Running command: "" <> buildModelFMU(Buildings.Electrical.AC.ThreePhasesUnbalanced.Validation.IEEETests.Test4NodesFeeder.BalancedStepDown.YD,fileNamePrefix="Buildings_5_0_1_Buildings_Electrical_AC_ThreePhasesUnbalanced_Validation_IEEETests_Test4NodesFeeder_BalancedStepDown_YD",fmuType="me",version="2.0",platforms={"dynamic"})
Notification: Performance of loadModel(Buildings): time 4.904/4.904, allocations: 404.2 MB / 411.3 MB, free: 384 kB / 314.7 MB
Notification: Performance of FrontEnd - loaded program: time 2.655e-05/2.664e-05, allocations: 0 / 0.4946 GB, free: 1.262 MB / 410.7 MB
Notification: Performance of FrontEnd - Absyn->SCode: time 0.7198/0.7198, allocations: 92.69 MB / 0.5851 GB, free: 2.281 MB / 474.7 MB
Notification: Performance of FrontEnd - scodeFlatten: time 0.4284/1.148, allocations: 181.3 MB / 0.7621 GB, free: 12.72 MB / 0.6511 GB
Notification: Performance of FrontEnd - mkProgramGraph: time 0.0005133/1.149, allocations: 107.9 kB / 0.7622 GB, free: 12.61 MB / 0.6511 GB
Notification: Performance of FrontEnd - DAE generated: time 1.182/2.331, allocations: 132.4 MB / 0.8915 GB, free: 76.16 MB / 0.6511 GB
Notification: Performance of FrontEnd: time 3.887e-06/2.331, allocations: 4 kB / 0.8915 GB, free: 76.16 MB / 0.6511 GB
Notification: Performance of Transformations before backend: time 0.0001912/2.331, allocations: 71.98 kB / 0.8916 GB, free: 76.09 MB / 0.6511 GB
Notification: Model statistics after passing the front-end and creating the data structures used by the back-end:
 * Number of equations: 983
 * Number of variables: 983
Notification: Performance of Generate backend data structure: time 0.01341/2.344, allocations: 2.925 MB / 0.8944 GB, free: 73.11 MB / 0.6511 GB
Notification: Performance of prepare preOptimizeDAE: time 5.744e-05/2.345, allocations: 8.031 kB / 0.8945 GB, free: 73.1 MB / 0.6511 GB
Notification: Performance of preOpt normalInlineFunction (simulation): time 0.02747/2.372, allocations: 2.11 MB / 0.8965 GB, free: 70.98 MB / 0.6511 GB
Notification: Performance of preOpt evaluateParameters (simulation): time 0.008066/2.38, allocations: 2.181 MB / 0.8986 GB, free: 68.75 MB / 0.6511 GB
Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.0002137/2.38, allocations: 112 kB / 0.8987 GB, free: 68.64 MB / 0.6511 GB
Notification: Performance of preOpt expandDerOperator (simulation): time 0.002015/2.382, allocations: 207.9 kB / 0.8989 GB, free: 68.44 MB / 0.6511 GB
Notification: Performance of preOpt removeEqualFunctionCalls (simulation): time 0.01672/2.399, allocations: 4.856 MB / 0.9037 GB, free: 63.58 MB / 0.6511 GB
Notification: Performance of preOpt clockPartitioning (simulation): time 0.02055/2.42, allocations: 5.443 MB / 0.909 GB, free: 58.04 MB / 0.6511 GB
Notification: Performance of preOpt findStateOrder (simulation): time 0.0001427/2.42, allocations: 3.938 kB / 0.909 GB, free: 58.03 MB / 0.6511 GB
Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.0007399/2.421, allocations: 4 kB / 0.909 GB, free: 58.03 MB / 0.6511 GB
Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.0009939/2.422, allocations: 298 kB / 0.9093 GB, free: 57.73 MB / 0.6511 GB
Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.05476/2.477, allocations: 19.56 MB / 0.9284 GB, free: 37.55 MB / 0.6511 GB
Notification: Performance of preOpt comSubExp (simulation): time 0.01437/2.491, allocations: 4.403 MB / 0.9327 GB, free: 32.84 MB / 0.6511 GB
Notification: Performance of preOpt resolveLoops (simulation): time 0.005708/2.497, allocations: 1.983 MB / 0.9346 GB, free: 30.84 MB / 0.6511 GB
Notification: Performance of preOpt evalFunc (simulation): time 0.0004657/2.497, allocations: 135 kB / 0.9348 GB, free: 30.69 MB / 0.6511 GB
Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 5.247e-05/2.497, allocations: 60.5 kB / 0.9348 GB, free: 30.62 MB / 0.6511 GB
Notification: Performance of pre-optimization done (n=208): time 8.957e-06/2.497, allocations: 0 / 0.9348 GB, free: 30.62 MB / 0.6511 GB
Notification: Performance of matching and sorting (n=277): time 0.06871/2.566, allocations: 14.41 MB / 0.9489 GB, free: 16.18 MB / 0.6511 GB
Notification: Performance of inlineWhenForInitialization (initialization): time 9.62e-05/2.566, allocations: 235.6 kB / 0.9491 GB, free: 15.9 MB / 0.6511 GB
Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.002779/2.569, allocations: 1.165 MB / 0.9503 GB, free: 14.72 MB / 0.6511 GB
Notification: Performance of collectPreVariables (initialization): time 0.0007824/2.57, allocations: 29.7 kB / 0.9503 GB, free: 14.69 MB / 0.6511 GB
Notification: Performance of collectInitialEqns (initialization): time 0.001235/2.571, allocations: 1.474 MB / 0.9517 GB, free: 13.19 MB / 0.6511 GB
Notification: Performance of collectInitialBindings (initialization): time 0.00159/2.573, allocations: 0.9044 MB / 0.9526 GB, free: 12.27 MB / 0.6511 GB
Notification: Performance of simplifyInitialFunctions (initialization): time 0.0005537/2.573, allocations: 0 / 0.9526 GB, free: 12.27 MB / 0.6511 GB
Notification: Performance of setup shared object (initialization): time 0.0002857/2.574, allocations: 440.8 kB / 0.953 GB, free: 11.84 MB / 0.6511 GB
Notification: Performance of preBalanceInitialSystem (initialization): time 0.005734/2.579, allocations: 2.056 MB / 0.955 GB, free: 9.777 MB / 0.6511 GB
Notification: Performance of partitionIndependentBlocks (initialization): time 0.00668/2.586, allocations: 2.937 MB / 0.9579 GB, free: 6.457 MB / 0.6511 GB
Notification: Performance of analyzeInitialSystem (initialization): time 0.01107/2.597, allocations: 2.939 MB / 0.9608 GB, free: 3.496 MB / 0.6511 GB
Notification: Performance of solveInitialSystemEqSystem (initialization): time 4.576e-05/2.597, allocations: 8 kB / 0.9608 GB, free: 3.488 MB / 0.6511 GB
Notification: Performance of matching and sorting (n=416) (initialization): time 0.03714/2.634, allocations: 8.042 MB / 0.9686 GB, free: 11.39 MB / 0.6667 GB
