Warning: Requested package Modelica of version 3.2.2, but this package was already loaded with version 3.2.1. You might experience problems if these versions are incompatible.
Notification: Performance of loadModel(Buildings): time 2.501/2.501, allocations: 318 MB / 323.7 MB, free: 5.477 MB / 264.6 MB
Notification: Performance of FrontEnd - loaded program: time 2.229e-05/2.236e-05, allocations: 7.984 kB / 398.8 MB, free: 1.043 MB / 312.6 MB
Notification: Performance of FrontEnd - Absyn->SCode: time 0.1395/0.1395, allocations: 72.82 MB / 471.6 MB, free: 8.078 MB / 392.6 MB
Notification: Performance of FrontEnd - scodeFlatten: time 0.4168/0.5564, allocations: 166.7 MB / 0.6233 GB, free: 5.852 MB / 0.4928 GB
Notification: Performance of FrontEnd - mkProgramGraph: time 0.0003145/0.5567, allocations: 119.3 kB / 0.6235 GB, free: 5.781 MB / 0.4928 GB
Notification: Performance of FrontEnd: time 0.3625/0.9192, allocations: 102.2 MB / 0.7233 GB, free: 5.488 MB / 0.5866 GB
Notification: Performance of Transformations before backend: time 0.0001441/0.9194, allocations: 59.98 kB / 0.7233 GB, free: 5.43 MB / 0.5866 GB
Notification: Performance of Generate backend data structure: time 0.007384/0.9268, allocations: 2.465 MB / 0.7258 GB, free: 2.906 MB / 0.5866 GB
Notification: Performance of prepare preOptimizeDAE: time 4.201e-05/0.9269, allocations: 15.97 kB / 0.7258 GB, free: 2.891 MB / 0.5866 GB
Notification: Performance of preOpt normalInlineFunction (simulation): time 0.008945/0.9358, allocations: 0.8159 MB / 0.7266 GB, free: 2.07 MB / 0.5866 GB
Notification: Performance of preOpt evaluateParameters (simulation): time 0.004832/0.9407, allocations: 1.759 MB / 0.7283 GB, free: 268 kB / 0.5866 GB
Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.0001303/0.9408, allocations: 84 kB / 0.7284 GB, free: 184 kB / 0.5866 GB
Notification: Performance of preOpt expandDerOperator (simulation): time 0.0009776/0.9418, allocations: 152 kB / 0.7285 GB, free: 32 kB / 0.5866 GB
Notification: Performance of preOpt removeEqualFunctionCalls (simulation): time 0.008983/0.9508, allocations: 3.685 MB / 0.7321 GB, free: 12.34 MB / 0.6022 GB
Notification: Performance of preOpt clockPartitioning (simulation): time 0.01109/0.9619, allocations: 4.1 MB / 0.7361 GB, free: 8.121 MB / 0.6022 GB
Notification: Performance of preOpt findStateOrder (simulation): time 8.105e-05/0.9621, allocations: 7.938 kB / 0.7361 GB, free: 8.113 MB / 0.6022 GB
Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.0004717/0.9625, allocations: 7.953 kB / 0.7361 GB, free: 8.105 MB / 0.6022 GB
Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.0005347/0.9631, allocations: 276.6 kB / 0.7364 GB, free: 7.832 MB / 0.6022 GB
Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.2487/1.212, allocations: 15.77 MB / 0.7518 GB, free: 151.5 MB / 0.6022 GB
Notification: Performance of preOpt comSubExp (simulation): time 0.006866/1.219, allocations: 4.841 MB / 0.7565 GB, free: 149.6 MB / 0.6022 GB
Notification: Performance of preOpt resolveLoops (simulation): time 0.00409/1.223, allocations: 2.182 MB / 0.7586 GB, free: 149.5 MB / 0.6022 GB
Notification: Performance of preOpt evalFunc (simulation): time 0.0006863/1.224, allocations: 0.7698 MB / 0.7594 GB, free: 148.7 MB / 0.6022 GB
Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 4.819e-05/1.224, allocations: 64.47 kB / 0.7595 GB, free: 148.6 MB / 0.6022 GB
Notification: Performance of pre-optimization done (n=230): time 7.3e-06/1.224, allocations: 3.625 kB / 0.7595 GB, free: 148.6 MB / 0.6022 GB
Notification: Performance of matching and sorting (n=311): time 0.04822/1.272, allocations: 15.3 MB / 0.7744 GB, free: 146.7 MB / 0.6022 GB
Notification: Performance of inlineWhenForInitialization (initialization): time 7.411e-05/1.272, allocations: 248.4 kB / 0.7746 GB, free: 146.5 MB / 0.6022 GB
Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.001656/1.274, allocations: 1.022 MB / 0.7756 GB, free: 146.3 MB / 0.6022 GB
Notification: Performance of collectPreVariables (initialization): time 0.0005614/1.274, allocations: 25.7 kB / 0.7757 GB, free: 146.3 MB / 0.6022 GB
Notification: Performance of collectInitialEqns (initialization): time 0.0006026/1.275, allocations: 1.09 MB / 0.7767 GB, free: 145.8 MB / 0.6022 GB
Notification: Performance of collectInitialBindings (initialization): time 0.001143/1.276, allocations: 1.001 MB / 0.7777 GB, free: 145.2 MB / 0.6022 GB
Notification: Performance of simplifyInitialFunctions (initialization): time 0.0003287/1.276, allocations: 0 / 0.7777 GB, free: 145.2 MB / 0.6022 GB
Notification: Performance of setup shared object (initialization): time 0.000221/1.277, allocations: 444.1 kB / 0.7781 GB, free: 144.9 MB / 0.6022 GB
Notification: Performance of preBalanceInitialSystem (initialization): time 0.003573/1.28, allocations: 2.076 MB / 0.7802 GB, free: 144.9 MB / 0.6022 GB
Notification: Performance of partitionIndependentBlocks (initialization): time 0.004301/1.285, allocations: 2.726 MB / 0.7828 GB, free: 144.2 MB / 0.6022 GB
Notification: Performance of analyzeInitialSystem (initialization): time 0.009743/1.294, allocations: 3.337 MB / 0.7861 GB, free: 144.2 MB / 0.6022 GB
Notification: Performance of solveInitialSystemEqSystem (initialization): time 3.22e-05/1.294, allocations: 7.25 kB / 0.7861 GB, free: 144.2 MB / 0.6022 GB
Notification: Performance of matching and sorting (n=412) (initialization): time 0.02492/1.319, allocations: 8.621 MB / 0.7945 GB, free: 143 MB / 0.6022 GB
Notification: Performance of prepare postOptimizeDAE: time 0.001448/1.321, allocations: 7.315 MB / 0.8017 GB, free: 135.3 MB / 0.6022 GB
Notification: Performance of postOpt simplifyComplexFunction (initialization): time 5.875e-05/1.321, allocations: 22.25 kB / 0.8017 GB, free: 135.3 MB / 0.6022 GB
Notification: Performance of postOpt tearingSystem (initialization): time 0.01831/1.339, allocations: 4.304 MB / 0.8059 GB, free: 134.5 MB / 0.6022 GB
Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.00307/1.342, allocations: 0.529 MB / 0.8064 GB, free: 134.5 MB / 0.6022 GB
Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 0.03339/1.376, allocations: 17.36 MB / 0.8233 GB, free: 126.5 MB / 0.6022 GB
Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.003245/1.379, allocations: 178 kB / 0.8235 GB, free: 126.5 MB / 0.6022 GB
Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.0006812/1.38, allocations: 168.9 kB / 0.8237 GB, free: 126.4 MB / 0.6022 GB
Notification: Performance of prepare postOptimizeDAE: time 1.392e-05/1.38, allocations: 3.75 kB / 0.8237 GB, free: 126.4 MB / 0.6022 GB
