Running: ./testmodel.py --libraries=/home/hudson/saved_omc/libraries/.openmodelica/libraries/ --ompython_omhome=/usr Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.conf.json
loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 3.2.3+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/ModelicaServices 3.2.3+maint.om/package.mo", uses=false)
Using package ModelicaServices with version 3.2.3 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 3.2.3+maint.om/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 3.2.3 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 3.2.3+maint.om/package.mo)
Running command: "" <> buildModelFMU(Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1,fileNamePrefix="Modelica_3_2_3_cpp_Modelica_Magnetic_FluxTubes_Examples_Hysteresis_SinglePhaseTransformerWithHysteresis1",fmuType="me",version="2.0",platforms={"static"})
"" <> buildModelFMU(Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1,fileNamePrefix="Modelica_3_2_3_cpp_Modelica_Magnetic_FluxTubes_Examples_Hysteresis_SinglePhaseTransformerWithHysteresis1",fmuType="me",version="2.0",platforms={"static"})
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 3.2.3+maint.om/package.mo): time 0.000896/0.0008959, allocations: 175.1 kB / 16.72 MB, free: 5.078 MB / 13.93 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 3.2.3+maint.om/package.mo): time 1.239/1.239, allocations: 205.4 MB / 222.9 MB, free: 9.016 MB / 186.7 MB
Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 3.2.3+maint.om/package.mo): time 0.0008826/0.0008825, allocations: 88.92 kB / 271.2 MB, free: 8.254 MB / 218.7 MB
Notification: Performance of FrontEnd - loaded program: time 0.0003028/0.0003029, allocations: 8 kB / 327.6 MB, free: 15.78 MB / 282.7 MB
Notification: Performance of FrontEnd - Absyn->SCode: time 0.1909/0.1912, allocations: 47.56 MB / 375.2 MB, free: 45.44 MB / 298.7 MB
Notification: Performance of NFInst.instantiate(Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1): time 0.003665/0.195, allocations: 2.868 MB / 378.1 MB, free: 43.2 MB / 298.7 MB
Notification: Performance of NFInst.instExpressions: time 0.002176/0.1972, allocations: 1.329 MB / 379.4 MB, free: 42.18 MB / 298.7 MB
Notification: Performance of NFInst.updateImplicitVariability: time 0.0003733/0.1976, allocations: 3.875 kB / 379.4 MB, free: 42.18 MB / 298.7 MB
Notification: Performance of NFTyping.typeComponents: time 0.00271/0.2003, allocations: 1.717 MB / 381.1 MB, free: 41.34 MB / 298.7 MB
Notification: Performance of NFTyping.typeBindings: time 0.0005259/0.2008, allocations: 137.7 kB / 381.2 MB, free: 41.22 MB / 298.7 MB
Notification: Performance of NFTyping.typeClassSections: time 0.0006625/0.2015, allocations: 229.2 kB / 381.5 MB, free: 41.07 MB / 298.7 MB
Notification: Performance of NFFlatten.flatten: time 0.002026/0.2036, allocations: 1.401 MB / 382.9 MB, free: 40.41 MB / 298.7 MB
Notification: Performance of NFFlatten.resolveConnections: time 0.0002443/0.2038, allocations: 115 kB / 383 MB, free: 40.34 MB / 298.7 MB
Notification: Performance of NFEvalConstants.evaluate: time 0.000563/0.2044, allocations: 287.6 kB / 383.3 MB, free: 40.21 MB / 298.7 MB
Notification: Performance of NFSimplifyModel.simplify: time 0.0005472/0.2049, allocations: 308.6 kB / 383.6 MB, free: 40.05 MB / 298.7 MB
Notification: Performance of NFPackage.collectConstants: time 0.0002001/0.2052, allocations: 22.03 kB / 383.6 MB, free: 40.05 MB / 298.7 MB
Notification: Performance of NFFlatten.collectFunctions: time 0.0003194/0.2055, allocations: 50.61 kB / 383.6 MB, free: 40.04 MB / 298.7 MB
Notification: Performance of NFScalarize.scalarize: time 0.000599/0.2061, allocations: 0.8321 MB / 384.5 MB, free: 39.41 MB / 298.7 MB