Notification: Performance of prepare postOptimizeDAE: time 0.005186/2.64, allocations: 10.62 MB / 0.979 GB, free: 15.93 MB / 0.6823 GB
Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.0001184/2.64, allocations: 28 kB / 0.979 GB, free: 15.9 MB / 0.6823 GB
Notification: Performance of postOpt tearingSystem (initialization): time 0.03151/2.671, allocations: 3.989 MB / 0.9829 GB, free: 11.9 MB / 0.6823 GB
Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.009645/2.681, allocations: 0.8774 MB / 0.9838 GB, free: 11.02 MB / 0.6823 GB
Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 0.04919/2.73, allocations: 14.43 MB / 0.9979 GB, free: 12.44 MB / 0.698 GB
Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.008963/2.739, allocations: 486.8 kB / 0.9983 GB, free: 11.96 MB / 0.698 GB
Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.001196/2.741, allocations: 191.9 kB / 0.9985 GB, free: 11.78 MB / 0.698 GB
Notification: Performance of prepare postOptimizeDAE: time 1.753e-05/2.741, allocations: 4 kB / 0.9985 GB, free: 11.77 MB / 0.698 GB
[/var/lib/hudson/slave/workspace/OpenModelica_TEST_LIBS/OpenModelica/OMCompiler/build/lib/omlibrary/Buildings 5.0.1/Electrical/AC/ThreePhasesUnbalanced/Interfaces/WyeToDelta.mo:20:3-20:65:writable] Error: Initialization problem is structurally singular, error found sorting equations 
 177: (-$DER.loadRL.load1.i[1]) - $DER.line2.i2[1] = -$DER.loadRL.load2.i[1];
70: $DER.line2.i2[1] - $DER.transformer.conv1.terminal_p.i[1] = -$DER.transformer.conv2.terminal_p.i[1];
190: $DER.loadRL.load2.i[2] = -0.0;
176: (-$DER.loadRL.load1.i[2]) - $DER.line2.i2[2] = -$DER.loadRL.load2.i[2];
208: -$DER.line1.v1_p[2] = line1.Z11[1] * $DER.line1.i1[2] + line1.Z11[2] * $DER.line1.i1[1] + line1.Z12[1] * $DER.line1.i2[2] + line1.Z12[2] * $DER.line1.i2[1] + line1.Z13[1] * $DER.line1.i3[2] + line1.Z13[2] * $DER.line1.i3[1];
129: $DER.line1.v1_p[2] = $DER.transformer.conv1.V1[2] + line1.i1[1] * $DER.transformer.conv1.Z1[2] + $DER.line1.i1[1] * transformer.conv1.Z1[2] + line1.i1[2] * $DER.transformer.conv1.Z1[1] + $DER.line1.i1[2] * transformer.conv1.Z1[1];
191: $DER.loadRL.load2.i[1] = -0.0;
195: $DER.loadRL.load1.i[1] = -0.0;
187: $DER.loadRL.load3.i[1] = -0.0;
179: (-$DER.loadRL.load3.i[1]) - $DER.line2.i1[1] = -$DER.loadRL.load1.i[1];
132: $DER.transformer.conv1.terminal_p.i[1] + 1.730662946344864 * $DER.line1.i1[1] = 0.0;
175: (-$DER.loadRL.load2.i[1]) - $DER.line2.i3[1] = -$DER.loadRL.load3.i[1];
72: $DER.line2.i1[1] - $DER.transformer.conv3.terminal_p.i[1] = -$DER.transformer.conv1.terminal_p.i[1];
68: $DER.line2.i3[1] - $DER.transformer.conv2.terminal_p.i[1] = -$DER.transformer.conv3.terminal_p.i[1];
207: -$DER.line1.v2_p[1] = line1.Z21[1] * $DER.line1.i1[1] + line1.Z22[1] * $DER.line1.i2[1] + line1.Z23[1] * $DER.line1.i3[1] - line1.Z23[2] * $DER.line1.i3[2] - line1.Z22[2] * $DER.line1.i2[2] - line1.Z21[2] * $DER.line1.i1[2];