[/var/lib/hudson/slave/workspace/OpenModelica_TEST_LIBS/OpenModelica/OMCompiler/build/lib/omlibrary/Buildings 2.1.0/Electrical/AC/ThreePhasesUnbalanced/Interfaces/WyeToDelta.mo:21:3-21:65:writable] Error: Initialization problem is structurally singular, error found sorting equations 
 209: (-$DER.loadRL.load2.i[1]) - $DER.line2.i3[1] = -$DER.loadRL.load3.i[1];
92: $DER.line2.i3[1] - $DER.transformer.conv2.terminal_p.i[1] = -$DER.transformer.conv3.terminal_p.i[1];
50: (-loadRL.load2.i[1]) - line2.i3[1] = -loadRL.load3.i[1];
14: line2.i3[1] - transformer.conv2.terminal_p.i[1] = -transformer.conv3.terminal_p.i[1];
49: (-loadRL.load2.i[2]) - line2.i3[2] = -loadRL.load3.i[2];
13: line2.i3[2] - transformer.conv2.terminal_p.i[2] = -transformer.conv3.terminal_p.i[2];
298: source.vPhase[3].terminal.v[1] = 7199.557856794634 * cos(source.vPhase[3].phiSou);
74: source.vPhase[3].terminal.v[1] - line1.terminal_p.phase[3].v[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$line1.productAC1p({line1.Z33[1], line1.Z33[2]}, {line1.i3[1], line1.i3[2]})[1];
26: transformer.conv3.terminal_n.v[1] = transformer.conv3.V1[1] + transformer.conv3.terminal_n.i[1] * transformer.conv3.Z1[1] - transformer.conv3.terminal_n.i[2] * transformer.conv3.Z1[2];
42: transformer.conv1.terminal_n.v[1] = transformer.conv1.V1[1] + transformer.conv1.terminal_n.i[1] * transformer.conv1.Z1[1] - transformer.conv1.terminal_n.i[2] * transformer.conv1.Z1[2];
30: transformer.conv3.terminal_p.v[1] = 1.996792301523657 * transformer.conv3.V1[1];
46: transformer.conv1.terminal_p.v[1] = 1.996792301523657 * transformer.conv1.V1[1];
22: 0.0 = (-transformer.conv1.terminal_p.v[1]) - transformer.conv2.terminal_p.v[1] - transformer.conv3.terminal_p.v[1];
38: transformer.conv2.terminal_p.v[1] = 1.996792301523657 * transformer.conv2.V1[1];
296: source.vPhase[2].terminal.v[1] = 7199.557856794634 * cos(source.vPhase[2].phiSou);
25: transformer.conv3.terminal_n.v[2] = transformer.conv3.V1[2] + transformer.conv3.terminal_n.i[1] * transformer.conv3.Z1[2] + transformer.conv3.terminal_n.i[2] * transformer.conv3.Z1[1];
299: source.vPhase[3].terminal.v[2] = 7199.557856794634 * sin(source.vPhase[3].phiSou);
73: source.vPhase[3].terminal.v[2] - line1.terminal_p.phase[3].v[2] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$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];
7: transformer.conv3.terminal_n.v[2] = line1.terminal_p.phase[3].v[2] - line1.terminal_p.phase[1].v[2];
9: 0.0 = (-transformer.conv1.terminal_n.v[2]) - transformer.conv2.terminal_n.v[2] - transformer.conv3.terminal_n.v[2];
33: transformer.conv2.terminal_n.v[2] = transformer.conv2.V1[2] + transformer.conv2.terminal_n.i[1] * transformer.conv2.Z1[2] + transformer.conv2.terminal_n.i[2] * transformer.conv2.Z1[1];
29: transformer.conv3.terminal_p.v[2] = 1.996792301523657 * transformer.conv3.V1[2];
37: transformer.conv2.terminal_p.v[2] = 1.996792301523657 * transformer.conv2.V1[2];
21: 0.0 = (-transformer.conv1.terminal_p.v[2]) - transformer.conv2.terminal_p.v[2] - transformer.conv3.terminal_p.v[2];
45: transformer.conv1.terminal_p.v[2] = 1.996792301523657 * transformer.conv1.V1[2];
297: source.vPhase[2].terminal.v[2] = 7199.557856794634 * sin(source.vPhase[2].phiSou);
41: transformer.conv1.terminal_n.v[2] = transformer.conv1.V1[2] + transformer.conv1.terminal_n.i[1] * transformer.conv1.Z1[2] + transformer.conv1.terminal_n.i[2] * transformer.conv1.Z1[1];
