Running: ./testmodel.py --libraries=/home/hudson/saved_omc/libraries/.openmodelica/libraries --ompython_omhome=/usr Modelica_3.2.3_Modelica.Magnetic.QuasiStatic.FundamentalWave.Examples.Components.EddyCurrentLosses.conf.json loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.1.0+maint.om/package.mo", uses=false) [Timeout 180] "Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.1.0+maint.om/package.mo): time 0.001794/0.001794, allocations: 108.5 kB / 21.99 MB, free: 4.551 MB / 14.72 MB " [Timeout remaining time 180] loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.1.0+maint.om/package.mo", uses=false) [Timeout 180] "Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.1.0+maint.om/package.mo): time 0.001806/0.001806, allocations: 214 kB / 25.3 MB, free: 2.898 MB / 14.72 MB " [Timeout remaining time 180] loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.3+maint.om/package.mo", uses=false) [Timeout 180] "Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.3+maint.om/package.mo): time 1.668/1.668, allocations: 207.7 MB / 236.2 MB, free: 9.754 MB / 190.1 MB " [Timeout remaining time 178] Using package Modelica with version 3.2.3 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.3+maint.om/package.mo) Using package Complex with version 4.1.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.1.0+maint.om/package.mo) Using package ModelicaServices with version 4.1.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.1.0+maint.om/package.mo) Running command: translateModel(Modelica.Magnetic.QuasiStatic.FundamentalWave.Examples.Components.EddyCurrentLosses,tolerance=1e-06,outputFormat="mat",numberOfIntervals=4000,variableFilter="time|lossPower_e|lossPower_m",fileNamePrefix="Modelica_3.2.3_Modelica.Magnetic.QuasiStatic.FundamentalWave.Examples.Components.EddyCurrentLosses") translateModel(Modelica.Magnetic.QuasiStatic.FundamentalWave.Examples.Components.EddyCurrentLosses,tolerance=1e-06,outputFormat="mat",numberOfIntervals=4000,variableFilter="time|lossPower_e|lossPower_m",fileNamePrefix="Modelica_3.2.3_Modelica.Magnetic.QuasiStatic.FundamentalWave.Examples.Components.EddyCurrentLosses") [Timeout 660] "Notification: Performance of FrontEnd - Absyn->SCode: time 3.482e-05/3.482e-05, allocations: 2.281 kB / 348.5 MB, free: 9.355 MB / 286.1 MB Notification: Performance of NFInst.instantiate(Modelica.Magnetic.QuasiStatic.FundamentalWave.Examples.Components.EddyCurrentLosses): time 0.0268/0.02683, allocations: 14.24 MB / 362.8 MB, free: 11.04 MB / 302.1 MB Notification: Performance of NFInst.instExpressions: time 0.01458/0.04141, allocations: 4.534 MB / 367.3 MB, free: 6.492 MB / 302.1 MB Notification: Performance of NFInst.updateImplicitVariability: time 0.005193/0.04661, allocations: 135.4 kB / 367.4 MB, free: 6.359 MB / 302.1 MB Notification: Performance of NFTyping.typeComponents: time 0.0223/0.06891, allocations: 6.694 MB / 374.1 MB, free: 15.63 MB / 318.1 MB Notification: Performance of NFTyping.typeBindings: time 0.008729/0.07764, allocations: 1.873 MB / 376 MB, free: 13.75 MB / 318.1 MB Notification: Performance of NFTyping.typeClassSections: time 0.005616/0.08325, allocations: 1.605 MB / 377.6 MB, free: 12.14 MB / 318.1 MB Notification: Performance of NFFlatten.flatten: time 0.01318/0.09643, allocations: 8.348 MB / 386 MB, free: 3.777 MB / 318.1 MB Notification: Performance of NFFlatten.resolveConnections: time 0.309/0.4055, allocations: 9.892 MB / 395.8 MB, free: 15.82 MB / 318.1 MB Notification: Performance of NFEvalConstants.evaluate: time 0.01111/0.4166, allocations: 4.525 MB / 400.4 MB, free: 15.67 MB / 318.1 MB Notification: Performance of NFSimplifyModel.simplify: time 0.01289/0.4295, allocations: 5.103 MB / 405.5 MB, free: 15.19 MB / 318.1 MB Notification: Performance of NFPackage.collectConstants: time 0.004636/0.4341, allocations: 0.9931 MB / 406.5 MB, free: 15.19 MB / 318.1 MB Notification: Performance of NFFlatten.collectFunctions: time 0.009411/0.4435, allocations: 1.285 MB / 407.8 MB, free: 15.19 MB / 318.1 MB Notification: Performance of combineBinaries: time 0.02008/0.4636, allocations: 11.74 MB / 419.5 MB, free: 9.32 MB / 318.1 MB Notification: Performance of replaceArrayConstructors: time 0.00755/0.4711, allocations: 6.721 MB / 426.2 MB, free: 5.414 MB / 318.1 MB Notification: Performance of NFVerifyModel.verify: time 0.004418/0.4756, allocations: 365.2 kB / 426.6 MB, free: 5.414 MB / 318.1 MB Notification: Performance of FrontEnd: time 0.0008493/0.4764, allocations: 59.94 kB / 426.6 MB, free: 5.406 MB / 318.1 MB Notification: Model statistics after passing the front-end and creating the data structures used by the back-end: * Number of equations: 2532 (1346) * Number of variables: 2497 (845) Notification: Performance of [SIM] Bindings: time 0.08169/0.5581, allocations: 43.02 MB / 469.7 MB, free: 14.54 MB / 366.1 MB Notification: Performance of [SIM] FunctionAlias: time 0.01897/0.5771, allocations: 6.034 MB / 475.7 MB, free: 8.82 MB / 366.1 MB Notification: Performance of [SIM] Early Inline: time 0.08583/0.6629, allocations: 38.07 MB / 0.5017 GB, free: 3.273 MB / 398.1 MB Notification: Performance of [SIM] Simplify 1: time 0.01673/0.6796, allocations: 4.439 MB / 0.5061 GB, free: 14.75 MB / 414.1 MB Notification: Performance of [SIM] Alias: time 0.04218/0.7218, allocations: 