Notification: Performance of NFVerifyModel.verify: time 0.0006949/0.2068, allocations: 0.8512 MB / 385.3 MB, free: 38.54 MB / 298.7 MB
Notification: Performance of NFConvertDAE.convert: time 0.001309/0.2081, allocations: 2.087 MB / 387.4 MB, free: 36.45 MB / 298.7 MB
Notification: Performance of FrontEnd - DAE generated: time 5.751e-06/0.2081, allocations: 0 / 387.4 MB, free: 36.45 MB / 298.7 MB
Notification: Performance of FrontEnd: time 1.463e-06/0.2081, allocations: 0 / 387.4 MB, free: 36.45 MB / 298.7 MB
Notification: Performance of Transformations before backend: time 7.339e-05/0.2082, allocations: 4 kB / 387.4 MB, free: 36.45 MB / 298.7 MB
Notification: Model statistics after passing the front-end and creating the data structures used by the back-end:
 * Number of equations: 89
 * Number of variables: 89
Notification: Performance of Generate backend data structure: time 0.003295/0.2115, allocations: 2.407 MB / 389.8 MB, free: 33.98 MB / 298.7 MB
Notification: Performance of prepare preOptimizeDAE: time 3.819e-05/0.2116, allocations: 12.02 kB / 389.8 MB, free: 33.97 MB / 298.7 MB
Notification: Performance of preOpt introduceOutputAliases (simulation): time 0.0001061/0.2117, allocations: 78.66 kB / 389.9 MB, free: 33.88 MB / 298.7 MB
Notification: Performance of preOpt normalInlineFunction (simulation): time 0.0002136/0.2119, allocations: 281.3 kB / 390.2 MB, free: 33.61 MB / 298.7 MB
Notification: Performance of preOpt evaluateParameters (simulation): time 0.001823/0.2137, allocations: 1.812 MB / 392 MB, free: 31.73 MB / 298.7 MB
Notification: Performance of preOpt simplifyIfEquations (simulation): time 6.251e-05/0.2138, allocations: 74.94 kB / 392.1 MB, free: 31.66 MB / 298.7 MB
Notification: Performance of preOpt expandDerOperator (simulation): time 0.0001487/0.214, allocations: 43.98 kB / 392.1 MB, free: 31.61 MB / 298.7 MB
Notification: Performance of preOpt clockPartitioning (simulation): time 0.0006207/0.2146, allocations: 391 kB / 392.5 MB, free: 31.22 MB / 298.7 MB
Notification: Performance of preOpt findStateOrder (simulation): time 1.761e-05/0.2146, allocations: 3.938 kB / 392.5 MB, free: 31.21 MB / 298.7 MB
Notification: Performance of preOpt replaceEdgeChange (simulation): time 3.283e-05/0.2146, allocations: 16 kB / 392.5 MB, free: 31.2 MB / 298.7 MB
Notification: Performance of preOpt inlineArrayEqn (simulation): time 7.725e-06/0.2147, allocations: 8 kB / 392.5 MB, free: 31.19 MB / 298.7 MB
Notification: Performance of preOpt removeEqualRHS (simulation): time 0.0005926/0.2153, allocations: 335.8 kB / 392.8 MB, free: 30.86 MB / 298.7 MB
Notification: Performance of preOpt removeSimpleEquations (simulation): time 0.003073/0.2183, allocations: 2.915 MB / 395.8 MB, free: 27.85 MB / 298.7 MB
Notification: Performance of preOpt comSubExp (simulation): time 0.0005072/0.2189, allocations: 317.6 kB / 396.1 MB, free: 27.52 MB / 298.7 MB
Notification: Performance of preOpt resolveLoops (simulation): time 0.0002619/0.2191, allocations: 165.6 kB / 396.2 MB, free: 27.36 MB / 298.7 MB
Notification: Performance of preOpt evalFunc (simulation): time 3.387e-05/0.2192, allocations: 11.92 kB / 396.2 MB, free: 27.34 MB / 298.7 MB
Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 1.781e-05/0.2192, allocations: 47.09 kB / 396.3 MB, free: 27.29 MB / 298.7 MB
Notification: Performance of pre-optimization done (n=37): time 1.764e-06/0.2192, allocations: 0 / 396.3 MB, free: 27.29 MB / 298.7 MB
Notification: Performance of matching and sorting (n=48): time 0.003673/0.2229, allocations: 2.366 MB / 398.7 MB, free: 24.85 MB / 298.7 MB
Notification: Performance of inlineWhenForInitialization (initialization): time 2.43e-05/0.2229, allocations: 85.48 kB / 398.7 MB, free: 24.75 MB / 298.7 MB
Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.004113/0.227, allocations: 5.439 MB / 404.2 MB, free: 19.31 MB / 298.7 MB
Notification: Performance of collectPreVariables (initialization): time 2.6e-05/0.2271, allocations: 37.7 kB / 404.2 MB, free: 19.27 MB / 298.7 MB
Notification: Performance of collectInitialEqns (initialization): time 0.0007279/0.2278, allocations: 1.211 MB / 405.4 MB, free: 18.05 MB / 298.7 MB
Notification: Performance of collectInitialBindings (initialization): time 6.946e-05/0.2279, allocations: 165.5 kB / 405.6 MB, free: 17.89 MB / 298.7 MB
Notification: Performance of simplifyInitialFunctions (initialization): time 2.076e-05/0.2279, allocations: 8 kB / 405.6 MB, free: 17.88 MB / 298.7 MB
Notification: Performance of setup shared object (initialization): time 4.565e-05/0.228, allocations: 330 kB / 405.9 MB, free: 17.55 MB / 298.7 MB
Notification: Performance of preBalanceInitialSystem (initialization): time 0.0002891/0.2283, allocations: 133.1 kB / 406 MB, free: 17.42 MB / 298.7 MB
Notification: Performance of partitionIndependentBlocks (initialization): time 0.0002898/0.2286, allocations: 225.7 kB / 406.3 MB, free: 17.17 MB / 298.7 MB
Notification: Performance of analyzeInitialSystem (initialization): time 0.0005624/0.2291, allocations: 376.3 kB / 406.6 MB, free: 16.78 MB / 298.7 MB
Notification: Performance of solveInitialSystemEqSystem (initialization): time 1.553e-06/0.2291, allocations: 3.938 kB / 406.6 MB, free: 16.77 MB / 298.7 MB
Notification: Performance of matching and sorting (n=62) (initialization): time 0.0008408/0.23, allocations: 0.684 MB / 407.3 MB, free: 16.08 MB / 298.7 MB
Notification: Performance of prepare postOptimizeDAE: time 1.517e-05/0.23, allocations: 8 kB / 407.3 MB, free: 16.07 MB / 298.7 MB
Notification: Performance of postOpt simplifyComplexFunction (initialization): time 5.841e-06/0.23, allocations: 0 / 407.3 MB, free: 16.07 MB / 298.7 MB
Notification: Performance of postOpt tearingSystem (initialization): time 1.541e-05/0.2301, allocations: 4.25 kB / 407.3 MB, free: 16.07 MB / 298.7 MB
Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.0004488/0.2305, allocations: 131.8 kB / 407.5 MB, free: 15.94 MB / 298.7 MB
Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 1.007e-05/0.2305, allocations: 7.938 kB / 407.5 MB, free: 15.93 MB / 298.7 MB
Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.0003562/0.2309, allocations: 19.94 kB / 407.5 MB, free: 15.91 MB / 298.7 MB
Notification: Performance of postOpt collapseArrayExpressions (initialization): time 2.794e-05/0.2309, allocations: 20 kB / 407.5 MB, free: 15.89 MB / 298.7 MB
Notification: Model statistics after passing the back-end for initialization:
 * Number of independent subsystems: 9
 * Number of states: 0 ()
 * Number of discrete variables: 1 (core.asc)
 * Number of discrete states: 0 ()
 * Number of clocked states: 0 ()
 * Top-level inputs: 0
Notification: Strong component statistics for initialization (62):
 * Single equations (assignments): 62
 * Array equations: 0
 * Algorithm blocks: 0
 * Record equations: 0
 * When equations: 0
 * If-equations: 0
 * Equation systems (linear and non-linear blocks): 0
 * Torn equation systems: 0
 * Mixed (continuous/discrete) equation systems: 0
Notification: Performance of prepare postOptimizeDAE: time 0.0006761/0.2316, allocations: 0.9153 MB / 408.4 MB, free: 14.96 MB / 298.7 MB
Notification: Performance of postOpt lateInlineFunction (simulation): time 0.0002022/0.2318, allocations: 272.4 kB / 408.7 MB, free: 14.7 MB / 298.7 MB
Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.001078/0.2329, allocations: 0.7786 MB / 409.5 MB, free: 13.91 MB / 298.7 MB