75: source.vPhase[2].terminal.v[2] - line1.terminal_p.phase[2].v[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$line1.productAC1p({line1.Z23[1], line1.Z23[2]}, {line1.i3[1], line1.i3[2]})[2];
295: source.vPhase[1].terminal.v[2] = 7199.557856794634 * sin(source.vPhase[1].phiSou);
11: transformer.conv1.terminal_n.v[2] = line1.terminal_p.phase[1].v[2] - line1.terminal_p.phase[2].v[2];
291: transformer.conv3.IHigh = 8.019246190858059e-05 * transformer.conv3.VABase;
305: transformer.conv3.IscHigh = transformer.conv3.IHigh / transformer.conv3.Zperc;
306: transformer.conv3.Zp = 12470.0 / transformer.conv3.IscHigh;
239: -$DER.line1.terminal_p.phase[3].v[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];
221: $DER.loadRL.load3.i[1] = -0.0;
213: (-$DER.loadRL.load3.i[1]) - $DER.line2.i1[1] = -$DER.loadRL.load1.i[1];
96: $DER.line2.i1[1] - $DER.transformer.conv3.terminal_p.i[1] = -$DER.transformer.conv1.terminal_p.i[1];
152: $DER.transformer.conv1.terminal_n.v[1] = $DER.transformer.conv1.V1[1] + transformer.conv1.terminal_n.i[1] * $DER.transformer.conv1.Z1[1] + $DER.transformer.conv1.terminal_n.i[1] * transformer.conv1.Z1[1] + (-transformer.conv1.terminal_n.i[2]) * $DER.transformer.conv1.Z1[2] - $DER.transformer.conv1.terminal_n.i[2] * transformer.conv1.Z1[2];
292: transformer.conv2.IHigh = 8.019246190858059e-05 * transformer.conv2.VABase;
304: transformer.conv2.IscHigh = transformer.conv2.IHigh / transformer.conv2.Zperc;
307: transformer.conv2.Zp = 12470.0 / transformer.conv2.IscHigh;
63: loadRL.load2.i[2] = -0.0;
51: (-loadRL.load1.i[2]) - line2.i2[2] = -loadRL.load2.i[2];
15: line2.i2[2] - transformer.conv1.terminal_p.i[2] = -transformer.conv2.terminal_p.i[2];
243: -$DER.line1.terminal_p.phase[1].v[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] * $DER.line1.i1[2];
241: -$DER.line1.terminal_p.phase[2].v[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];
90: $DER.transformer.conv1.terminal_n.v[1] = $DER.line1.terminal_p.phase[1].v[1] - $DER.line1.terminal_p.phase[2].v[1];
240: -$DER.line1.terminal_p.phase[2].v[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];
293: transformer.conv1.IHigh = 8.019246190858059e-05 * transformer.conv1.VABase;
303: transformer.conv1.IscHigh = transformer.conv1.IHigh / transformer.conv1.Zperc;
308: transformer.conv1.Zp = 12470.0 / transformer.conv1.IscHigh;
47: transformer.conv1.Z1[2] = transformer.conv1.Zp * transformer.conv1.XoverR / sqrt(1.0 + transformer.conv1.XoverR ^ 2.0);
48: transformer.conv1.Z1[1] = transformer.conv1.Zp / sqrt(1.0 + transformer.conv1.XoverR ^ 2.0);
165: $DER.transformer.conv1.Z1[1] = 0.0;
164: $DER.transformer.conv1.Z1[2] = 0.0;
151: $DER.transformer.conv1.terminal_n.v[2] = $DER.transformer.conv1.V1[2] + transformer.conv1.terminal_n.i[1] * $DER.transformer.conv1.Z1[2] + $DER.transformer.conv1.terminal_n.i[1] * transformer.conv1.Z1[2] + transformer.conv1.terminal_n.i[2] * $DER.transformer.conv1.Z1[1] + $DER.transformer.conv1.terminal_n.i[2] * transformer.conv1.Z1[1];
109: $DER.transformer.conv3.terminal_n.v[2] = $DER.transformer.conv3.V1[2] + transformer.conv3.terminal_n.i[1] * $DER.transformer.conv3.Z1[2] + $DER.transformer.conv3.terminal_n.i[1] * transformer.conv3.Z1[2] + transformer.conv3.terminal_n.i[2] * $DER.transformer.conv3.Z1[1] + $DER.transformer.conv3.terminal_n.i[2] * transformer.conv3.Z1[1];