17.86 MB / 0.5235 GB, free: 12.69 MB / 430.1 MB Notification: Performance of [SIM] Simplify 2: time 0.01367/0.7355, allocations: 4.393 MB / 0.5278 GB, free: 8.195 MB / 430.1 MB Notification: Performance of [SIM] Remove Stream: time 0.009704/0.7452, allocations: 2.65 MB / 0.5304 GB, free: 5.473 MB / 430.1 MB Notification: Performance of [SIM] Detect States: time 0.01639/0.7616, allocations: 6.373 MB / 0.5366 GB, free: 15.07 MB / 446.1 MB Notification: Performance of [SIM] Events: time 0.004748/0.7663, allocations: 0.9722 MB / 0.5375 GB, free: 14.11 MB / 446.1 MB Notification: Performance of [SIM] Partitioning: time 0.03968/0.806, allocations: 11.36 MB / 0.5486 GB, free: 2.762 MB / 446.1 MB Error: Internal error NBResolveSingularities.indexReduction failed because there was not enough state candidates to balance out the constraint equations. Constraint Equations (190/268) ******************************** (1) [SCAL] (1) resistor_e.plugToPins_p.plug_p.reference.gamma = resistor_e.plugToPins_p.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_1261) (2) [SCAL] (1) star_e.plugToPins_p.plug_p.reference.gamma = star_e.plugToPins_p.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_1353) (3) [SCAL] (1) resistor_m.plugToPins_p.plug_p.reference.gamma = resistor_m.plugToPins_p.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_1174) (4) [SCAL] (1) resistor_e.plugToPins_p.plug_p.reference.gamma = resistor_e.plugToPins_p.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_1262) (5) [ARRY] (3) resistor_e.plugToPins_p.pin_p.reference.gamma = resistor_e.resistor.pin_p.reference.gamma ($RES_SIM_1224) (6) [SCAL] (1) star_e.plugToPins_p.plug_p.reference.gamma = star_e.plugToPins_p.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_1354) (7) [SCAL] (1) resistor_m.plugToPins_p.plug_p.reference.gamma = resistor_m.plugToPins_p.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_1175) (8) [SCAL] (1) powerb_e.currentP.reference.gamma = powerb_e.voltageP.reference.gamma ($RES_SIM_573) (9) [SCAL] (1) resistor_e.plugToPins_p.plug_p.reference.gamma = resistor_e.plugToPins_p.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_1263) (10) [SCAL] (1) powerb_e.plugToPinsCurrentP.plugToPin_p[2].pin_p.reference.gamma = powerb_e.plugToPinsCurrentP.pin_p[2].reference.gamma ($RES_SIM_1084) (11) [SCAL] (1) star_e.plugToPins_p.plug_p.reference.gamma = star_e.plugToPins_p.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_1355) (12) [SCAL] (1) resistor_e.plugToPins_n.plugToPin_n[3].pin_n.reference.gamma = resistor_e.plugToPins_n.pin_n[3].reference.gamma ($RES_SIM_1227) (13) [SCAL] (1) powerb_e.currentP.reference.gamma = resistor_e.plug_n.reference.gamma ($RES_SIM_572) (14) [SCAL] (1) powerb_e.plugToPinsCurrentN.plugToPin_n[1].pin_n.reference.gamma = powerb_e.plugToPinsCurrentN.pin_n[1].reference.gamma ($RES_SIM_1048) (15) [SCAL] (1) powerb_e.plugToPinsCurrentP.plug_p.reference.gamma = powerb_e.plugToPinsCurrentP.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_1085) (16) [FOR-] (3) ($RES_SIM_119) (16) [----] for $i1 in 1:3 loop (16) [----] [SCAL] (1) powerb_m.plugToPinsVoltageN.plugToPin_n[$i1].plug_n.reference.gamma = powerb_m.plugToPinsVoltageN.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_120) (16) [----] end for; (17) [FOR-] (3) ($RES_SIM_113) (17) [----] for $i1 in 1:3 loop (17) [----] [SCAL] (1) powerb_m.powerSensor[$i1].currentP.reference.gamma = powerb_m.powerSensor[$i1].currentN.reference.gamma ($RES_SIM_114) (17) [----] end for; (18) [SCAL] (1) powerb_e.plugToPinsCurrentP.plug_p.reference.gamma = powerb_e.plugToPinsCurrentP.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_1086) (19) [FOR-] (3) ($RES_SIM_111) (19) [----] for $i1 in 1:3 loop (19) [----] [SCAL] (1) powerb_m.powerSensor[$i1].voltageP.reference.gamma = powerb_m.powerSensor[$i1].voltageN.reference.gamma ($RES_SIM_112) (19) [----] end for; (20) [SCAL] (1) star_e.pin_n.reference.gamma = ground_e.pin.reference.gamma ($RES_SIM_571) (21) [SCAL] (1) powerb_e.plugToPinsCurrentP.plug_p.reference.gamma = powerb_e.plugToPinsCurrentP.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_1087) (22) [SCAL] (1) loss_e.plugToPins_n.plugToPin_n[1].pin_n.reference.gamma = loss_e.plugToPins_n.pin_n[1].reference.gamma ($RES_SIM_718) (23) [SCAL] (1) loss_e.plug_p.reference.gamma = loss_e.plugToPins_p.plug_p.reference.gamma ($RES_SIM_668) (24) [SCAL] (1) powerb_m.plugToPinsCurrentN.plug_n.reference.gamma = powerb_m.plugToPinsCurrentN.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_847) (25) [SCAL] (1) powerb_e.voltageN.reference.gamma = loss_e.plug_n.reference.gamma ($RES_SIM_629) (26) [FOR-] (3) ($RES_SIM_109) (26) [----] for $i1 in 1:3 loop (26) [----] [SCAL] (1) powerb_m.powerSensor[$i1].currentP.reference.gamma = powerb_m.powerSensor[$i1].voltageP.reference.gamma ($RES_SIM_110) (26) [----] end for; (27) [SCAL] (1) resistor_m.plugToPins_n.plugToPin_n[2].pin_n.reference.gamma = resistor_m.plugToPins_n.pin_n[2].reference.gamma ($RES_SIM_1142) (28) [SCAL] (1) powerb_m.plugToPinsCurrentN.plug_n.reference.gamma = powerb_m.plugToPinsCurrentN.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_846) (29) [SCAL] (1) powerb_e.voltageN.reference.gamma = star_e.plug_p.reference.gamma ($RES_SIM_628) (30) [SCAL] (1) resistor_m.plugToPins_n.plug_n.reference.gamma = resistor_m.plugToPins_n.