Running: ./testmodel.py --libraries=/home/hudson/saved_omc/libraries/.openmodelica/libraries --ompython_omhome=/usr Buildings_maint.7.0.x_Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.conf.json
loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo", uses=false)
loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo", uses=false)
loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.3+maint.om/package.mo", uses=false)
loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Buildings 7.0.3-maint.7.0.x/package.mo", uses=false)
Using package Buildings with version 7.0.3 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Buildings 7.0.3-maint.7.0.x/package.mo)
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 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo)
Using package ModelicaServices with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo)
Running command: translateModel(Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL,tolerance=1e-06,outputFormat="empty",numberOfIntervals=5000,variableFilter="",fileNamePrefix="Buildings_maint.7.0.x_Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL")
translateModel(Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL,tolerance=1e-06,outputFormat="empty",numberOfIntervals=5000,variableFilter="",fileNamePrefix="Buildings_maint.7.0.x_Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL")
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo): time 0.001251/0.001251, allocations: 105.3 kB / 16.42 MB, free: 6.461 MB / 14.72 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo): time 0.001287/0.001287, allocations: 192.2 kB / 17.36 MB, free: 5.73 MB / 14.72 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.3+maint.om/package.mo): time 1.298/1.298, allocations: 205.1 MB / 223.2 MB, free: 12.24 MB / 190.1 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Buildings 7.0.3-maint.7.0.x/package.mo): time 1.293/1.293, allocations: 251.7 MB / 0.51 GB, free: 400 kB / 430.1 MB
Notification: Performance of FrontEnd - Absyn->SCode: time 3.27e-05/3.27e-05, allocations: 9.734 kB / 0.7264 GB, free: 4.723 MB / 0.5606 GB
Notification: Performance of NFInst.instantiate(Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL): time 0.006933/0.006974, allocations: 5.511 MB / 0.7318 GB, free: 15.18 MB / 0.5762 GB
Notification: Performance of NFInst.instExpressions: time 0.00412/0.01111, allocations: 2.666 MB / 0.7344 GB, free: 12.5 MB / 0.5762 GB
Notification: Performance of NFInst.updateImplicitVariability: time 0.0004431/0.01157, allocations: 19.88 kB / 0.7344 GB, free: 12.48 MB / 0.5762 GB
Notification: Performance of NFTyping.typeComponents: time 0.001698/0.01327, allocations: 0.6827 MB / 0.7351 GB, free: 11.8 MB / 0.5762 GB