109: $DER.line1.v2_p[1] = $DER.transformer.conv2.V1[1] + line1.i2[1] * $DER.transformer.conv2.Z1[1] + $DER.line1.i2[1] * transformer.conv2.Z1[1] + (-line1.i2[2]) * $DER.transformer.conv2.Z1[2] - $DER.line1.i2[2] * transformer.conv2.Z1[2];
205: -$DER.line1.v3_p[1] = line1.Z31[1] * $DER.line1.i1[1] + line1.Z32[1] * $DER.line1.i2[1] + line1.Z33[1] * $DER.line1.i3[1] - line1.Z33[2] * $DER.line1.i3[2] - line1.Z32[2] * $DER.line1.i2[2] - line1.Z31[2] * $DER.line1.i1[2];
88: $DER.line1.v3_p[1] = $DER.transformer.conv3.V1[1] + line1.i3[1] * $DER.transformer.conv3.Z1[1] + $DER.line1.i3[1] * transformer.conv3.Z1[1] + (-line1.i3[2]) * $DER.transformer.conv3.Z1[2] - $DER.line1.i3[2] * transformer.conv3.Z1[2];
113: $DER.transformer.conv2.V2[1] = 0.5778132605843247 * $DER.transformer.conv2.V1[1];
92: $DER.transformer.conv3.V2[1] = 0.5778132605843247 * $DER.transformer.conv3.V1[1];
76: 0.0 = (-$DER.transformer.conv2.V2[1]) - $DER.transformer.conv3.V2[1] - $DER.transformer.conv1.V2[1];
209: -$DER.line1.v1_p[1] = line1.Z11[1] * $DER.line1.i1[1] + line1.Z12[1] * $DER.line1.i2[1] + line1.Z13[1] * $DER.line1.i3[1] - line1.Z13[2] * $DER.line1.i3[2] - line1.Z12[2] * $DER.line1.i2[2] - line1.Z11[2] * $DER.line1.i1[2];
134: $DER.transformer.conv1.V2[1] = 0.5778132605843247 * $DER.transformer.conv1.V1[1];
143: $DER.transformer.conv1.Z1[1] = 0.0;
142: $DER.transformer.conv1.Z1[2] = 0.0;
194: $DER.loadRL.load1.i[2] = -0.0;
186: $DER.loadRL.load3.i[2] = -0.0;
178: (-$DER.loadRL.load3.i[2]) - $DER.line2.i1[2] = -$DER.loadRL.load1.i[2];
71: $DER.line2.i1[2] - $DER.transformer.conv3.terminal_p.i[2] = -$DER.transformer.conv1.terminal_p.i[2];
130: $DER.line1.v1_p[1] = $DER.transformer.conv1.V1[1] + line1.i1[1] * $DER.transformer.conv1.Z1[1] + $DER.line1.i1[1] * transformer.conv1.Z1[1] + (-line1.i1[2]) * $DER.transformer.conv1.Z1[2] - $DER.line1.i1[2] * transformer.conv1.Z1[2];
131: $DER.transformer.conv1.terminal_p.i[2] + 1.730662946344864 * $DER.line1.i1[2] = 0.0;
111: $DER.transformer.conv2.terminal_p.i[1] + 1.730662946344864 * $DER.line1.i2[1] = 0.0;
110: $DER.transformer.conv2.terminal_p.i[2] + 1.730662946344864 * $DER.line1.i2[2] = 0.0;
206: -$DER.line1.v2_p[2] = line1.Z21[1] * $DER.line1.i1[2] + line1.Z21[2] * $DER.line1.i1[1] + line1.Z22[1] * $DER.line1.i2[2] + line1.Z22[2] * $DER.line1.i2[1] + line1.Z23[1] * $DER.line1.i3[2] + line1.Z23[2] * $DER.line1.i3[1];
122: $DER.transformer.conv2.Z1[1] = 0.0;
121: $DER.transformer.conv2.Z1[2] = 0.0;
108: $DER.line1.v2_p[2] = $DER.transformer.conv2.V1[2] + line1.i2[1] * $DER.transformer.conv2.Z1[2] + $DER.line1.i2[1] * transformer.conv2.Z1[2] + line1.i2[2] * $DER.transformer.conv2.Z1[1] + $DER.line1.i2[2] * transformer.conv2.Z1[1];
133: $DER.transformer.conv1.V2[2] = 0.5778132605843247 * $DER.transformer.conv1.V1[2];
112: $DER.transformer.conv2.V2[2] = 0.5778132605843247 * $DER.transformer.conv2.V1[2];
75: 0.0 = (-$DER.transformer.conv2.V2[2]) - $DER.transformer.conv3.V2[2] - $DER.transformer.conv1.V2[2];
