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")
Notification: Performance of loadModel(ScalableTestSuite): time 2.795/2.795, allocations: 326.3 MB / 339.3 MB, free: 11.27 MB / 283.2 MB
Notification: Performance of FrontEnd - loaded program: time 3.043e-05/3.055e-05, allocations: 4 kB / 422.3 MB, free: 0.5781 MB / 331.2 MB
Notification: Performance of FrontEnd - Absyn->SCode: time 0.1253/0.1254, allocations: 80.01 MB / 0.4905 GB, free: 476 kB / 411.2 MB
Notification: Performance of FrontEnd - scodeFlatten: time 0.5521/0.6776, allocations: 152.1 MB / 0.639 GB, free: 2.598 MB / 0.5109 GB
Notification: Performance of FrontEnd - mkProgramGraph: time 0.0001848/0.6778, allocations: 66.84 kB / 0.6391 GB, free: 2.566 MB / 0.5109 GB
Notification: Performance of FrontEnd - DAE generated: time 2.75/3.428, allocations: 0.5354 GB / 1.174 GB, free: 23.51 MB / 0.6984 GB
Notification: Performance of FrontEnd: time 2.716e-06/3.428, allocations: 0 / 1.174 GB, free: 23.51 MB / 0.6984 GB
Notification: Performance of Transformations before backend: time 0.003417/3.431, allocations: 0.8663 MB / 1.175 GB, free: 23.41 MB / 0.6984 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 0.084/3.515, allocations: 27.89 MB / 1.203 GB, free: 13.99 MB / 0.6984 GB
Notification: Performance of prepare preOptimizeDAE: time 4.376e-05/3.515, allocations: 10.84 kB / 1.203 GB, free: 13.99 MB / 0.6984 GB
Notification: Performance of preOpt normalInlineFunction (simulation): time 0.01621/3.532, allocations: 4.008 MB / 1.206 GB, free: 12.07 MB / 0.6984 GB
Notification: Performance of preOpt evaluateParameters (simulation): time 0.04582/3.577, allocations: 11.92 MB / 1.218 GB, free: 9.043 MB / 0.6984 GB
Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.002917/3.58, allocations: 2.311 MB / 1.22 GB, free: 8.98 MB / 0.6984 GB
Notification: Performance of preOpt expandDerOperator (simulation): time 0.008784/3.589, allocations: 3.004 MB / 1.223 GB, free: 8.977 MB / 0.6984 GB
Notification: Performance of preOpt clockPartitioning (simulation): time 0.08817/3.677, allocations: 23.58 MB / 1.246 GB, free: 7.59 MB / 0.6984 GB
Notification: Performance of preOpt findStateOrder (simulation): time 0.001393/3.679, allocations: 3.938 kB / 1.246 GB, free: 7.586 MB / 0.6984 GB
Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.009082/3.688, allocations: 1.403 MB / 1.248 GB, free: 7.234 MB / 0.6984 GB
Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.0008746/3.689, allocations: 0.75 MB / 1.248 GB, free: 6.484 MB / 0.6984 GB
Notification: Performance of preOpt removeEqualRHS (simulation): time 0.1243/3.813, allocations: 22.72 MB / 1.271 GB, free: 12.61 MB / 0.714 GB
Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.8218/4.635, allocations: 95.48 MB / 1.364 GB, free: 81.75 MB / 0.7765 GB
Notification: Performance of preOpt comSubExp (simulation): time 0.06021/4.695, allocations: 26.94 MB / 1.39 GB, free: 80.27 MB / 0.7765 GB
Notification: Performance of preOpt resolveLoops (simulation): time 0.02389/4.719, allocations: 10.31 MB / 1.4 GB, free: 79.82 MB / 0.7765 GB
Notification: Performance of preOpt evalFunc (simulation): time 0.00172/4.721, allocations: 249.5 kB / 1.4 GB, free: 79.8 MB / 0.7765 GB
Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 0.0005515/4.721, allocations: 495.2 kB / 1.401 GB, free: 79.73 MB / 0.7765 GB
Notification: Performance of pre-optimization done (n=2460): time 4.551e-05/4.722, allocations: 3.188 kB / 1.401 GB, free: 79.73 MB / 0.7765 GB
Notification: Performance of matching and sorting (n=2460): time 0.07782/4.799, allocations: 25.04 MB / 1.425 GB, free: 78.41 MB / 0.7765 GB
Notification: Performance of inlineWhenForInitialization (initialization): time 0.000204/4.8, allocations: 302.6 kB / 1.426 GB, free: 78.33 MB / 0.7765 GB
Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.04659/4.846, allocations: 16.88 MB / 1.442 GB, free: 77.12 MB / 0.7765 GB
Notification: Performance of collectPreVariables (initialization): time 0.004121/4.85, allocations: 0.5511 MB / 1.443 GB, free: 77.09 MB / 0.7765 GB