Notification: Performance of NFTyping.typeBindings: time 0.001002/0.01428, allocations: 409.7 kB / 0.7354 GB, free: 11.4 MB / 0.5762 GB
Notification: Performance of NFTyping.typeClassSections: time 0.001093/0.01546, allocations: 418 kB / 0.7358 GB, free: 10.99 MB / 0.5762 GB
Notification: Performance of NFFlatten.flatten: time 0.001603/0.01707, allocations: 1.057 MB / 0.7369 GB, free: 9.934 MB / 0.5762 GB
Notification: Performance of NFFlatten.resolveConnections: time 0.0007023/0.01778, allocations: 410.6 kB / 0.7373 GB, free: 9.531 MB / 0.5762 GB
Notification: Performance of NFEvalConstants.evaluate: time 0.0006367/0.01843, allocations: 366.6 kB / 0.7376 GB, free: 9.172 MB / 0.5762 GB
Notification: Performance of NFSimplifyModel.simplify: time 0.0005501/0.01899, allocations: 318.5 kB / 0.7379 GB, free: 8.859 MB / 0.5762 GB
Notification: Performance of NFPackage.collectConstants: time 8.382e-05/0.01908, allocations: 44 kB / 0.738 GB, free: 8.816 MB / 0.5762 GB
Notification: Performance of NFFlatten.collectFunctions: time 0.0006937/0.01978, allocations: 319.3 kB / 0.7383 GB, free: 8.504 MB / 0.5762 GB
Notification: Performance of combineBinaries: time 0.0009125/0.0207, allocations: 1.016 MB / 0.7393 GB, free: 7.477 MB / 0.5762 GB
Notification: Performance of replaceArrayConstructors: time 0.000584/0.0213, allocations: 0.6706 MB / 0.7399 GB, free: 6.797 MB / 0.5762 GB
Notification: Performance of NFVerifyModel.verify: time 0.0002042/0.02151, allocations: 107.6 kB / 0.74 GB, free: 6.691 MB / 0.5762 GB
Notification: Performance of FrontEnd: time 6.426e-05/0.02158, allocations: 15.94 kB / 0.74 GB, free: 6.676 MB / 0.5762 GB
Notification: Model statistics after passing the front-end and creating the data structures used by the back-end:
 * Number of equations: 140 (108)
 * Number of variables: 140 (104)
Notification: Performance of Bindings: time 0.002528/0.02411, allocations: 2.633 MB / 0.7426 GB, free: 3.918 MB / 0.5762 GB
Notification: Performance of FunctionAlias: time 0.0001685/0.02429, allocations: 127.7 kB / 0.7427 GB, free: 3.793 MB / 0.5762 GB
Notification: Performance of Early Inline: time 0.001498/0.02579, allocations: 1.452 MB / 0.7441 GB, free: 2.312 MB / 0.5762 GB
Notification: Performance of simplify1: time 0.0001611/0.02596, allocations: 115.8 kB / 0.7443 GB, free: 2.199 MB / 0.5762 GB
Notification: Performance of Alias: time 0.001804/0.02777, allocations: 1.709 MB / 0.7459 GB, free: 192 kB / 0.5762 GB
Notification: Performance of simplify2: time 0.0001489/0.02793, allocations: 99.86 kB / 0.746 GB, free: 92 kB / 0.5762 GB
Notification: Performance of Events: time 0.0002302/0.02817, allocations: 147.7 kB / 0.7462 GB, free: 15.95 MB / 0.5919 GB
Notification: Performance of Detect States: time 0.000439/0.02862, allocations: 391 kB / 0.7465 GB, free: 15.55 MB / 0.5919 GB