90: $DER.transformer.conv3.terminal_p.i[1] + 1.730662946344864 * $DER.line1.i3[1] = 0.0;
204: -$DER.line1.v3_p[2] = line1.Z31[1] * $DER.line1.i1[2] + line1.Z31[2] * $DER.line1.i1[1] + line1.Z32[1] * $DER.line1.i2[2] + line1.Z32[2] * $DER.line1.i2[1] + line1.Z33[1] * $DER.line1.i3[2] + line1.Z33[2] * $DER.line1.i3[1];
91: $DER.transformer.conv3.V2[2] = 0.5778132605843247 * $DER.transformer.conv3.V1[2];
101: $DER.transformer.conv3.Z1[1] = 0.0;
100: $DER.transformer.conv3.Z1[2] = 0.0;
87: $DER.line1.v3_p[2] = $DER.transformer.conv3.V1[2] + line1.i3[1] * $DER.transformer.conv3.Z1[2] + $DER.line1.i3[1] * transformer.conv3.Z1[2] + line1.i3[2] * $DER.transformer.conv3.Z1[1] + $DER.line1.i3[2] * transformer.conv3.Z1[1];
174: (-$DER.loadRL.load2.i[2]) - $DER.line2.i3[2] = -$DER.loadRL.load3.i[2];
69: $DER.line2.i2[2] - $DER.transformer.conv1.terminal_p.i[2] = -$DER.transformer.conv2.terminal_p.i[2];
89: $DER.transformer.conv3.terminal_p.i[2] + 1.730662946344864 * $DER.line1.i3[2] = 0.0;
67: $DER.line2.i3[2] - $DER.transformer.conv2.terminal_p.i[2] = -$DER.transformer.conv3.terminal_p.i[2];
263: source.vPhase[2].terminal.v[2] = 7199.557856794634 * sin(source.vPhase[2].phiSou);
63: source.vPhase[2].terminal.v[2] - line1.v2_p[2] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z21[1], line1.Z21[2]}, {line1.i1[1], line1.i1[2]})[2] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z22[1], line1.Z22[2]}, {line1.i2[1], line1.i2[2]})[2] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z23[1], line1.Z23[2]}, {line1.i3[1], line1.i3[2]})[2];
21: line1.v2_p[2] = transformer.conv2.V1[2] + line1.i2[1] * transformer.conv2.Z1[2] + line1.i2[2] * transformer.conv2.Z1[1];
261: source.vPhase[1].terminal.v[2] = 7199.557856794634 * sin(source.vPhase[1].phiSou);
65: source.vPhase[1].terminal.v[2] - line1.v1_p[2] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z11[1], line1.Z11[2]}, {line1.i1[1], line1.i1[2]})[2] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z12[1], line1.Z12[2]}, {line1.i2[1], line1.i2[2]})[2] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z13[1], line1.Z13[2]}, {line1.i3[1], line1.i3[2]})[2];
29: line1.v1_p[2] = transformer.conv1.V1[2] + line1.i1[1] * transformer.conv1.Z1[2] + line1.i1[2] * transformer.conv1.Z1[1];
25: transformer.conv2.V2[2] = 0.5778132605843247 * transformer.conv2.V1[2];
33: transformer.conv1.V2[2] = 0.5778132605843247 * transformer.conv1.V1[2];
9: 0.0 = (-transformer.conv1.V2[2]) - transformer.conv2.V2[2] - transformer.conv3.V2[2];
17: transformer.conv3.V2[2] = 0.5778132605843247 * transformer.conv3.V1[2];
265: source.vPhase[3].terminal.v[2] = 7199.557856794634 * sin(source.vPhase[3].phiSou);
13: line1.v3_p[2] = transformer.conv3.V1[2] + line1.i3[1] * transformer.conv3.Z1[2] + line1.i3[2] * transformer.conv3.Z1[1];