155: $DER.transformer.conv1.terminal_p.v[2] = 1.996792301523657 * $DER.transformer.conv1.V1[2];
113: $DER.transformer.conv3.terminal_p.v[2] = 1.996792301523657 * $DER.transformer.conv3.V1[2];
99: 0.0 = (-$DER.transformer.conv2.terminal_p.v[2]) - $DER.transformer.conv3.terminal_p.v[2] - $DER.transformer.conv1.terminal_p.v[2];
134: $DER.transformer.conv2.terminal_p.v[2] = 1.996792301523657 * $DER.transformer.conv2.V1[2];
89: $DER.transformer.conv1.terminal_n.v[2] = $DER.line1.terminal_p.phase[1].v[2] - $DER.line1.terminal_p.phase[2].v[2];
130: $DER.transformer.conv2.terminal_n.v[2] = $DER.transformer.conv2.V1[2] + transformer.conv2.terminal_n.i[1] * $DER.transformer.conv2.Z1[2] + $DER.transformer.conv2.terminal_n.i[1] * transformer.conv2.Z1[2] + transformer.conv2.terminal_n.i[2] * $DER.transformer.conv2.Z1[1] + $DER.transformer.conv2.terminal_n.i[2] * transformer.conv2.Z1[1];
238: -$DER.line1.terminal_p.phase[3].v[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] * $DER.line1.i3[1];
87: 0.0 = (-$DER.transformer.conv2.terminal_n.v[2]) - $DER.transformer.conv3.terminal_n.v[2] - $DER.transformer.conv1.terminal_n.v[2];
153: $DER.transformer.conv1.terminal_p.i[2] + 0.5008032128514056 * $DER.transformer.conv1.terminal_n.i[2] = 0.0;
85: $DER.transformer.conv3.terminal_n.v[2] = $DER.line1.terminal_p.phase[3].v[2] - $DER.line1.terminal_p.phase[1].v[2];
84: (-$DER.transformer.conv3.terminal_n.i[1]) - $DER.line1.i1[1] = -$DER.transformer.conv1.terminal_n.i[1];
83: (-$DER.transformer.conv3.terminal_n.i[2]) - $DER.line1.i1[2] = -$DER.transformer.conv1.terminal_n.i[2];
81: (-$DER.transformer.conv1.terminal_n.i[2]) - $DER.line1.i2[2] = -$DER.transformer.conv2.terminal_n.i[2];
80: (-$DER.transformer.conv2.terminal_n.i[1]) - $DER.line1.i3[1] = -$DER.transformer.conv3.terminal_n.i[1];
79: (-$DER.transformer.conv2.terminal_n.i[2]) - $DER.line1.i3[2] = -$DER.transformer.conv3.terminal_n.i[2];
229: $DER.loadRL.load1.i[1] = -0.0;
225: $DER.loadRL.load2.i[1] = -0.0;
211: (-$DER.loadRL.load1.i[1]) - $DER.line2.i2[1] = -$DER.loadRL.load2.i[1];
133: $DER.transformer.conv2.terminal_p.i[1] + 0.5008032128514056 * $DER.transformer.conv2.terminal_n.i[1] = 0.0;
94: $DER.line2.i2[1] - $DER.transformer.conv1.terminal_p.i[1] = -$DER.transformer.conv2.terminal_p.i[1];
242: -$DER.line1.terminal_p.phase[1].v[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];
154: $DER.transformer.conv1.terminal_p.i[1] + 0.5008032128514056 * $DER.transformer.conv1.terminal_n.i[1] = 0.0;
220: $DER.loadRL.load3.i[2] = -0.0;
228: $DER.loadRL.load1.i[2] = -0.0;
224: $DER.loadRL.load2.i[2] = -0.0;
210: (-$DER.loadRL.load1.i[2]) - $DER.line2.i2[2] = -$DER.loadRL.load2.i[2];
212: (-$DER.loadRL.load3.i[2]) - $DER.line2.i1[2] = -$DER.loadRL.load1.i[2];
93: $DER.line2.i2[2] - $DER.transformer.conv1.terminal_p.i[2] = -$DER.transformer.conv2.terminal_p.i[2];
208: (-$DER.loadRL.load2.i[2]) - $DER.line2.i3[2] = -$DER.loadRL.load3.i[2];
95: $DER.line2.i1[2] - $DER.transformer.conv3.terminal_p.i[2] = -$DER.transformer.conv1.terminal_p.i[2];
91: $DER.line2.i3[2] - $DER.transformer.conv2.terminal_p.i[2] = -$DER.transformer.conv3.terminal_p.i[2];
39: transformer.conv2.Z1[2] = transformer.conv2.Zp * transformer.conv2.XoverR / sqrt(1.0 + transformer.conv2.XoverR ^ 2.0);
40: transformer.conv2.Z1[1] = transformer.conv2.Zp / sqrt(1.0 + transformer.conv2.XoverR ^ 2.0);