Notification: Performance of Partitioning: time 0.0005694/0.0292, allocations: 0.5028 MB / 0.747 GB, free: 15.02 MB / 0.5919 GB
Error: Internal error NBSlice.fillDependencyArray failed because number of flattened indices 1 for dependency load_sc_2.X could not be divided by the body size 2 without rest.
Error: Internal error NBAdjacency.Matrix.createPseudo failed for:
[ARRY] (2) load_sc_2.terminal.v = {{load_sc_2.R, -load_sc_2.X} * load_sc_2.terminal.i, {load_sc_2.X, load_sc_2.R} * load_sc_2.terminal.i} ($RES_SIM_59)
Error: Internal error NBAdjacency.Matrix.create failed to create adjacency matrix for system:
System Variables (76/121)
***************************
(1)       [DER-] (1) Real $DER.load_sc_1.theRef
(2)       [ALGB] (2) Real[2] RL_3.terminal_p.v
(3)       [ALGB] (2) Real[2] E.terminal.v
(4)       [ALGB] (2) flow Real[2] R_1.terminal_p.i (start = {0.0 for $i1 in 1:2})
(5)       [ALGB] (1) Real[1] L_1.terminal_p.theta
(6)       [ALGB] (2) flow Real[2] load_sc_1.terminal.i (start = {0.0 for $i1 in 1:2})
(7)       [ALGB] (2) Real[2] load_sc_1.S = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.load_sc_1.PhaseSystem.phasePowers_vi(load_sc_1.v, -load_sc_1.i)
(8)       [ALGB] (2) Real[2] R_1.terminal_n.v
(9)       [ALGB] (1) protected Real load_sc_2.omega
(10)      [ALGB] (1) protected Real load_sc_1.X (start = 1.0)
(11)      [ALGB] (1) Real[1] RL_3.terminal_n.theta
(12)      [ALGB] (1) Real[1] R_1.terminal_p.theta
(13)      [ALGB] (1) Real[1] RL_2.terminal_p.theta
(14)      [ALGB] (2) protected Real[2] RL_2.i_p (start = RL_2.i_start, StateSelect = prefer)
(15)      [DER-] (1) Real $DER.load_sc_2.theRef
(16)      [ALGB] (2) flow Real[2] R_1.terminal_n.i (start = {0.0 for $i1 in 1:2})
(17)      [ALGB] (2) Real[2] E.S = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.E.PhaseSystem.phasePowers_vi(E.terminal.v, E.terminal.i)
(18)      [ALGB] (2) Real[2] load_sc_3.S = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.load_sc_3.PhaseSystem.phasePowers_vi(load_sc_3.v, -load_sc_3.i)
(19)      [ALGB] (1) protected Real load_sc_1.omega
(20)      [ALGB] (2) Real[2] load_sc_1.i = load_sc_1.terminal.i (start = {0.0 for $i1 in 1:2})
(21)      [ALGB] (1) protected Real load_sc_3.X (start = 1.0)
(22)      [ALGB] (2) flow Real[2] RL_2.terminal_n.i (start = {0.0 for $i1 in 1:2})
(23)      [ALGB] (1) Real[1] E.terminal.theta
(24)      [ALGB] (1) Real[1] load_sc_2.terminal.theta
(25)      [DER-] (1) Real $DER.load_sc_3.theRef
(26)      [ALGB] (2) Real[2] load_sc_1.v = load_sc_1.terminal.v (start = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.load_sc_1.PhaseSystem.phaseVoltages(load_sc_1.V_nominal, 0.0))
(27)      [DER-] (2) Real[2] $DER.RL_3.i_p
(28)      [ALGB] (4) Real[2, 2] $FUN_3
(29)      [ALGB] (4) Real[2, 2] $FUN_2
(30)      [ALGB] (4) Real[2, 2] $FUN_1