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_1143) (31) [SCAL] (1) powerb_m.plugToPinsCurrentN.plug_n.reference.gamma = powerb_m.plugToPinsCurrentN.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_845) (32) [SCAL] (1) powerb_e.voltageN.reference.gamma = converter_e.plug_n.reference.gamma ($RES_SIM_627) (33) [SCAL] (1) resistor_m.plugToPins_n.plug_n.reference.gamma = resistor_m.plugToPins_n.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_1144) (34) [SCAL] (1) powerb_m.plugToPinsCurrentN.plugToPin_n[2].pin_n.reference.gamma = powerb_m.plugToPinsCurrentN.pin_n[2].reference.gamma ($RES_SIM_844) (35) [SCAL] (1) converter_m.port_p.reference.gamma = loss_m.port_p.reference.gamma ($RES_SIM_535) (36) [SCAL] (1) resistor_m.plugToPins_n.plug_n.reference.gamma = resistor_m.plugToPins_n.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_1145) (37) [FOR-] (3) ($RES_SIM_176) (37) [----] for $i1 in 1:3 loop (37) [----] [SCAL] (1) powerb_e.plugToPinsVoltageP.plugToPin_p[$i1].plug_p.reference.gamma = powerb_e.plugToPinsVoltageP.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_177) (37) [----] end for; (38) [SCAL] (1) sineVoltage_e.plug_p.reference.gamma = sineVoltage_e.plug_n.reference.gamma ($RES_SIM_265) (39) [SCAL] (1) powerb_m.plugToPinsCurrentN.plugToPin_n[3].pin_n.reference.gamma = powerb_m.plugToPinsCurrentN.pin_n[3].reference.gamma ($RES_SIM_841) (40) [SCAL] (1) powerb_m.plugToPinsCurrentP.plug_p.reference.gamma = powerb_m.currentP.reference.gamma ($RES_SIM_802) (41) [SCAL] (1) loss_m.port_n.reference.gamma = reluctance_m.port_p.reference.gamma ($RES_SIM_532) (42) [SCAL] (1) loss_m.port_p.reference.gamma = loss_m.port_n.reference.gamma ($RES_SIM_14) (43) [SCAL] (1) loss_e.plugToPins_n.plug_n.reference.gamma = loss_e.plug_n.reference.gamma ($RES_SIM_661) (44) [SCAL] (1) powerb_m.plugToPinsCurrentP.plugToPin_p[1].pin_p.reference.gamma = powerb_m.plugToPinsCurrentP.pin_p[1].reference.gamma ($RES_SIM_928) (45) [SCAL] (1) converter_e.port_n.reference.gamma = mground_e.port_p.reference.gamma ($RES_SIM_620) (46) [SCAL] (1) loss_e.plugToPins_p.plugToPin_p[1].pin_p.reference.gamma = loss_e.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_748) (47) [SCAL] (1) resistor_e.plugToPins_n.plugToPin_n[2].pin_n.reference.gamma = resistor_e.plugToPins_n.pin_n[2].reference.gamma ($RES_SIM_1230) (48) [FOR-] (3) ($RES_SIM_170) (48) [----] for $i1 in 1:3 loop (48) [----] [SCAL] (1) powerb_e.plugToPinsCurrentN.plugToPin_n[$i1].plug_n.reference.gamma = powerb_e.plugToPinsCurrentN.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_171) (48) [----] end for; (49) [SCAL] (1) powerb_e.plugToPinsVoltageP.plugToPin_p[3].pin_p.reference.gamma = powerb_e.plugToPinsVoltageP.pin_p[3].reference.gamma ($RES_SIM_1051) (50) [SCAL] (1) resistor_e.plugToPins_n.plug_n.reference.gamma = resistor_e.plugToPins_n.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_1231) (51) [SCAL] (1) resistor_e.plugToPins_n.plug_n.reference.gamma = resistor_e.plugToPins_n.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_1232) (52) [SCAL] (1) resistor_e.plugToPins_n.plug_n.reference.gamma = resistor_e.plugToPins_n.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_1233) (53) [SCAL] (1) powerb_e.plugToPinsVoltageP.plugToPin_p[2].pin_p.reference.gamma = powerb_e.plugToPinsVoltageP.pin_p[2].reference.gamma ($RES_SIM_1054) (54) [SCAL] (1) powerb_e.plugToPinsVoltageP.plug_p.reference.gamma = powerb_e.plugToPinsVoltageP.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_1055) (55) [SCAL] (1) powerb_m.plugToPinsVoltageP.plugToPin_p[1].pin_p.reference.gamma = powerb_m.plugToPinsVoltageP.pin_p[1].reference.gamma ($RES_SIM_898) (56) [SCAL] (1) powerb_e.plugToPinsCurrentP.plug_p.reference.gamma = powerb_e.currentP.reference.gamma ($RES_SIM_982) (57) [SCAL] (1) powerb_e.plugToPinsVoltageP.plug_p.reference.gamma = powerb_e.plugToPinsVoltageP.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_1056) (58) [SCAL] (1) powerb_e.plugToPinsVoltageP.plug_p.reference.gamma = powerb_e.plugToPinsVoltageP.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_1057) (59) [FOR-] (3) ($RES_SIM_68) (59) [----] for $i1 in 1:3 loop (59) [----] [SCAL] (1) loss_e.conductor[$i1].pin_p.reference.gamma = loss_e.conductor[$i1].pin_n.reference.gamma ($RES_SIM_69) (59) [----] end for; (60) [SCAL] (1) powerb_m.plugToPinsVoltageN.plugToPin_n[1].pin_n.reference.gamma = powerb_m.plugToPinsVoltageN.pin_n[1].reference.gamma ($RES_SIM_838) (61) [SCAL] (1) converter_e.port_n.reference.gamma = reluctance_e.port_n.reference.gamma ($RES_SIM_619) (62) [SCAL] (1) powerb_e.currentN.reference.gamma = powerb_e.plugToPinsCurrentN.plug_n.reference.gamma ($RES_SIM_975) (63) [SCAL] (1) powerb_m.currentN.reference.gamma = powerb_m.plugToPinsCurrentN.plug_n.reference.gamma ($RES_SIM_795) (64) [SCAL] (1) sineVoltage_m.plug_p.reference.gamma = sineVoltage_m.plug_n.reference.gamma ($RES_SIM_258) (65) [SCAL] (1) star_m.plugToPins_p.plugToPin_p[1].pin_p.reference.gamma = star_m.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_1330) (66) [SCAL] (1) resistor_e.plug_p.reference.gamma = sineVoltage_e.plug_p.reference.gamma ($RES_SIM_612) (67) [SCAL] (1) star_e.plug_p.reference.gamma = star_e.plugToPins_p.plug_p.reference.gamma ($RES_SIM_1331) (68) [FOR-] (3) ($RES_SIM_252) (68) [----] for $i1 in 1:3 loop (68) [----] [SCAL] (1) resistor_e.plugToPins_p.plugToPin_p[$i1].plug_p.reference.gamma = resistor_e.plugToPins_p.