Notification: Performance of collectInitialEqns (initialization): time 0.01308/4.863, allocations: 14.65 MB / 1.457 GB, free: 68.63 MB / 0.7765 GB
Notification: Performance of collectInitialBindings (initialization): time 0.008374/4.872, allocations: 8.165 MB / 1.465 GB, free: 62.24 MB / 0.7765 GB
Notification: Performance of simplifyInitialFunctions (initialization): time 0.004208/4.876, allocations: 0.5628 MB / 1.466 GB, free: 61.79 MB / 0.7765 GB
Notification: Performance of setup shared object (initialization): time 5.344e-05/4.876, allocations: 302.5 kB / 1.466 GB, free: 61.5 MB / 0.7765 GB
Notification: Performance of preBalanceInitialSystem (initialization): time 0.02331/4.9, allocations: 6.945 MB / 1.473 GB, free: 58.73 MB / 0.7765 GB
Notification: Performance of partitionIndependentBlocks (initialization): time 0.02738/4.927, allocations: 10.76 MB / 1.483 GB, free: 52.08 MB / 0.7765 GB
Notification: Performance of analyzeInitialSystem (initialization): time 0.03024/4.957, allocations: 8.572 MB / 1.491 GB, free: 48.74 MB / 0.7765 GB
Notification: Performance of solveInitialSystemEqSystem (initialization): time 0.0001534/4.957, allocations: 28.97 kB / 1.492 GB, free: 48.74 MB / 0.7765 GB
Notification: Performance of matching and sorting (n=3681) (initialization): time 0.1023/5.06, allocations: 32.43 MB / 1.523 GB, free: 37.45 MB / 0.7765 GB
Notification: Performance of prepare postOptimizeDAE: time 0.0001261/5.06, allocations: 40.81 kB / 1.523 GB, free: 37.45 MB / 0.7765 GB
Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.000166/5.06, allocations: 88.41 kB / 1.523 GB, free: 37.45 MB / 0.7765 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> and --maxSizeNonlinearTearing=<size>.
Notification: Performance of postOpt tearingSystem (initialization): time 0.0002678/5.06, allocations: 180.4 kB / 1.523 GB, free: 37.45 MB / 0.7765 GB
Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.01868/5.079, allocations: 3.175 MB / 1.527 GB, free: 37.23 MB / 0.7765 GB
Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 0.0005017/5.08, allocations: 216.3 kB / 1.527 GB, free: 37.19 MB / 0.7765 GB
Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.03341/5.113, allocations: 2.755 MB / 1.529 GB, free: 35.05 MB / 0.7765 GB
Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.005448/5.119, allocations: 0.9073 MB / 1.53 GB, free: 34.82 MB / 0.7765 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 ()
 * 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 (linear and non-linear blocks): 1
 * Torn equation systems: 0
 * Mixed (continuous/discrete) equation systems: 0
Notification: Equation system details:
 * Constant Jacobian: 0
 * Linear Jacobian (size,density): 1 {(1639,0.2%)}
 * Non-linear Jacobian: 0
 * Without analytic Jacobian: 0
Notification: Performance of prepare postOptimizeDAE: time 0.009297/5.128, allocations: 1.528 MB / 1.532 GB, free: 33.61 MB / 0.7765 GB
Notification: Performance of postOpt lateInlineFunction (simulation): time 0.01112/5.139, allocations: 2.822 MB / 1.535 GB, free: 32.26 MB / 0.7765 GB
Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.00843/5.148, allocations: 2.748 MB / 1.537 GB, free: 30.35 MB / 0.7765 GB
Notification: Performance of postOpt inlineArrayEqn (simulation): time 0.0001836/5.148, allocations: 234.6 kB / 1.538 GB, free: 30.35 MB / 0.7765 GB
Notification: Performance of postOpt constantLinearSystem (simulation): time 0.0004119/5.148, allocations: 231.7 kB / 1.538 GB, free: 30.35 MB / 0.7765 GB
Notification: Performance of postOpt simplifysemiLinear (simulation): time 0.0004267/5.149, allocations: 115.4 kB / 1.538 GB, free: 30.35 MB / 0.7765 GB
Notification: Performance of postOpt removeSimpleEquations (simulation): time 0.05545/5.204, allocations: 21.38 MB / 1.559 GB, free: 22.4 MB / 0.7765 GB
Notification: Performance of postOpt simplifyComplexFunction (simulation): time 0.0001583/5.204, allocations: 3.594 kB / 1.559 GB, free: 22.4 MB / 0.7765 GB
Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.006966/5.211, allocations: 1.223 MB / 1.56 GB, free: 22.27 MB / 0.7765 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> and --maxSizeNonlinearTearing=<size>.