(31)      [DER-] (1) Real $DER.L_1.theRef
(32)      [ALGB] (2) Real[2] load_sc_3.i = load_sc_3.terminal.i (start = {0.0 for $i1 in 1:2})
(33)      [ALGB] (2) Real[2] RL_2.terminal_n.v
(34)      [ALGB] (1) Real[1] RL_3.terminal_p.theta
(35)      [ALGB] (1) Real[1] R_1.terminal_n.theta
(36)      [ALGB] (2) flow Real[2] RL_2.terminal_p.i (start = {0.0 for $i1 in 1:2})
(37)      [ALGB] (1) Real RL_2.R_actual
(38)      [ALGB] (2) Real[2] load_sc_3.v = load_sc_3.terminal.v (start = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.load_sc_3.PhaseSystem.phaseVoltages(load_sc_3.V_nominal, 0.0))
(39)      [DER-] (1) Real $DER.RL_2.theRef
(40)      [ALGB] (2) Real[2] load_sc_3.terminal.v
(41)      [ALGB] (2) Real[2] L_1.terminal_p.v
(42)      [ALGB] (2) Real[2] RL_2.terminal_p.v
(43)      [ALGB] (1) Real[1] load_sc_1.terminal.theta
(44)      [ALGB] (1) protected Real RL_3.omega
(45)      [ALGB] (1) protected Real L_1.omega
(46)      [ALGB] (1) Real RL_3.LossPower
(47)      [ALGB] (2) flow Real[2] load_sc_3.terminal.i (start = {0.0 for $i1 in 1:2})
(48)      [ALGB] (1) Real R_1.R_actual
(49)      [ALGB] (2) Real[2] load_sc_2.S = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.load_sc_2.PhaseSystem.phasePowers_vi(load_sc_2.v, -load_sc_2.i)
(50)      [ALGB] (2) flow Real[2] L_1.terminal_p.i (start = {0.0 for $i1 in 1:2})
(51)      [ALGB] (1) Real R_1.LossPower
(52)      [ALGB] (1) protected Real load_sc_2.X (start = 1.0)
(53)      [DER-] (1) Real $DER.RL_3.theRef
(54)      [ALGB] (2) Real[2] L_1.terminal_n.v
(55)      [ALGB] (1) protected Real RL_2.omega
(56)      [ALGB] (2) Real[2] load_sc_2.terminal.v
(57)      [DISC] (1) Boolean $SEV_3
(58)      [ALGB] (2) flow Real[2] RL_3.terminal_n.i (start = {0.0 for $i1 in 1:2})
(59)      [DISC] (1) Boolean $SEV_2
(60)      [DISC] (1) Boolean $SEV_1
(61)      [ALGB] (1) Real[1] L_1.terminal_n.theta
(62)      [ALGB] (2) flow Real[2] L_1.terminal_n.i (start = {0.0 for $i1 in 1:2})
(63)      [ALGB] (2) Real[2] load_sc_2.i = load_sc_2.terminal.i (start = {0.0 for $i1 in 1:2})
(64)      [ALGB] (2) flow Real[2] load_sc_2.terminal.i (start = {0.0 for $i1 in 1:2})
(65)      [ALGB] (2) Real[2] RL_3.terminal_n.v
(66)      [ALGB] (1) Real[1] load_sc_3.terminal.theta
(67)      [ALGB] (1) Real[1] RL_2.terminal_n.theta
(68)      [ALGB] (2) Real[2] load_sc_2.v = load_sc_2.terminal.v (start = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.load_sc_2.PhaseSystem.phaseVoltages(load_sc_2.V_nominal, 0.0))
(69)      [ALGB] (2) flow Real[2] RL_3.terminal_p.i (start = {0.0 for $i1 in 1:2})
(70)      [ALGB] (2) flow Real[2] E.terminal.i (start = {0.0 for $i1 in 1:2})
(71)      [ALGB] (2) Real[2] R_1.terminal_p.v
(72)      [ALGB] (2) Real[2] load_sc_1.terminal.v
(73)      [ALGB] (1) Real RL_3.R_actual