35: transformer.conv2.terminal_p.i[2] + 0.5008032128514056 * transformer.conv2.terminal_n.i[2] = 0.0;
88: 0.0 = (-$DER.transformer.conv2.terminal_n.v[1]) - $DER.transformer.conv3.terminal_n.v[1] - $DER.transformer.conv1.terminal_n.v[1];
82: (-$DER.transformer.conv1.terminal_n.i[1]) - $DER.line1.i2[1] = -$DER.transformer.conv2.terminal_n.i[1];
132: $DER.transformer.conv2.terminal_p.i[2] + 0.5008032128514056 * $DER.transformer.conv2.terminal_n.i[2] = 0.0;
144: $DER.transformer.conv2.Z1[1] = 0.0;
143: $DER.transformer.conv2.Z1[2] = 0.0;
131: $DER.transformer.conv2.terminal_n.v[1] = $DER.transformer.conv2.V1[1] + transformer.conv2.terminal_n.i[1] * $DER.transformer.conv2.Z1[1] + $DER.transformer.conv2.terminal_n.i[1] * transformer.conv2.Z1[1] + (-transformer.conv2.terminal_n.i[2]) * $DER.transformer.conv2.Z1[2] - $DER.transformer.conv2.terminal_n.i[2] * transformer.conv2.Z1[2];
156: $DER.transformer.conv1.terminal_p.v[1] = 1.996792301523657 * $DER.transformer.conv1.V1[1];
135: $DER.transformer.conv2.terminal_p.v[1] = 1.996792301523657 * $DER.transformer.conv2.V1[1];
100: 0.0 = (-$DER.transformer.conv2.terminal_p.v[1]) - $DER.transformer.conv3.terminal_p.v[1] - $DER.transformer.conv1.terminal_p.v[1];
31: transformer.conv3.Z1[2] = transformer.conv3.Zp * transformer.conv3.XoverR / sqrt(1.0 + transformer.conv3.XoverR ^ 2.0);
32: transformer.conv3.Z1[1] = transformer.conv3.Zp / sqrt(1.0 + transformer.conv3.XoverR ^ 2.0);
86: $DER.transformer.conv3.terminal_n.v[1] = $DER.line1.terminal_p.phase[3].v[1] - $DER.line1.terminal_p.phase[1].v[1];
112: $DER.transformer.conv3.terminal_p.i[1] + 0.5008032128514056 * $DER.transformer.conv3.terminal_n.i[1] = 0.0;
111: $DER.transformer.conv3.terminal_p.i[2] + 0.5008032128514056 * $DER.transformer.conv3.terminal_n.i[2] = 0.0;
123: $DER.transformer.conv3.Z1[1] = 0.0;
122: $DER.transformer.conv3.Z1[2] = 0.0;
114: $DER.transformer.conv3.terminal_p.v[1] = 1.996792301523657 * $DER.transformer.conv3.V1[1];
61: loadRL.load3.i[2] = -0.0;
65: loadRL.load1.i[2] = -0.0;
27: transformer.conv3.terminal_p.i[2] + 0.5008032128514056 * transformer.conv3.terminal_n.i[2] = 0.0;
53: (-loadRL.load3.i[2]) - line2.i1[2] = -loadRL.load1.i[2];
17: line2.i1[2] - transformer.conv3.terminal_p.i[2] = -transformer.conv1.terminal_p.i[2];
110: $DER.transformer.conv3.terminal_n.v[1] = $DER.transformer.conv3.V1[1] + transformer.conv3.terminal_n.i[1] * $DER.transformer.conv3.Z1[1] + $DER.transformer.conv3.terminal_n.i[1] * transformer.conv3.Z1[1] + (-transformer.conv3.terminal_n.i[2]) * $DER.transformer.conv3.Z1[2] - $DER.transformer.conv3.terminal_n.i[2] * transformer.conv3.Z1[2];
43: transformer.conv1.terminal_p.i[2] + 0.5008032128514056 * transformer.conv1.terminal_n.i[2] = 0.0;
64: loadRL.load2.i[1] = -0.0;
52: (-loadRL.load1.i[1]) - line2.i2[1] = -loadRL.load2.i[1];
16: line2.i2[1] - transformer.conv1.terminal_p.i[1] = -transformer.conv2.terminal_p.i[1];
36: transformer.conv2.terminal_p.i[1] + 0.5008032128514056 * transformer.conv2.terminal_n.i[1] = 0.0;
62: loadRL.load3.i[1] = -0.0;
66: loadRL.load1.i[1] = -0.0;
28: transformer.conv3.terminal_p.i[1] + 0.5008032128514056 * transformer.conv3.terminal_n.i[1] = 0.0;
54: (-loadRL.load3.i[1]) - line2.i1[1] = -loadRL.load1.i[1];
18: line2.i1[1] - transformer.conv3.terminal_p.i[1] = -transformer.conv1.terminal_p.i[1];