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_253) (68) [----] end for; (69) [SCAL] (1) powerb_e.plugToPinsCurrentP.plugToPin_p[1].pin_p.reference.gamma = powerb_e.plugToPinsCurrentP.pin_p[1].reference.gamma ($RES_SIM_1108) (70) [SCAL] (1) sineVoltage_m.plug_p.reference.gamma = resistor_m.plug_p.reference.gamma ($RES_SIM_524) (71) [SCAL] (1) resistor_m.plugToPins_n.plug_n.reference.gamma = resistor_m.plug_n.reference.gamma ($RES_SIM_1109) (72) [SCAL] (1) resistor_e.plugToPins_p.plugToPin_p[1].pin_p.reference.gamma = resistor_e.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_1284) (73) [SCAL] (1) powerb_e.voltageP.reference.gamma = powerb_e.plugToPinsVoltageP.plug_p.reference.gamma ($RES_SIM_968) (74) [SCAL] (1) star_m.plug_p.reference.gamma = star_m.plugToPins_p.plug_p.reference.gamma ($RES_SIM_1285) (75) [SCAL] (1) powerb_m.voltageP.reference.gamma = powerb_m.plugToPinsVoltageP.plug_p.reference.gamma ($RES_SIM_788) (76) [FOR-] (3) ($RES_SIM_164) (76) [----] for $i1 in 1:3 loop (76) [----] [SCAL] (1) powerb_e.plugToPinsVoltageN.plugToPin_n[$i1].plug_n.reference.gamma = powerb_e.plugToPinsVoltageN.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_165) (76) [----] end for; (77) [SCAL] (1) powerb_e.plugToPinsVoltageN.plugToPin_n[1].pin_n.reference.gamma = powerb_e.plugToPinsVoltageN.pin_n[1].reference.gamma ($RES_SIM_1018) (78) [SCAL] (1) powerb_e.plugToPinsVoltageN.plug_n.reference.gamma = powerb_e.voltageN.reference.gamma ($RES_SIM_961) (79) [SCAL] (1) powerb_m.plugToPinsVoltageN.plug_n.reference.gamma = powerb_m.voltageN.reference.gamma ($RES_SIM_781) (80) [ARRY] (3) powerb_e.plugToPinsCurrentP.pin_p.reference.gamma = powerb_e.powerSensor.currentP.reference.gamma ($RES_SIM_960) (81) [ARRY] (3) powerb_m.plugToPinsCurrentP.pin_p.reference.gamma = powerb_m.powerSensor.currentP.reference.gamma ($RES_SIM_780) (82) [SCAL] (1) powerb_m.plugToPinsVoltageP.plug_p.reference.gamma = powerb_m.plugToPinsVoltageP.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_877) (83) [FOR-] (3) ($RES_SIM_246) (83) [----] for $i1 in 1:3 loop (83) [----] [SCAL] (1) resistor_e.plugToPins_n.plugToPin_n[$i1].plug_n.reference.gamma = resistor_e.plugToPins_n.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_247) (83) [----] end for; (84) [SCAL] (1) loss_e.plugToPins_n.plug_n.reference.gamma = loss_e.plugToPins_n.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_697) (85) [SCAL] (1) powerb_m.plugToPinsVoltageP.plug_p.reference.gamma = powerb_m.plugToPinsVoltageP.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_876) (86) [SCAL] (1) loss_e.plugToPins_n.plug_n.reference.gamma = loss_e.plugToPins_n.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_696) (87) [SCAL] (1) powerb_m.plugToPinsVoltageP.plug_p.reference.gamma = powerb_m.plugToPinsVoltageP.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_875) (88) [SCAL] (1) resistor_m.plug_p.reference.gamma = resistor_m.plugToPins_p.plug_p.reference.gamma ($RES_SIM_1116) (89) [SCAL] (1) loss_e.plugToPins_n.plug_n.reference.gamma = loss_e.plugToPins_n.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_695) (90) [SCAL] (1) powerb_m.plugToPinsVoltageP.plugToPin_p[2].pin_p.reference.gamma = powerb_m.plugToPinsVoltageP.pin_p[2].reference.gamma ($RES_SIM_874) (91) [SCAL] (1) loss_e.plugToPins_n.plugToPin_n[2].pin_n.reference.gamma = loss_e.plugToPins_n.pin_n[2].reference.gamma ($RES_SIM_694) (92) [SCAL] (1) converter_e.port_p.reference.gamma = converter_e.port_n.reference.gamma ($RES_SIM_42) (93) [SCAL] (1) converter_e.plug_p.reference.gamma = converter_e.plug_n.reference.gamma ($RES_SIM_41) (94) [SCAL] (1) converter_e.plug_p.reference.gamma = converter_e.port_p.reference.gamma ($RES_SIM_40) (95) [SCAL] (1) powerb_m.plugToPinsVoltageP.plugToPin_p[3].pin_p.reference.gamma = powerb_m.plugToPinsVoltageP.pin_p[3].reference.gamma ($RES_SIM_871) (96) [SCAL] (1) resistor_m.plugToPins_p.plugToPin_p[1].pin_p.reference.gamma = resistor_m.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_1196) (97) [SCAL] (1) loss_e.plugToPins_n.plugToPin_n[3].pin_n.reference.gamma = loss_e.plugToPins_n.pin_n[3].reference.gamma ($RES_SIM_691) (98) [SCAL] (1) star_e.plugToPins_p.plugToPin_p[1].pin_p.reference.gamma = star_e.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_1376) (99) [SCAL] (1) resistor_e.plugToPins_n.plug_n.reference.gamma = resistor_e.plug_n.reference.gamma ($RES_SIM_1197) (100) [SCAL] (1) powerb_e.plugToPinsCurrentN.plugToPin_n[3].pin_n.reference.gamma = powerb_e.plugToPinsCurrentN.pin_n[3].reference.gamma ($RES_SIM_1021) (101) [SCAL] (1) star_m.plugToPins_p.pin_p[3].reference.gamma = star_m.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_1298) (102) [SCAL] (1) star_m.plugToPins_p.pin_p[3].reference.gamma = star_m.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_1299) (103) [ARRY] (3) powerb_e.powerSensor.currentN.reference.gamma = powerb_e.plugToPinsCurrentN.pin_n.reference.gamma ($RES_SIM_953) (104) [SCAL] (1) powerb_e.plugToPinsCurrentN.plugToPin_n[2].pin_n.reference.gamma = powerb_e.plugToPinsCurrentN.pin_n[2].reference.gamma ($RES_SIM_1024) (105) [ARRY] (3) powerb_m.powerSensor.currentN.reference.gamma = powerb_m.plugToPinsCurrentN.pin_n.reference.gamma ($RES_SIM_773) (106) [FOR-] (3) ($RES_SIM_193) (106) [----] for $i1 in 1:3 loop (106) [----] [SCAL] (1) resistor_m.resistor[$i1].pin_p.reference.gamma = resistor_m.resistor[$i1].pin_n.reference.gamma ($RES_SIM_194) (106) [----] end for; (107) [SCAL] (1) powerb_e.plugToPinsCurrentN.plug_n.reference.gamma = powerb_e.plugToPinsCurrentN.