(74)      [ALGB] (1) protected Real load_sc_3.omega
(75)      [ALGB] (1) Real E.phi = Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.E.PhaseSystem.phase(E.terminal.v) - Buildings.Electrical.AC.ThreePhasesBalanced.Lines.Examples.ACLine_RL.E.PhaseSystem.phase(-E.terminal.i)
(76)      [ALGB] (1) Real RL_2.LossPower


System Equations (80/121)
***************************
(1)       [SCAL] (1) load_sc_3.theRef = load_sc_3.terminal.theta[1] ($RES_SIM_15)
(2)       [SCAL] (1) RL_3.R_actual = (10.0 * (RL_3.M + ((-273.15) + RL_3.T))) / (RL_3.M + ((-273.15) + RL_3.T_ref)) ($RES_SIM_17)
(3)       [ARRY] (1) RL_3.terminal_p.theta = RL_3.terminal_n.theta ($RES_SIM_19)
(4)       [SCAL] (1) RL_2.terminal_n.i[1] + RL_3.terminal_n.i[1] + E.terminal.i[1] + R_1.terminal_n.i[1] = 0.0 ($RES_SIM_90)
(5)       [SCAL] (1) E.terminal.v[2] = R_1.terminal_n.v[2] ($RES_SIM_91)
(6)       [SCAL] (1) E.terminal.v[2] = RL_2.terminal_n.v[2] ($RES_SIM_92)
(7)       [SCAL] (1) E.terminal.v[2] = RL_3.terminal_n.v[2] ($RES_SIM_93)
(8)       [SCAL] (1) E.terminal.v[1] = R_1.terminal_n.v[1] ($RES_SIM_94)
(9)       [ARRY] (2) load_sc_2.terminal.v = {{load_sc_2.R, -load_sc_2.X} * load_sc_2.terminal.i, {load_sc_2.X, load_sc_2.R} * load_sc_2.terminal.i} ($RES_SIM_59)
(10)      [SCAL] (1) E.terminal.v[1] = RL_2.terminal_n.v[1] ($RES_SIM_95)
(11)      [SCAL] (1) E.terminal.v[1] = RL_3.terminal_n.v[1] ($RES_SIM_96)
(12)      [SCAL] (1) E.terminal.theta[1] = R_1.terminal_n.theta[1] ($RES_SIM_97)
(13)      [SCAL] (1) E.terminal.theta[1] = RL_2.terminal_n.theta[1] ($RES_SIM_98)
(14)      [SCAL] (1) E.terminal.theta[1] = RL_3.terminal_n.theta[1] ($RES_SIM_99)
(15)      [ARRY] (2) load_sc_1.v = load_sc_1.terminal.v ($RES_BND_110)
(16)      [ARRY] (2) load_sc_1.i = load_sc_1.terminal.i ($RES_BND_111)
(17)      [ARRY] (2) load_sc_1.S = {load_sc_1.v[1] * (-load_sc_1.i)[1] + load_sc_1.v[2] * (-load_sc_1.i)[2], load_sc_1.v[2] * (-load_sc_1.i)[1] - load_sc_1.v[1] * (-load_sc_1.i)[2]} ($RES_BND_112)
(18)      [FOR-] (2) ($RES_SIM_100)
(18)      [----] for $i1 in 1:2 loop
(18)      [----]   [SCAL] (1) L_1.terminal_p.i[$i1] + load_sc_1.terminal.i[$i1] = 0.0 ($RES_SIM_101)
(18)      [----] end for;
(19)      [ARRY] (2) load_sc_2.v = load_sc_2.terminal.v ($RES_BND_113)
(20)      [ARRY] (2) load_sc_2.i = load_sc_2.terminal.i ($RES_BND_114)
(21)      [SCAL] (1) RL_3.LossPower = RL_3.R_actual * (RL_3.i_p[1] ^ 2.0 + RL_3.i_p[2] ^ 2.0) ($RES_SIM_20)
(22)      [ARRY] (2) L_1.terminal_p.v = load_sc_1.terminal.v ($RES_SIM_102)
(23)      [ARRY] (2) load_sc_2.S = {load_sc_2.v[1] * (-load_sc_2.i)[1] + load_sc_2.v[2] * (-load_sc_2.i)[2], load_sc_2.v[2] * (-load_sc_2.i)[1] - load_sc_2.v[1] * (-load_sc_2.i)[2]} ($RES_BND_115)
(24)      [ARRY] (2) 0.026525823848649224 * RL_3.omega * {-RL_3.i_p[2], RL_3.i_p[1]} + 0.026525823848649224 * $DER.RL_3.i_p + RL_3.i_p * $FUN_3 = RL_3.terminal_p.v - RL_3.terminal_n.v ($RES_SIM_21)