2: (-transformer.conv2.terminal_n.i[1]) - line1.i3[1] = -transformer.conv3.terminal_n.i[1];
44: transformer.conv1.terminal_p.i[1] + 0.5008032128514056 * transformer.conv1.terminal_n.i[1] = 0.0;
294: source.vPhase[1].terminal.v[1] = 7199.557856794634 * cos(source.vPhase[1].phiSou);
1: (-transformer.conv2.terminal_n.i[2]) - line1.i3[2] = -transformer.conv3.terminal_n.i[2];
77: source.vPhase[1].terminal.v[2] - line1.terminal_p.phase[1].v[2] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$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];
3: (-transformer.conv1.terminal_n.i[2]) - line1.i2[2] = -transformer.conv2.terminal_n.i[2];
4: (-transformer.conv1.terminal_n.i[1]) - line1.i2[1] = -transformer.conv2.terminal_n.i[1];
5: (-transformer.conv3.terminal_n.i[2]) - line1.i1[2] = -transformer.conv1.terminal_n.i[2];
6: (-transformer.conv3.terminal_n.i[1]) - line1.i1[1] = -transformer.conv1.terminal_n.i[1];
76: source.vPhase[2].terminal.v[1] - line1.terminal_p.phase[2].v[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$line1.productAC1p({line1.Z23[1], line1.Z23[2]}, {line1.i3[1], line1.i3[2]})[1];
78: source.vPhase[1].terminal.v[1] - line1.terminal_p.phase[1].v[1] = Buildings.Electrical.AC.ThreePhasesUnbalanced.Lines.TwoPortMatrixRL$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];
8: transformer.conv3.terminal_n.v[1] = line1.terminal_p.phase[3].v[1] - line1.terminal_p.phase[1].v[1];
34: transformer.conv2.terminal_n.v[1] = transformer.conv2.V1[1] + transformer.conv2.terminal_n.i[1] * transformer.conv2.Z1[1] - transformer.conv2.terminal_n.i[2] * transformer.conv2.Z1[2];
12: transformer.conv1.terminal_n.v[1] = line1.terminal_p.phase[1].v[1] - line1.terminal_p.phase[2].v[1];
10: 0.0 = (-transformer.conv1.terminal_n.v[1]) - transformer.conv2.terminal_n.v[1] - transformer.conv3.terminal_n.v[1];
 for variables 
 $DER.line2.i2[1](263), transformer.conv2.Zp(17), node1.theta[2](137), $DER.transformer.conv3.terminal_n.v[2](304), source.vPhase[3].terminal.v[1](8), $DER.transformer.conv3.terminal_n.v[1](303), transformer.conv1.v_p(91), transformer.conv3.Z1[1](34), node3.wyeToDelta.delta.phase[1].v[1](117), transformer.conv3.P_n[2](27), node3.V[3](121), node4.V[2](110), $DER.transformer.conv3.Z1[2](312), node4.wyeToDelta.delta.phase[1].v[1](105), transformer.conv1.terminal_n.v[1](99), node3.wyeToDelta.delta.phase[1].v[2](116), loadRL.load3.i[2](144), source.vPhase[3].terminal.v[2](9), $DER.transformer.conv2.terminal_p.i[1](297), $DER.transformer.conv2.Z1[1](299), transformer.conv3.V1[2](31), node3.theta[1](120), node3.wyeToDelta.delta.phase[2].v[1](115), $DER.transformer.conv3.Z1[1](311), transformer.conv3.P_p[1](30), node2.V[3](133), node4.wyeToDelta.delta.phase[1].v[2](104), loadRL.load1.v[2](158), node2.V[1](135), $DER.transformer.conv2.V1[1](301), transformer.conv1.i_n(88), node3.wyeToDelta.delta.phase[3].v[2](112), node4.V[1](111), $DER.line1.terminal_p.phase[3].v[1](241), $DER.loadRL.load3.v[1](275), $DER.loadRL.load1.v[1](267), transformer.conv3.terminal_p.i[1](43), transformer.conv2.V1[1](57), node2.theta[3](130), transformer.conv1.eta(87), node4.wyeToDelta.delta.phase[3].v[2](100), node2.wyeToDelta.delta.phase[2].v[2](126), node1.theta[1](138), $DER.transformer.conv3.terminal_n.i[1](305), transformer.conv1.Z1[1](84), $DER.line1.terminal_p.phase[2].