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_1025) (108) [SCAL] (1) resistor_e.plug_p.reference.gamma = resistor_e.plugToPins_p.plug_p.reference.gamma ($RES_SIM_1204) (109) [FOR-] (3) ($RES_SIM_158) (109) [----] for $i1 in 1:3 loop (109) [----] [SCAL] (1) powerb_e.powerSensor[$i1].currentP.reference.gamma = powerb_e.powerSensor[$i1].currentN.reference.gamma ($RES_SIM_159) (109) [----] end for; (110) [SCAL] (1) powerb_e.plugToPinsCurrentN.plug_n.reference.gamma = powerb_e.plugToPinsCurrentN.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_1026) (111) [SCAL] (1) powerb_e.currentN.reference.gamma = converter_e.plug_p.reference.gamma ($RES_SIM_593) (112) [SCAL] (1) powerb_e.plugToPinsCurrentN.plug_n.reference.gamma = powerb_e.plugToPinsCurrentN.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_1027) (113) [SCAL] (1) powerb_e.currentN.reference.gamma = loss_e.plug_p.reference.gamma ($RES_SIM_592) (114) [FOR-] (3) ($RES_SIM_156) (114) [----] for $i1 in 1:3 loop (114) [----] [SCAL] (1) powerb_e.powerSensor[$i1].voltageP.reference.gamma = powerb_e.powerSensor[$i1].voltageN.reference.gamma ($RES_SIM_157) (114) [----] end for; (115) [FOR-] (3) ($RES_SIM_154) (115) [----] for $i1 in 1:3 loop (115) [----] [SCAL] (1) powerb_e.powerSensor[$i1].currentP.reference.gamma = powerb_e.powerSensor[$i1].voltageP.reference.gamma ($RES_SIM_155) (115) [----] end for; (116) [SCAL] (1) star_m.plugToPins_p.pin_p[3].reference.gamma = star_m.pin_n.reference.gamma ($RES_SIM_1300) (117) [FOR-] (3) ($RES_SIM_228) (117) [----] for $i1 in 1:3 loop (117) [----] [SCAL] (1) resistor_e.resistor[$i1].pin_p.reference.gamma = resistor_e.resistor[$i1].pin_n.reference.gamma ($RES_SIM_229) (117) [----] end for; (118) [SCAL] (1) powerb_m.plugToPinsCurrentN.plugToPin_n[1].pin_n.reference.gamma = powerb_m.plugToPinsCurrentN.pin_n[1].reference.gamma ($RES_SIM_868) (119) [ARRY] (3) loss_e.plugToPins_p.pin_p.reference.gamma = loss_e.conductor.pin_p.reference.gamma ($RES_SIM_688) (120) [SCAL] (1) star_m.plugToPins_p.plugToPin_p[3].pin_p.reference.gamma = star_m.plugToPins_p.pin_p[3].reference.gamma ($RES_SIM_1303) (121) [SCAL] (1) ground_e.pin.reference.gamma = 0.0 ($RES_SIM_283) (122) [SCAL] (1) star_m.plugToPins_p.plugToPin_p[2].pin_p.reference.gamma = star_m.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_1306) (123) [SCAL] (1) star_m.plugToPins_p.plug_p.reference.gamma = star_m.plugToPins_p.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_1307) (124) [SCAL] (1) star_m.plugToPins_p.plug_p.reference.gamma = star_m.plugToPins_p.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_1308) (125) [ARRY] (3) resistor_m.resistor.pin_n.reference.gamma = resistor_m.plugToPins_n.pin_n.reference.gamma ($RES_SIM_1129) (126) [SCAL] (1) star_m.plugToPins_p.plug_p.reference.gamma = star_m.plugToPins_p.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_1309) (127) [SCAL] (1) star_e.plugToPins_p.pin_p[3].reference.gamma = star_e.plugToPins_p.pin_p[1].reference.gamma ($RES_SIM_1344) (128) [SCAL] (1) ground_m.pin.reference.gamma = 0.0 ($RES_SIM_281) (129) [SCAL] (1) star_e.plugToPins_p.pin_p[3].reference.gamma = star_e.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_1345) (130) [SCAL] (1) resistor_m.plugToPins_n.plugToPin_n[1].pin_n.reference.gamma = resistor_m.plugToPins_n.pin_n[1].reference.gamma ($RES_SIM_1166) (131) [FOR-] (3) ($RES_SIM_217) (131) [----] for $i1 in 1:3 loop (131) [----] [SCAL] (1) resistor_m.plugToPins_p.plugToPin_p[$i1].plug_p.reference.gamma = resistor_m.plugToPins_p.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_218) (131) [----] end for; (132) [ARRY] (3) loss_e.conductor.pin_n.reference.gamma = loss_e.plugToPins_n.pin_n.reference.gamma ($RES_SIM_681) (133) [SCAL] (1) star_e.plugToPins_p.pin_p[3].reference.gamma = star_e.pin_n.reference.gamma ($RES_SIM_1346) (134) [FOR-] (3) ($RES_SIM_211) (134) [----] for $i1 in 1:3 loop (134) [----] [SCAL] (1) resistor_m.plugToPins_n.plugToPin_n[$i1].plug_n.reference.gamma = resistor_m.plugToPins_n.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_212) (134) [----] end for; (135) [ARRY] (3) powerb_e.powerSensor.voltageP.reference.gamma = powerb_e.plugToPinsVoltageP.pin_p.reference.gamma ($RES_SIM_946) (136) [ARRY] (3) powerb_m.powerSensor.voltageP.reference.gamma = powerb_m.plugToPinsVoltageP.pin_p.reference.gamma ($RES_SIM_766) (137) [SCAL] (1) resistor_m.plugToPins_p.plugToPin_p[3].pin_p.reference.gamma = resistor_m.plugToPins_p.pin_p[3].reference.gamma ($RES_SIM_1169) (138) [SCAL] (1) powerb_m.currentP.reference.gamma = powerb_m.voltageP.reference.gamma ($RES_SIM_505) (139) [SCAL] (1) star_e.plugToPins_p.plugToPin_p[3].pin_p.reference.gamma = star_e.plugToPins_p.pin_p[3].reference.gamma ($RES_SIM_1349) (140) [SCAL] (1) powerb_m.currentP.reference.gamma = resistor_m.plug_n.reference.gamma ($RES_SIM_504) (141) [SCAL] (1) resistor_e.plugToPins_n.plugToPin_n[1].pin_n.reference.gamma = resistor_e.plugToPins_n.pin_n[1].reference.gamma ($RES_SIM_1254) (142) [SCAL] (1) powerb_m.plugToPinsCurrentP.plug_p.reference.gamma = powerb_m.plugToPinsCurrentP.