(25)      [ARRY] (1) L_1.terminal_p.theta = load_sc_1.terminal.theta ($RES_SIM_103)
(26)      [ARRY] (2) load_sc_3.v = load_sc_3.terminal.v ($RES_BND_116)
(27)      [ARRY] (2) RL_3.i_p = RL_3.terminal_p.i ($RES_SIM_22)
(28)      [FOR-] (2) ($RES_SIM_104)
(28)      [----] for $i1 in 1:2 loop
(28)      [----]   [SCAL] (1) R_1.terminal_p.i[$i1] + L_1.terminal_n.i[$i1] = 0.0 ($RES_SIM_105)
(28)      [----] end for;
(29)      [ARRY] (2) load_sc_3.i = load_sc_3.terminal.i ($RES_BND_117)
(30)      [ARRY] (2) RL_3.terminal_p.i = -RL_3.terminal_n.i ($RES_SIM_23)
(31)      [ARRY] (2) load_sc_3.S = {load_sc_3.v[1] * (-load_sc_3.i)[1] + load_sc_3.v[2] * (-load_sc_3.i)[2], load_sc_3.v[2] * (-load_sc_3.i)[1] - load_sc_3.v[1] * (-load_sc_3.i)[2]} ($RES_BND_118)
(32)      [SCAL] (1) RL_3.omega = $DER.RL_3.theRef ($RES_SIM_24)
(33)      [ARRY] (2) R_1.terminal_p.v = L_1.terminal_n.v ($RES_SIM_106)
(34)      [SCAL] (1) load_sc_2.X = load_sc_2.omega * load_sc_2.L ($RES_SIM_60)
(35)      [SCAL] (1) RL_3.theRef = RL_3.terminal_p.theta[1] ($RES_SIM_25)
(36)      [ARRY] (1) R_1.terminal_p.theta = L_1.terminal_n.theta ($RES_SIM_107)
(37)      [SCAL] (1) load_sc_2.omega = $DER.load_sc_2.theRef ($RES_SIM_61)
(38)      [ARRY] (2) L_1.terminal_p.i = -L_1.terminal_n.i ($RES_SIM_26)
(39)      [SCAL] (1) load_sc_2.theRef = load_sc_2.terminal.theta[1] ($RES_SIM_62)
(40)      [ARRY] (1) L_1.terminal_p.theta = L_1.terminal_n.theta ($RES_SIM_27)
(41)      [ARRY] (2) 0.026525823848649224 * L_1.omega * {-L_1.terminal_p.i[2], L_1.terminal_p.i[1]} = L_1.terminal_p.v - L_1.terminal_n.v ($RES_SIM_28)
(42)      [SCAL] (1) L_1.omega = $DER.L_1.theRef ($RES_SIM_29)
(43)      [SCAL] (1) L_1.theRef = L_1.terminal_p.theta[1] ($RES_SIM_30)
(44)      [ARRY] (2) R_1.terminal_p.i = -R_1.terminal_n.i ($RES_SIM_32)
(45)      [SCAL] (1) R_1.R_actual = (10.0 * (R_1.M + ((-273.15) + R_1.T))) / (R_1.M + ((-273.15) + R_1.T_ref)) ($RES_SIM_33)
(46)      [ARRY] (1) R_1.terminal_p.theta = R_1.terminal_n.theta ($RES_SIM_35)
(47)      [SCAL] (1) R_1.LossPower = R_1.R_actual * (R_1.terminal_p.i[1] ^ 2.0 + R_1.terminal_p.i[2] ^ 2.0) ($RES_SIM_36)
(48)      [ARRY] (2) R_1.terminal_p.v - R_1.terminal_n.v = R_1.terminal_p.i * $FUN_2 ($RES_SIM_37)
(49)      [ARRY] (4) $FUN_1 = diagonal(fill(1.0, 2) .* RL_2.R_actual) ($RES_$AUX_121)
(50)      [ARRY] (2) load_sc_1.terminal.v = {{load_sc_1.R, -load_sc_1.X} * load_sc_1.terminal.i, {load_sc_1.X, load_sc_1.R} * load_sc_1.terminal.i} ($RES_SIM_74)
(51)      [SCAL] (1) RL_2.R_actual = (10.0 * (RL_2.M + ((-273.15) + RL_2.T))) / (RL_2.M + ((-273.15) + RL_2.T_ref)) ($RES_SIM_39)
(52)      [ARRY] (4) $FUN_2 = diagonal(fill(1.0, 2) .* R_1.R_actual) ($RES_$AUX_120)