Notification: Performance of postOpt tearingSystem (simulation): time 0.0001107/5.211, allocations: 26.06 kB / 1.56 GB, free: 22.27 MB / 0.7765 GB
Notification: Performance of postOpt inputDerivativesUsed (simulation): time 0.002881/5.214, allocations: 387.9 kB / 1.56 GB, free: 21.97 MB / 0.7765 GB
Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 6.725e-05/5.214, allocations: 27.84 kB / 1.56 GB, free: 21.97 MB / 0.7765 GB
Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 3.211e-06/5.214, allocations: 2.391 kB / 1.56 GB, free: 21.97 MB / 0.7765 GB
Notification: Performance of postOpt symbolicJacobian (simulation): time 0.0763/5.291, allocations: 26.28 MB / 1.586 GB, free: 11.67 MB / 0.7765 GB
Notification: Performance of postOpt removeConstants (simulation): time 0.01244/5.303, allocations: 2.993 MB / 1.589 GB, free: 9.586 MB / 0.7765 GB
Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.01071/5.314, allocations: 388.6 kB / 1.589 GB, free: 9.281 MB / 0.7765 GB
Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.03431/5.348, allocations: 3.393 MB / 1.593 GB, free: 8.934 MB / 0.7765 GB
Notification: Performance of postOpt findZeroCrossings (simulation): time 0.00507/5.353, allocations: 2.497 MB / 1.595 GB, free: 8.762 MB / 0.7765 GB
Notification: Performance of postOpt collapseArrayExpressions (simulation): time 0.004691/5.358, allocations: 0.7017 MB / 1.596 GB, free: 8.562 MB / 0.7765 GB
Notification: Performance of sorting global known variables: time 0.03363/5.392, allocations: 12.57 MB / 1.608 GB, free: 280 kB / 0.7765 GB
Notification: Performance of sort global known variables: time 9.92e-07/5.392, allocations: 0 / 1.608 GB, free: 280 kB / 0.7765 GB
Notification: Performance of remove unused functions: time 0.08572/5.478, allocations: 11.71 MB / 1.619 GB, free: 13.67 MB / 0.7921 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 ()
 * 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 (linear and non-linear blocks): 1
 * Torn equation systems: 0
 * Mixed (continuous/discrete) equation systems: 0
Notification: Equation system details:
 * Constant Jacobian: 0
 * Linear Jacobian (size,density): 1 {(1639,0.2%)}
 * Non-linear Jacobian: 0
 * Without analytic Jacobian: 0
Notification: Performance of Backend phase and start with SimCode phase: time 0.006482/5.484, allocations: 0.9091 MB / 1.62 GB, free: 12.76 MB / 0.7921 GB
Notification: Performance of simCode: created initialization part: time 0.07458/5.559, allocations: 21.17 MB / 1.641 GB, free: 10.91 MB / 0.8078 GB
Notification: Performance of simCode: created event and clocks part: time 6.977e-05/5.559, allocations: 58.42 kB / 1.641 GB, free: 10.85 MB / 0.8078 GB
Notification: Performance of simCode: created simulation system equations: time 0.03244/5.591, allocations: 10.65 MB / 1.651 GB, free: 1.418 MB / 0.8078 GB
Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.03698/5.628, allocations: 5.429 MB / 1.657 GB, free: 12.95 MB / 0.8234 GB
Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 0.624/6.252, allocations: 34.86 MB / 1.691 GB, free: 125.8 MB / 0.8234 GB
Notification: Performance of simCode: some other stuff during SimCode phase: time 0.02168/6.274, allocations: 11.58 MB / 1.702 GB, free: 124.5 MB / 0.8234 GB
Notification: Performance of simCode: alias equations: time 0.02825/6.302, allocations: 2.646 MB / 1.705 GB, free: 124.3 MB / 0.8234 GB
Notification: Performance of simCode: all other stuff during SimCode phase: time 0.006016/6.308, allocations: 1.183 MB / 1.706 GB, free: 124.3 MB / 0.8234 GB
Notification: Performance of SimCode: time 1.854e-06/6.308, allocations: 0 / 1.706 GB, free: 124.3 MB / 0.8234 GB
Notification: Performance of Templates: time 1.401/7.709, allocations: 299.7 MB / 1.999 GB, free: 119.7 MB / 0.839 GB