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_907) (143) [SCAL] (1) reluctance_e.port_p.reference.gamma = reluctance_e.port_n.reference.gamma ($RES_SIM_8) (144) [SCAL] (1) loss_e.plugToPins_p.plug_p.reference.gamma = loss_e.plugToPins_p.plugToPin_p[3].plug_p.reference.gamma ($RES_SIM_727) (145) [SCAL] (1) resistor_e.plugToPins_p.plugToPin_p[3].pin_p.reference.gamma = resistor_e.plugToPins_p.pin_p[3].reference.gamma ($RES_SIM_1257) (146) [SCAL] (1) powerb_m.plugToPinsCurrentP.plug_p.reference.gamma = powerb_m.plugToPinsCurrentP.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_906) (147) [SCAL] (1) powerb_e.plugToPinsVoltageP.plugToPin_p[1].pin_p.reference.gamma = powerb_e.plugToPinsVoltageP.pin_p[1].reference.gamma ($RES_SIM_1078) (148) [ARRY] (3) resistor_e.resistor.pin_n.reference.gamma = resistor_e.plugToPins_n.pin_n.reference.gamma ($RES_SIM_1217) (149) [SCAL] (1) loss_e.plugToPins_p.plug_p.reference.gamma = loss_e.plugToPins_p.plugToPin_p[2].plug_p.reference.gamma ($RES_SIM_726) (150) [SCAL] (1) powerb_m.plugToPinsCurrentP.plug_p.reference.gamma = powerb_m.plugToPinsCurrentP.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_905) (151) [SCAL] (1) loss_e.plugToPins_p.plug_p.reference.gamma = loss_e.plugToPins_p.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_725) (152) [SCAL] (1) powerb_m.plugToPinsCurrentP.plugToPin_p[2].pin_p.reference.gamma = powerb_m.plugToPinsCurrentP.pin_p[2].reference.gamma ($RES_SIM_904) (153) [SCAL] (1) powerb_m.plugToPinsVoltageN.plug_n.reference.gamma = powerb_m.plugToPinsVoltageN.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_817) (154) [SCAL] (1) loss_e.plugToPins_p.plugToPin_p[2].pin_p.reference.gamma = loss_e.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_724) (155) [SCAL] (1) powerb_m.plugToPinsVoltageN.plug_n.reference.gamma = powerb_m.plugToPinsVoltageN.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_816) (156) [FOR-] (3) ($RES_SIM_278) (156) [----] for $i1 in 1:3 loop (156) [----] [SCAL] (1) star_e.plugToPins_p.plugToPin_p[$i1].plug_p.reference.gamma = star_e.plugToPins_p.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_279) (156) [----] end for; (157) [SCAL] (1) powerb_m.voltageN.reference.gamma = sineVoltage_m.plug_n.reference.gamma ($RES_SIM_544) (158) [ARRY] (3) resistor_m.plugToPins_p.pin_p.reference.gamma = resistor_m.resistor.pin_p.reference.gamma ($RES_SIM_1136) (159) [SCAL] (1) powerb_m.plugToPinsVoltageN.plug_n.reference.gamma = powerb_m.plugToPinsVoltageN.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_815) (160) [FOR-] (3) ($RES_SIM_137) (160) [----] for $i1 in 1:3 loop (160) [----] [SCAL] (1) powerb_m.plugToPinsCurrentP.plugToPin_p[$i1].plug_p.reference.gamma = powerb_m.plugToPinsCurrentP.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_138) (160) [----] end for; (161) [SCAL] (1) powerb_m.currentN.reference.gamma = converter_m.plug_p.reference.gamma ($RES_SIM_497) (162) [SCAL] (1) powerb_m.voltageN.reference.gamma = converter_m.plug_n.reference.gamma ($RES_SIM_543) (163) [SCAL] (1) powerb_m.plugToPinsVoltageN.plugToPin_n[2].pin_n.reference.gamma = powerb_m.plugToPinsVoltageN.pin_n[2].reference.gamma ($RES_SIM_814) (164) [SCAL] (1) star_m.pin_n.reference.gamma = ground_m.pin.reference.gamma ($RES_SIM_496) (165) [SCAL] (1) powerb_m.plugToPinsCurrentP.plugToPin_p[3].pin_p.reference.gamma = powerb_m.plugToPinsCurrentP.pin_p[3].reference.gamma ($RES_SIM_901) (166) [FOR-] (3) ($RES_SIM_92) (166) [----] for $i1 in 1:3 loop (166) [----] [SCAL] (1) loss_e.plugToPins_p.plugToPin_p[$i1].plug_p.reference.gamma = loss_e.plugToPins_p.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_93) (166) [----] end for; (167) [SCAL] (1) powerb_m.voltageN.reference.gamma = star_m.plug_p.reference.gamma ($RES_SIM_542) (168) [FOR-] (3) ($RES_SIM_131) (168) [----] for $i1 in 1:3 loop (168) [----] [SCAL] (1) powerb_m.plugToPinsVoltageP.plugToPin_p[$i1].plug_p.reference.gamma = powerb_m.plugToPinsVoltageP.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_132) (168) [----] end for; (169) [SCAL] (1) resistor_m.plugToPins_n.plugToPin_n[3].pin_n.reference.gamma = resistor_m.plugToPins_n.pin_n[3].reference.gamma ($RES_SIM_1139) (170) [SCAL] (1) loss_e.plugToPins_p.plugToPin_p[3].pin_p.reference.gamma = loss_e.plugToPins_p.pin_p[3].reference.gamma ($RES_SIM_721) (171) [FOR-] (3) ($RES_SIM_86) (171) [----] for $i1 in 1:3 loop (171) [----] [SCAL] (1) loss_e.plugToPins_n.plugToPin_n[$i1].plug_n.reference.gamma = loss_e.plugToPins_n.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_87) (171) [----] end for; (172) [SCAL] (1) converter_m.plug_p.reference.gamma = converter_m.plug_n.reference.gamma ($RES_SIM_22) (173) [SCAL] (1) converter_m.plug_p.reference.gamma = converter_m.port_p.reference.gamma ($RES_SIM_21) (174) [SCAL] (1) powerb_e.plugToPinsVoltageN.plug_n.reference.gamma = powerb_e.plugToPinsVoltageN.plugToPin_n[3].plug_n.reference.gamma ($RES_SIM_997) (175) [SCAL] (1) powerb_m.plugToPinsVoltageN.plugToPin_n[3].pin_n.reference.gamma = powerb_m.plugToPinsVoltageN.pin_n[3].reference.gamma ($RES_SIM_811) (176) [SCAL] (1) powerb_e.plugToPinsVoltageN.plug_n.reference.gamma = powerb_e.plugToPinsVoltageN.plugToPin_n[2].plug_n.reference.gamma ($RES_SIM_996) (177) [ARRY] (3) powerb_e.powerSensor.voltageN.reference.gamma = powerb_e.plugToPinsVoltageN.pin_n.reference.gamma ($RES_SIM_939) (178) [FOR-] (3) ($RES_SIM_182) (178) [----] for $i1 in 1:3 loop (178) [----] [SCAL] (1) powerb_e.plugToPinsCurrentP.plugToPin_p[$i1].plug_p.reference.gamma = powerb_e.plugToPinsCurrentP.