(53)      [SCAL] (1) load_sc_1.X = load_sc_1.omega * load_sc_1.L ($RES_SIM_75)
(54)      [SCAL] (1) load_sc_1.omega = $DER.load_sc_1.theRef ($RES_SIM_76)
(55)      [SCAL] (1) load_sc_1.theRef = load_sc_1.terminal.theta[1] ($RES_SIM_77)
(56)      [ARRY] (2) E.terminal.v = {E.V * cos(E.phiSou), E.V * sin(E.phiSou)} ($RES_SIM_78)
(57)      [ARRY] (4) $FUN_3 = diagonal(fill(1.0, 2) .* RL_3.R_actual) ($RES_$AUX_119)
(58)      [ARRY] (1) RL_2.terminal_p.theta = RL_2.terminal_n.theta ($RES_SIM_41)
(59)      [SCAL] (1) RL_2.LossPower = RL_2.R_actual * (RL_2.i_p[1] ^ 2.0 + RL_2.i_p[2] ^ 2.0) ($RES_SIM_42)
(60)      [ARRY] (2) 0.026525823848649224 * RL_2.omega * {-RL_2.i_p[2], RL_2.i_p[1]} + RL_2.i_p * $FUN_1 = RL_2.terminal_p.v - RL_2.terminal_n.v ($RES_SIM_43)
(61)      [ARRY] (2) RL_2.i_p = RL_2.terminal_p.i ($RES_SIM_44)
(62)      [SCAL] (1) E.terminal.theta[1] = 6.283185307179586 * E.f * time ($RES_SIM_80)
(63)      [ARRY] (2) RL_2.terminal_p.i = -RL_2.terminal_n.i ($RES_SIM_45)
(64)      [FOR-] (2) ($RES_SIM_81)
(64)      [----] for $i1 in 1:2 loop
(64)      [----]   [SCAL] (1) RL_3.terminal_p.i[$i1] + load_sc_3.terminal.i[$i1] = 0.0 ($RES_SIM_82)
(64)      [----] end for;
(65)      [SCAL] (1) RL_2.omega = $DER.RL_2.theRef ($RES_SIM_46)
(66)      [SCAL] (1) RL_2.theRef = RL_2.terminal_p.theta[1] ($RES_SIM_47)
(67)      [ARRY] (2) RL_3.terminal_p.v = load_sc_3.terminal.v ($RES_SIM_83)
(68)      [ARRY] (1) RL_3.terminal_p.theta = load_sc_3.terminal.theta ($RES_SIM_84)
(69)      [FOR-] (2) ($RES_SIM_85)
(69)      [----] for $i1 in 1:2 loop
(69)      [----]   [SCAL] (1) RL_2.terminal_p.i[$i1] + load_sc_2.terminal.i[$i1] = 0.0 ($RES_SIM_86)
(69)      [----] end for;
(70)      [SCAL] (1) $SEV_1 = RL_3.R_actual >= 0.0 ($RES_EVT_123)
(71)      [SCAL] (1) $SEV_2 = R_1.R_actual >= 0.0 ($RES_EVT_124)
(72)      [ARRY] (2) RL_2.terminal_p.v = load_sc_2.terminal.v ($RES_SIM_87)
(73)      [SCAL] (1) $SEV_3 = RL_2.R_actual >= 0.0 ($RES_EVT_125)
(74)      [ARRY] (1) RL_2.terminal_p.theta = load_sc_2.terminal.theta ($RES_SIM_88)
(75)      [SCAL] (1) RL_2.terminal_n.i[2] + RL_3.terminal_n.i[2] + E.terminal.i[2] + R_1.terminal_n.i[2] = 0.0 ($RES_SIM_89)
(76)      [ARRY] (2) load_sc_3.terminal.v = {{load_sc_3.R, -load_sc_3.X} * load_sc_3.terminal.i, {load_sc_3.X, load_sc_3.R} * load_sc_3.terminal.i} ($RES_SIM_12)
(77)      [SCAL] (1) load_sc_3.X = load_sc_3.omega * load_sc_3.L ($RES_SIM_13)
(78)      [ARRY] (2) E.S = {E.terminal.v[1] * E.terminal.i[1] + E.terminal.v[2] * E.terminal.i[2], E.terminal.v[2] * E.terminal.i[1] - E.terminal.v[1] * E.terminal.i[2]} ($RES_BND_108)
(79)      [SCAL] (1) load_sc_3.omega = $DER.load_sc_3.theRef ($RES_SIM_14)
(80)      [SCAL] (1) E.phi = atan2(E.terminal.v[2], E.terminal.v[1]) - atan2((-E.terminal.i)[2], (-E.terminal.i)[1]) ($RES_BND_109)