61: source.vPhase[3].terminal.v[2] - line1.v3_p[2] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z31[1], line1.Z31[2]}, {line1.i1[1], line1.i1[2]})[2] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z32[1], line1.Z32[2]}, {line1.i2[1], line1.i2[2]})[2] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z33[1], line1.Z33[2]}, {line1.i3[1], line1.i3[2]})[2];
42: (-loadRL.load3.i[1]) - line2.i1[1] = -loadRL.load1.i[1];
259: transformer.conv1.IHigh = 0.0001388974184096934 * transformer.conv1.VABase;
269: transformer.conv1.IscHigh = transformer.conv1.IHigh / transformer.conv1.Zperc;
274: transformer.conv1.Zp = 7199.557856794634 / transformer.conv1.IscHigh;
257: transformer.conv3.IHigh = 0.0001388974184096934 * transformer.conv3.VABase;
271: transformer.conv3.IscHigh = transformer.conv3.IHigh / transformer.conv3.Zperc;
272: transformer.conv3.Zp = 7199.557856794634 / transformer.conv3.IscHigh;
264: source.vPhase[3].terminal.v[1] = 7199.557856794634 * cos(source.vPhase[3].phiSou);
19: transformer.conv3.Z1[2] = transformer.conv3.Zp * transformer.conv3.XoverR / sqrt(1.0 + transformer.conv3.XoverR ^ 2.0);
20: transformer.conv3.Z1[1] = transformer.conv3.Zp / sqrt(1.0 + transformer.conv3.XoverR ^ 2.0);
62: source.vPhase[3].terminal.v[1] - line1.v3_p[1] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z31[1], line1.Z31[2]}, {line1.i1[1], line1.i1[2]})[1] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z32[1], line1.Z32[2]}, {line1.i2[1], line1.i2[2]})[1] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z33[1], line1.Z33[2]}, {line1.i3[1], line1.i3[2]})[1];
14: line1.v3_p[1] = transformer.conv3.V1[1] + line1.i3[1] * transformer.conv3.Z1[1] - line1.i3[2] * transformer.conv3.Z1[2];
258: transformer.conv2.IHigh = 0.0001388974184096934 * transformer.conv2.VABase;
270: transformer.conv2.IscHigh = transformer.conv2.IHigh / transformer.conv2.Zperc;
273: transformer.conv2.Zp = 7199.557856794634 / transformer.conv2.IscHigh;
262: source.vPhase[2].terminal.v[1] = 7199.557856794634 * cos(source.vPhase[2].phiSou);
27: transformer.conv2.Z1[2] = transformer.conv2.Zp * transformer.conv2.XoverR / sqrt(1.0 + transformer.conv2.XoverR ^ 2.0);
28: transformer.conv2.Z1[1] = transformer.conv2.Zp / sqrt(1.0 + transformer.conv2.XoverR ^ 2.0);
64: source.vPhase[2].terminal.v[1] - line1.v2_p[1] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z21[1], line1.Z21[2]}, {line1.i1[1], line1.i1[2]})[1] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z22[1], line1.Z22[2]}, {line1.i2[1], line1.i2[2]})[1] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z23[1], line1.Z23[2]}, {line1.i3[1], line1.i3[2]})[1];
22: line1.v2_p[1] = transformer.conv2.V1[1] + line1.i2[1] * transformer.conv2.Z1[1] - line1.i2[2] * transformer.conv2.Z1[2];
18: transformer.conv3.V2[1] = 0.5778132605843247 * transformer.conv3.V1[1];
26: transformer.conv2.V2[1] = 0.5778132605843247 * transformer.conv2.V1[1];
10: 0.0 = (-transformer.conv1.V2[1]) - transformer.conv2.V2[1] - transformer.conv3.V2[1];
35: transformer.conv1.Z1[2] = transformer.conv1.Zp * transformer.conv1.XoverR / sqrt(1.0 + transformer.conv1.XoverR ^ 2.0);