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_183) (178) [----] end for; (179) [SCAL] (1) powerb_e.plugToPinsVoltageN.plug_n.reference.gamma = powerb_e.plugToPinsVoltageN.plugToPin_n[1].plug_n.reference.gamma ($RES_SIM_995) (180) [ARRY] (3) powerb_m.powerSensor.voltageN.reference.gamma = powerb_m.plugToPinsVoltageN.pin_n.reference.gamma ($RES_SIM_759) (181) [SCAL] (1) powerb_e.plugToPinsVoltageN.plugToPin_n[2].pin_n.reference.gamma = powerb_e.plugToPinsVoltageN.pin_n[2].reference.gamma ($RES_SIM_994) (182) [FOR-] (3) ($RES_SIM_272) (182) [----] for $i1 in 1:3 loop (182) [----] [SCAL] (1) star_m.plugToPins_p.plugToPin_p[$i1].plug_p.reference.gamma = star_m.plugToPins_p.plugToPin_p[$i1].pin_p.reference.gamma ($RES_SIM_273) (182) [----] end for; (183) [SCAL] (1) powerb_e.plugToPinsVoltageN.plugToPin_n[3].pin_n.reference.gamma = powerb_e.plugToPinsVoltageN.pin_n[3].reference.gamma ($RES_SIM_991) (184) [SCAL] (1) powerb_e.voltageN.reference.gamma = sineVoltage_e.plug_n.reference.gamma ($RES_SIM_630) (185) [FOR-] (3) ($RES_SIM_125) (185) [----] for $i1 in 1:3 loop (185) [----] [SCAL] (1) powerb_m.plugToPinsCurrentN.plugToPin_n[$i1].plug_n.reference.gamma = powerb_m.plugToPinsCurrentN.plugToPin_n[$i1].pin_n.reference.gamma ($RES_SIM_126) (185) [----] end for; (186) [SCAL] (1) resistor_m.plugToPins_p.plugToPin_p[2].pin_p.reference.gamma = resistor_m.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_1172) (187) [SCAL] (1) resistor_e.plugToPins_p.plugToPin_p[2].pin_p.reference.gamma = resistor_e.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_1260) (188) [SCAL] (1) star_e.plugToPins_p.plugToPin_p[2].pin_p.reference.gamma = star_e.plugToPins_p.pin_p[2].reference.gamma ($RES_SIM_1352) (189) [SCAL] (1) powerb_e.plugToPinsCurrentP.plugToPin_p[3].pin_p.reference.gamma = powerb_e.plugToPinsCurrentP.pin_p[3].reference.gamma ($RES_SIM_1081) (190) [SCAL] (1) resistor_m.plugToPins_p.plug_p.reference.gamma = resistor_m.plugToPins_p.plugToPin_p[1].plug_p.reference.gamma ($RES_SIM_1173) State Candidate Variables (115/239) ************************************* (1) [ALGB] (3) Real[3] resistor_e.plugToPins_p.plugToPin_p.pin_p.reference.gamma (2) [ALGB] (1) Real powerb_m.plugToPinsVoltageN.plug_n.reference.gamma (3) [ALGB] (3) Real[3] star_m.plugToPins_p.plugToPin_p.plug_p.reference.gamma (4) [ALGB] (3) Real[3] loss_e.plugToPins_n.plugToPin_n.pin_n.reference.gamma (5) [ALGB] (3) Real[3] resistor_m.plugToPins_p.plugToPin_p.pin_p.reference.gamma (6) [ALGB] (3) Real[3] powerb_e.plugToPinsCurrentN.pin_n.reference.gamma (7) [ALGB] (3) Real[3] star_e.plugToPins_p.plugToPin_p.plug_p.reference.gamma (8) [STAT] (1) Real sineVoltage_m.plug_p.reference.gamma (9) [ALGB] (1) Real loss_e.plug_n.reference.gamma (10) [ALGB] (1) Real resistor_e.plugToPins_n.plug_n.reference.gamma (11) [ALGB] (3) Real[3] powerb_e.powerSensor.currentP.reference.gamma (12) [ALGB] (3) Real[3] powerb_m.plugToPinsCurrentN.pin_n.reference.gamma (13) [ALGB] (1) Real sineVoltage_m.plug_n.reference.gamma (14) [STAT] (1) Real sineVoltage_e.plug_p.reference.gamma (15) [ALGB] (3) Real[3] powerb_m.powerSensor.currentP.reference.gamma (16) [ALGB] (1) Real resistor_m.plugToPins_n.plug_n.reference.gamma (17) [ALGB] (1) Real powerb_e.voltageP.reference.gamma (18) [ALGB] (1) Real sineVoltage_e.plug_n.reference.gamma (19) [ALGB] (1) Real loss_m.port_n.reference.gamma (20) [ALGB] (3) Real[3] resistor_m.plugToPins_p.pin_p.reference.gamma (21) [ALGB] (1) Real powerb_e.plugToPinsCurrentN.plug_n.reference.gamma (22) [ALGB] (1) Real powerb_m.voltageP.reference.gamma (23) [STAT] (1) Real converter_m.port_p.reference.gamma (24) [ALGB] (3) Real[3] loss_e.plugToPins_n.plugToPin_n.plug_n.reference.gamma (25) [STAT] (3) Real[3] resistor_e.resistor.pin_p.reference.gamma (26) [ALGB] (3) Real[3] resistor_e.plugToPins_p.pin_p.reference.gamma (27) [ALGB] (1) Real powerb_m.plugToPinsCurrentN.plug_n.reference.gamma (28) [ALGB] (3) Real[3] star_e.plugToPins_p.pin_p.reference.gamma (29) [ALGB] (3) Real[3] powerb_e.plugToPinsCurrentN.plugToPin_n.pin_n.reference.gamma (30) [STAT] (1) Real converter_e.port_p.reference.gamma (31) [ALGB] (1) Real converter_e.plug_p.reference.gamma (32) [ALGB] (3) Real[3] powerb_m.powerSensor.voltageP.reference.gamma (33) [ALGB] (3) Real[3] powerb_e.plugToPinsCurrentP.pin_p.reference.gamma (34) [ALGB] (3) Real[3] powerb_e.powerSensor.voltageN.reference.gamma (35) [ALGB] (3) Real[3] resistor_e.plugToPins_p.plugToPin_p.plug_p.reference.gamma (36) [ALGB] (3) Real[3] powerb_m.plugToPinsVoltageP.plugToPin_p.plug_p.reference.gamma (37) [ALGB] (3) Real[3] loss_e.plugToPins_n.pin_n.reference.gamma (38) [STAT] (1) Real loss_e.plug_p.reference.gamma (39) [STAT] (3) Real[3] resistor_m.resistor.pin_p.reference.gamma (40) [ALGB] (3) Real[3] star_m.plugToPins_p.pin_p.reference.gamma (41) [ALGB] (1) Real ground_e.pin.reference.gamma (42) [ALGB] (3) Real[3] powerb_m.plugToPinsCurrentN.plugToPin_n.pin_n.reference.gamma (43) [ALGB] (1) Real converter_m.plug_p.reference.gamma (44) [ALGB] (1) Real resistor_e.plug_n.reference.gamma (45) [ALGB] (3) Real[3] powerb_e.powerSensor.voltageP.reference.gamma (46) [ALGB] (3) Real[3] powerb_m.powerSensor.voltageN.reference.gamma (47) [ALGB] (3) Real[3] powerb_m.plugToPinsCurrentP.pin_p.reference.gamma (48) [ALGB] (3) Real[3] powerb_e.plugToPinsVoltageP.plugToPin_p.plug_p.reference.gamma (49) [ALGB] (3) Real[3] resistor_m.plugToPins_p.plugToPin_p.plug_p.reference.gamma (50) [ALGB] (1) Real ground_m.pin.reference.gamma (51) [ALGB] (1) Real resistor_m.plug_n.reference.gamma (52) [STAT] (1) Real loss_m.port_p.reference.gamma (53) [ALGB] (3) Real[3] resistor_e.plugToPins_n.plugToPin_n.plug_n.reference.gamma (54) [ALGB] (1) Real star_e.plugToPins_p.plug_p.reference.gamma (55) [ALGB] (1) Real powerb_e.currentN.reference.gamma (56) [ALGB] (3) Real[3] resistor_m.plugToPins_n.plugToPin_n.plug_n.reference.gamma (57) [ALGB] (1) Real powerb_e.plugToPinsCurrentP.plug_p.reference.gamma (58) [ALGB] (3) Real[3] loss_e.plugToPins_p.plugToPin_p.pin_p.reference.gamma (59) [ALGB] (1) Real star_m.plugToPins_p.plug_p.reference.gamma (60) [ALGB] (3) Real[3] powerb_m.plugToPinsVoltageN.pin_n.reference.gamma (61) [ALGB] (1) Real powerb_m.currentN.reference.gamma (62) [ALGB] (3) Real[3] powerb_m.powerSensor.currentN.reference.gamma (63) [ALGB] (1) Real star_m.plug_p.reference.gamma (64) [ALGB] (1) Real powerb_m.plugToPinsCurrentP.plug_p.reference.gamma (65) [ALGB] (3) Real[3] loss_e.plugToPins_p.pin_p.reference.gamma (66) [ALGB] (3) Real[3] powerb_e.plugToPinsVoltageN.plugToPin_n.pin_n.reference.gamma (67) [ALGB] (3) Real[3] resistor_m.resistor.pin_n.reference.gamma (68) [ALGB] (3) Real[3] powerb_e.plugToPinsVoltageP.pin_p.reference.gamma (69) [ALGB] (3) Real[3] loss_e.conductor.pin_n.reference.gamma (70) [ALGB] (3) Real[3] powerb_e.plugToPinsVoltageN.pin_n.reference.gamma (71) [ALGB] (3) Real[3] powerb_m.plugToPinsCurrentP.plugToPin_p.plug_p.reference.gamma (72) [ALGB] (3) Real[3] powerb_e.powerSensor.currentN.reference.gamma (73) [ALGB] (1) Real star_e.plug_p.reference.gamma (74) [STAT] (1) Real resistor_e.plug_p.reference.gamma (75) [ALGB] (3) Real[3] powerb_m.plugToPinsVoltageN.plugToPin_n.pin_n.reference.gamma (76) [ALGB] (3) Real[3] resistor_e.resistor.pin_n.reference.gamma (77) [ALGB] (3) Real[3] powerb_e.plugToPinsCurrentP.plugToPin_p.plug_p.reference.gamma (78) [ALGB] (3) Real[3] powerb_m.plugToPinsVoltageP.pin_p.reference.gamma (79) [STAT] (1) Real resistor_m.plug_p.reference.gamma (80) [ALGB] (3) Real[3] powerb_e.plugToPinsCurrentP.plugToPin_p.pin_p.reference.gamma (81) [ALGB] (1) Real converter_e.plug_n.reference.gamma (82) [ALGB] (1) Real mground_e.port_p.reference.gamma (83) [ALGB] (3) Real[3] powerb_m.plugToPinsVoltageN.plugToPin_n.plug_n.reference.gamma (84) [ALGB] (1) Real loss_e.plugToPins_p.plug_p.reference.gamma (85) [ALGB] (3) Real[3] star_m.plugToPins_p.plugToPin_p.pin_p.reference.gamma (86) [ALGB] (3) Real[3] loss_e.plugToPins_p.plugToPin_p.plug_p.reference.gamma (87) [ALGB] (1) Real powerb_e.voltageN.reference.gamma (88) [ALGB] (3) Real[3] powerb_m.plugToPinsCurrentP.plugToPin_p.pin_p.reference.gamma (89) [ALGB] (3) Real[3] resistor_m.plugToPins_n.plugToPin_n.pin_n.reference.gamma (90) [ALGB] (3) Real[3] resistor_e.plugToPins_n.pin_n.reference.gamma (91) [ALGB] (1) Real converter_m.plug_n.reference.gamma (92) [ALGB] (1) Real powerb_e.plugToPinsVoltageP.plug_p.reference.gamma (93) [ALGB] (3) Real[3] powerb_e.plugToPinsVoltageN.plugToPin_n.plug_n.reference.gamma (94) [ALGB] (3) Real[3] star_e.plugToPins_p.plugToPin_p.pin_p.reference.gamma (95) [ALGB] (1) Real powerb_m.voltageN.reference.gamma (96) [ALGB] (3) Real[3] resistor_e.plugToPins_n.plugToPin_n.pin_n.reference.gamma (97) [STAT] (1) Real reluctance_m.port_p.reference.gamma (98) [ALGB] (3) Real[3] resistor_m.plugToPins_n.pin_n.reference.gamma (99) [ALGB] (3) Real[3] powerb_e.plugToPinsCurrentN.plugToPin_n.plug_n.reference.gamma (100) [ALGB] (1) Real powerb_m.plugToPinsVoltageP.plug_p.reference.gamma (101) [ALGB] (1) Real star_m.pin_n.reference.gamma (102) [STAT] (1) Real powerb_e.currentP.reference.gamma (103) [ALGB] (1) Real converter_e.port_n.reference.gamma (104) [STAT] (3) Real[3] loss_e.conductor.pin_p.reference.gamma (105) [ALGB] (1) Real reluctance_e.port_n.reference.gamma (106) [ALGB] (3) Real[3] powerb_m.plugToPinsVoltageP.plugToPin_p.pin_p.reference.gamma (107) [ALGB] (1) Real resistor_m.plugToPins_p.plug_p.reference.gamma (108) [ALGB] (1) Real loss_e.plugToPins_n.plug_n.reference.gamma (109) [STAT] (1) Real reluctance_e.port_p.reference.gamma (110) [ALGB] (3) Real[3] powerb_m.plugToPinsCurrentN.plugToPin_n.plug_n.reference.gamma (111) [ALGB] (1) Real powerb_e.plugToPinsVoltageN.plug_n.reference.gamma (112) [ALGB] (1) Real star_e.pin_n.reference.gamma (113) [STAT] (1) Real powerb_m.currentP.reference.gamma (114) [ALGB] (3) Real[3] powerb_e.plugToPinsVoltageP.plugToPin_p.pin_p.reference.gamma (115) [ALGB] (1) Real resistor_e.plugToPins_p.plug_p.reference.gamma " [Timeout remaining time 659] [Calling sys.exit(0), Time elapsed: 3.6743691799929366] Failed to read output from testmodel.py, exit status != 0: ['time', 'lossPower_e', 'lossPower_m'] 1.1739271829719655 1.184571064 0.704797855 Calling exit ...