v[1](239), loadRL.load3.i[1](145), $DER.line1.terminal_p.phase[2].v[2](240), transformer.conv1.V1[1](82), transformer.conv1.PLoss[1](86), node3.wyeToDelta.delta.phase[3].v[1](113), transformer.conv2.IHigh(2), source.vPhase[2].terminal.v[2](7), transformer.conv2.P_p[2](54), transformer.conv2.P_n[1](53), transformer.conv2.i_p(64), line2.terminal_n.phase[3].v[2](166), err_V3[3](231), line1.terminal_p.phase[3].v[1](185), loadRL.load3.Q(12), source.vPhase[3].S[1](192), loadRL.load2.S[2](148), source.vPhase[3].S[2](191), transformer.conv1.PLoss[2](85), loadRL.load1.i[1](157), transformer.conv2.Z1[2](58), loadRL.load2.S[1](149), transformer.conv3.terminal_n.v[2](48), transformer.conv3.terminal_n.i[1](47), transformer.conv3.terminal_p.v[1](45), line2.i2[1](163), line2.i2[2](162), $DER.transformer.conv1.terminal_p.v[1](283), $DER.transformer.conv1.terminal_n.v[1](279), $DER.line2.i3[1](265), source.vPhase[3].phi(190), node1.wyeToDelta.delta.phase[2].v[2](21), $DER.line1.terminal_p.phase[1].v[2](238), err_V4[1](230), $DER.loadRL.load2.i[2](274), $DER.transformer.conv1.terminal_n.i[2](282), $DER.loadRL.load3.i[2](278), $DER.line2.i2[2](264), $DER.line2.i3[2](266), transformer.conv1.Zp(18), $DER.line2.i1[2](262), transformer.conv3.terminal_n.i[2](46), loadRL.load3.v[2](146), node4.theta[3](106), node4.wyeToDelta.delta.phase[2].v[1](103), node4.theta[2](107), loadRL.load3.v[1](147), transformer.conv3.terminal_p.i[2](42), source.vPhase[2].S[1](195), transformer.conv2.PLoss[1](61), err_Theta3[2](223), source.vPhase[2].phi(193), transformer.conv2.v_n(65), source.vPhase[2].S[2](194), line2.terminal_p.phase[3].v[2](172), transformer.conv3.S_n(25), transformer.conv3.S_p(26), loadRL.load2.i[2](150), line1.terminal_p.phase[3].v[2](184), line2.terminal_n.phase[1].v[2](170), line1.i1[2](182), line1.i2[2](180), line1.terminal_p.phase[2].v[2](186), node2.wyeToDelta.delta.phase[1].v[1](129), node2.wyeToDelta.delta.phase[3].v[2](124), node3.theta[3](118), node1.V[2](140), $DER.transformer.conv3.terminal_p.v[1](307), line2.terminal_n.phase[2].v[2](168), transformer.conv3.P_n[1](28), node2.wyeToDelta.delta.phase[2].v[1](127), node1.V[3](139), $DER.transformer.conv3.terminal_n.i[2](306), node4.theta[1](108), node1.theta[3](136), node2.wyeToDelta.delta.phase[3].v[1](125), node3.theta[2](119), node1.V[1](141), $DER.transformer.conv3.terminal_p.v[2](308), $DER.transformer.conv2.terminal_n.v[2](292), transformer.conv3.P_p[2](29), node2.theta[1](132), $DER.transformer.conv2.terminal_n.v[1](291), line2.i3[2](160), $DER.transformer.conv2.terminal_n.i[1](293), $DER.transformer.conv2.terminal_n.i[2](294), $DER.transformer.conv2.terminal_p.v[1](295), $DER.transformer.conv2.terminal_p.v[2](296), loadRL.load1.v[1](159), line2.i3[1](161), $DER.transformer.conv2.terminal_p.i[2](298), transformer.conv3.V1[1](32), $DER.transformer.conv2.V1[2](302), $DER.transformer.conv2.Z1[2](300), loadRL.load1.Q(10), transformer.conv1.IscHigh(13), transformer.conv2.IscHigh(14), transformer.conv1.terminal_p.i[2](92)
Notification: Performance of <failed> postOpt replaceHomotopyWithSimplified (initialization): time 0.01267/1.392, allocations: 6.393 MB / 0.8299 GB, free: 123.8 MB / 0.6022 GB
Error: post-optimization module replaceHomotopyWithSimplified (initialization) failed.
Error: No system for the symbolic initialization was generated