01069/3.85, allocations: 387.1 kB / 1.504 GB, free: 367.1 MB / 0.9829 GB
Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.0315/3.881, allocations: 2.962 MB / 1.507 GB, free: 366.7 MB / 0.9829 GB
Notification: Performance of postOpt findZeroCrossings (simulation): time 0.005917/3.887, allocations: 2.494 MB / 1.509 GB, free: 366.5 MB / 0.9829 GB
Notification: Performance of postOpt collapseArrayExpressions (simulation): time 0.004234/3.891, allocations: 0.7045 MB / 1.51 GB, free: 366.3 MB / 0.9829 GB
Notification: Performance of sorting global known variables: time 0.02633/3.918, allocations: 13.03 MB / 1.523 GB, free: 361.8 MB / 0.9829 GB
Notification: Performance of sort global known variables: time 4.01e-07/3.918, allocations: 0 / 1.523 GB, free: 361.8 MB / 0.9829 GB
Notification: Performance of remove unused functions: time 0.02983/3.948, allocations: 8.795 MB / 1.531 GB, free: 359.9 MB / 0.9829 GB
Notification: Model statistics after passing the back-end for simulation:
 * Number of independent subsystems: 1
 * 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 simulation (822):
 * Single equations (assignments): 821
 * Array equations: 0
 * Algorithm blocks: 0
 * Record equations: 0
 * When equations: 0
 * If-equations: 0
 * Equation systems (not torn): 1
 * Torn equation systems: 0
 * Mixed (continuous/discrete) equation systems: 0
Notification: Equation system details (not torn):
 * Constant Jacobian (size): 0 systems
 * Linear Jacobian (size,density): 1 system
   {(1639,0.2%)}
 * Non-linear Jacobian (size): 0 systems
 * Without analytic Jacobian (size): 0 systems
Notification: Performance of Backend phase and start with SimCode phase: time 0.005489/3.953, allocations: 0.9147 MB / 1.532 GB, free: 359.3 MB / 0.9829 GB
Notification: Performance of simCode: created initialization part: time 0.05141/4.005, allocations: 21.96 MB / 1.554 GB, free: 345.9 MB / 0.9829 GB
Notification: Performance of simCode: created event and clocks part: time 8.072e-05/4.005, allocations: 58.42 kB / 1.554 GB, free: 345.9 MB / 0.9829 GB
Notification: Performance of simCode: created simulation system equations: time 0.026/4.031, allocations: 11.33 MB / 1.565 GB, free: 334.6 MB / 0.9829 GB
Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.04855/4.079, allocations: 5.951 MB / 1.571 GB, free: 328.6 MB / 0.9829 GB
Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 0.09609/4.176, allocations: 44.91 MB / 1.614 GB, free: 283.7 MB / 0.9829 GB
Notification: Performance of simCode: some other stuff during SimCode phase: time 0.01671/4.192, allocations: 11.02 MB / 1.625 GB, free: 272.6 MB / 0.9829 GB
Notification: Performance of simCode: alias equations: time 0.01811/4.21, allocations: 2.643 MB / 1.628 GB, free: 269.9 MB / 0.9829 GB
Notification: Performance of simCode: all other stuff during SimCode phase: time 0.005232/4.216, allocations: 1.187 MB / 1.629 GB, free: 268.7 MB / 0.9829 GB
Notification: Performance of SimCode: time 1.132e-06/4.216, allocations: 0 / 1.629 GB, free: 268.7 MB / 0.9829 GB
Notification: Performance of Templates: time 0.9739/5.19, allocations: 330.7 MB / 1.952 GB, free: 339.7 MB / 0.9829 GB
make -j1 -f ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.makefile
(rm -f ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.pipe ; mkfifo ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.pipe ; head -c 1048576 < ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.pipe >> ../files/ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.sim & ./ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20  -abortSlowSimulation -alarm=300  -emit_protected -lv LOG_STATS > ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.pipe 2>&1)
diffSimulationResults("ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20_res.mat","/var/lib/jenkins/ws/OpenModelicaLibraryTestingWork/OpenModelicaLibraryTesting/ReferenceFiles/ScalableTestSuite/ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20_res.mat","/var/lib/jenkins/ws/OpenModelicaLibraryTestingWork/OpenModelicaLibraryTesting/files/ScalableTestSuite_ScalableTestSuite.Electrical.DistributionSystemDC.ScaledExperiments.DistributionSystemModelicaIndividual_N_20_M_20.diff",relTol=0.003,relTolDiffMinMax=0.003,rangeDelta=0.001)
Reference file matches