36: transformer.conv1.Z1[1] = transformer.conv1.Zp / sqrt(1.0 + transformer.conv1.XoverR ^ 2.0);
34: transformer.conv1.V2[1] = 0.5778132605843247 * transformer.conv1.V1[1];
39: (-loadRL.load1.i[2]) - line2.i2[2] = -loadRL.load2.i[2];
51: loadRL.load2.i[2] = -0.0;
3: line2.i2[2] - transformer.conv1.terminal_p.i[2] = -transformer.conv2.terminal_p.i[2];
37: (-loadRL.load2.i[2]) - line2.i3[2] = -loadRL.load3.i[2];
49: loadRL.load3.i[2] = -0.0;
53: loadRL.load1.i[2] = -0.0;
1: line2.i3[2] - transformer.conv2.terminal_p.i[2] = -transformer.conv3.terminal_p.i[2];
41: (-loadRL.load3.i[2]) - line2.i1[2] = -loadRL.load1.i[2];
5: line2.i1[2] - transformer.conv3.terminal_p.i[2] = -transformer.conv1.terminal_p.i[2];
54: loadRL.load1.i[1] = -0.0;
40: (-loadRL.load1.i[1]) - line2.i2[1] = -loadRL.load2.i[1];
4: line2.i2[1] - transformer.conv1.terminal_p.i[1] = -transformer.conv2.terminal_p.i[1];
260: source.vPhase[1].terminal.v[1] = 7199.557856794634 * cos(source.vPhase[1].phiSou);
30: line1.v1_p[1] = transformer.conv1.V1[1] + line1.i1[1] * transformer.conv1.Z1[1] - line1.i1[2] * transformer.conv1.Z1[2];
15: transformer.conv3.terminal_p.i[2] + 1.730662946344864 * line1.i3[2] = 0.0;
16: transformer.conv3.terminal_p.i[1] + 1.730662946344864 * line1.i3[1] = 0.0;
23: transformer.conv2.terminal_p.i[2] + 1.730662946344864 * line1.i2[2] = 0.0;
31: transformer.conv1.terminal_p.i[2] + 1.730662946344864 * line1.i1[2] = 0.0;
32: transformer.conv1.terminal_p.i[1] + 1.730662946344864 * line1.i1[1] = 0.0;
66: source.vPhase[1].terminal.v[1] - line1.v1_p[1] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z11[1], line1.Z11[2]}, {line1.i1[1], line1.i1[2]})[1] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z12[1], line1.Z12[2]}, {line1.i2[1], line1.i2[2]})[1] + Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$line1.productAC1p({line1.Z13[1], line1.Z13[2]}, {line1.i3[1], line1.i3[2]})[1];
50: loadRL.load3.i[1] = -0.0;
52: loadRL.load2.i[1] = -0.0;
6: line2.i1[1] - transformer.conv3.terminal_p.i[1] = -transformer.conv1.terminal_p.i[1];
24: transformer.conv2.terminal_p.i[1] + 1.730662946344864 * line1.i2[1] = 0.0;
38: (-loadRL.load2.i[1]) - line2.i3[1] = -loadRL.load3.i[1];
2: line2.i3[1] - transformer.conv2.terminal_p.i[1] = -transformer.conv3.terminal_p.i[1];
 for variables 
 $DER.line1.i3[1](219), loadRL.load1.v[1](137), $DER.line2.i3[2](232), $DER.line1.i2[2](218), $DER.loadRL.load2.v[2](250), transformer.conv2.P_p[2](52), $DER.line2.v1_n[1](233), $DER.line2.v3_n[1](237), $DER.line2.i2[1](229), $DER.line1.v1_p[1](221), err_V2_percent[1](196), $DER.line1.i2[1](217), line2.v3_p[1](139), node1.theta[1](24), $DER.loadRL.load2.v[1](249), line1.v2_p[1](159), $DER.loadRL.load1.i[1](247), source.vPhase[1].terminal.v[2](5), line1.v1_p[2](160), line2.i2[2](152), transformer.conv3.V2[1](36), $DER.loadRL.load2.i[1](251), transformer.conv2.P_p[1](53), $DER.line2.v2_n[2](236), $DER.line2.i1[2](228), $DER.line1.i3[2](220), line2.v3_p[2](138), transformer.conv3.v_p(45), transformer.conv3.terminal_p.i[2](46), line1.v3_p[2](156), line1.v1_p[1](161), $DER.loadRL.load1.i[2](248), transformer.conv2.S_p(49), err_V4_percent[2](189), line1.v3_p[1](157), err_Theta4[3](197), line1.v2_p[2](158), transformer.conv3.V2[2](35), line2.i3[2](150), $DER.loadRL.load1.v[2](246), line2.i3[1](151), line2.v1_n[2](148), line2.v2_n[2](146), loadRL.load3.v[2](124), $DER.line1.i1[2](216), loadRL.load1.v[2](136), source.vPhase[1].terminal.v[1](4), transformer.conv1.IHigh(3), line2.v1_p[1](143), node3.wyeToDelta.delta.phase[2].v[2](104), $DER.transformer.conv3.V2[1](277), transformer.conv1.Z1[1](76), node3.wyeToDelta.delta.phase[3].v[2](102), node4.theta[3](96), transformer.conv1.V1[2](79), node1.V[3](19), $DER.transformer.conv2.terminal_p.i[1](265), $DER.transformer.conv3.terminal_p.i[1](273), transformer.conv2.terminal_p.i[1](68), $DER.transformer.conv2.V2[1](269), node3.wyeToDelta.delta.phase[1].v[1](107), transformer.conv1.eta(83), loadRL.load1.i[2](134), node3.V[1](113), transformer.conv1.terminal_p.i[1](89), loadRL.load1.S[2](132), loadRL.load3.i[2](122), loadRL.load3.S[1](121), line2.v1_p[2](142), $DER.transformer.conv3.V1[1](275), $DER.transformer.conv3.V1[2](276), node2.theta[3](114), $DER.transformer.conv2.V2[2](270), transformer.conv1.P_n[2](71), node3.V[2](112), transformer.conv1.P_n[1](72), loadRL.load1.S[1](133), node4.wyeToDelta.delta.phase[1].v[2](94), node4.wyeToDelta.delta.phase[1].v[1](95), node3.wyeToDelta.delta.phase[2].v[1](105), $DER.transformer.conv3.V2[2](278), $DER.transformer.conv3.terminal_p.i[2](274), transformer.conv1.V1[1](80), $DER.transformer.conv2.terminal_p.i[2](266), source.vPhase[3].terminal.v[2](9), transformer.conv1.Zp(18), node1.theta[3](20), transformer.conv1.i_p(85), node2.V[2](118), $DER.transformer.conv1.V1[1](259), transformer.conv2.Zp(17), node2.theta[1](116), loadRL.load3.S[2](120), $DER.transformer.conv1.terminal_p.i[1](257), node4.wyeToDelta.delta.phase[2].v[1](93), $DER.transformer.conv1.V2[1](261), transformer.conv3.S_n(27), transformer.conv1.v_n(86), $DER.transformer.conv1.V1[2](260), loadRL.load2.i[1](129), node4.theta[2](97), $DER.transformer.conv2.Z1[1](271), $DER.transformer.conv2.Z1[2](272), $DER.transformer.conv3.Z1[1](279), node4.theta[1](98), node4.V[3](99), node3.wyeToDelta.delta.phase[3].v[1](103), node2.V[3](117), node2.V[1](119), $DER.transformer.conv1.V2[2](262), $DER.transformer.conv3.Z1[2](280), transformer.conv2.IscHigh(14), $DER.transformer.conv1.terminal_p.i[2](258), transformer.conv2.IHigh(2), transformer.conv2.PLoss[1](61), transformer.conv2.terminal_p.i[2](67), transformer.conv1.S_p(70)
Notification: Performance of <failed> postOpt replaceHomotopyWithSimplified (initialization): time 0.01615/2.757, allocations: 5.1 MB / 1.004 GB, free: 6.465 MB / 0.698 GB
Error: post-optimization module replaceHomotopyWithSimplified (initialization) failed.
Error: No system for the symbolic initialization was generated