Notification: Performance of postOpt inlineArrayEqn (simulation): time 5.37e-06/0.2329, allocations: 8 kB / 409.5 MB, free: 13.9 MB / 298.7 MB
Notification: Performance of postOpt constantLinearSystem (simulation): time 5.3e-06/0.2329, allocations: 0 / 409.5 MB, free: 13.9 MB / 298.7 MB
Notification: Performance of postOpt simplifysemiLinear (simulation): time 6.272e-06/0.2329, allocations: 3.984 kB / 409.5 MB, free: 13.9 MB / 298.7 MB
Notification: Performance of postOpt removeSimpleEquations (simulation): time 0.001105/0.234, allocations: 1.473 MB / 411 MB, free: 12.37 MB / 298.7 MB
Notification: Performance of postOpt simplifyComplexFunction (simulation): time 2.544e-06/0.2341, allocations: 11.94 kB / 411 MB, free: 12.36 MB / 298.7 MB
Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.000398/0.2345, allocations: 95.88 kB / 411.1 MB, free: 12.27 MB / 298.7 MB
Notification: Performance of postOpt tearingSystem (simulation): time 0.0002645/0.2347, allocations: 80.8 kB / 411.1 MB, free: 12.18 MB / 298.7 MB
Notification: Performance of postOpt inputDerivativesUsed (simulation): time 2.564e-05/0.2348, allocations: 8 kB / 411.1 MB, free: 12.18 MB / 298.7 MB
Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 0.000366/0.2351, allocations: 0.642 MB / 411.8 MB, free: 11.51 MB / 298.7 MB
Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 1.964e-06/0.2352, allocations: 4.031 kB / 411.8 MB, free: 11.5 MB / 298.7 MB
Notification: Performance of postOpt symbolicJacobian (simulation): time 0.001228/0.2364, allocations: 1.065 MB / 412.9 MB, free: 10.42 MB / 298.7 MB
Notification: Performance of postOpt removeConstants (simulation): time 0.000507/0.2369, allocations: 493.6 kB / 413.3 MB, free: 9.914 MB / 298.7 MB
Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.0001448/0.2371, allocations: 12 kB / 413.3 MB, free: 9.902 MB / 298.7 MB
Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.0004275/0.2375, allocations: 15.98 kB / 413.4 MB, free: 9.887 MB / 298.7 MB
Notification: Performance of postOpt findZeroCrossings (simulation): time 7.203e-05/0.2376, allocations: 32.41 kB / 413.4 MB, free: 9.855 MB / 298.7 MB
Notification: Performance of postOpt collapseArrayExpressions (simulation): time 2.388e-05/0.2376, allocations: 15.98 kB / 413.4 MB, free: 9.84 MB / 298.7 MB
Notification: Performance of sorting global known variables: time 0.003079/0.2407, allocations: 3.985 MB / 417.4 MB, free: 5.863 MB / 298.7 MB
Notification: Performance of sort global known variables: time 3.11e-07/0.2407, allocations: 0 / 417.4 MB, free: 5.863 MB / 298.7 MB
Notification: Performance of remove unused functions: time 0.0005263/0.2412, allocations: 207.9 kB / 417.6 MB, free: 5.66 MB / 298.7 MB
Notification: Model statistics after passing the back-end for simulation:
 * Number of independent subsystems: 2
 * Number of states: 5 (core.MagRel,winding1.i,winding2.i,core.Hstat,core.B)
 * Number of discrete variables: 1 (core.asc)
 * Number of discrete states: 0 ()
 * Number of clocked states: 0 ()
 * Top-level inputs: 0
Notification: Strong component statistics for simulation (41):
 * Single equations (assignments): 40
 * Array equations: 0
 * Algorithm blocks: 0
 * Record equations: 0
 * When equations: 0
 * If-equations: 0
 * Equation systems (linear and non-linear blocks): 0
 * Torn equation systems: 1
 * Mixed (continuous/discrete) equation systems: 0
Notification: Torn system details for strict tearing set:
 * Linear torn systems: 0
 * Non-linear torn systems: 1 {1 7}
Notification: Performance of Backend phase and start with SimCode phase: time 0.002038/0.2433, allocations: 1.921 MB / 419.5 MB, free: 3.727 MB / 298.7 MB
Notification: Performance of simCode: created initialization part: time 0.0006239/0.2439, allocations: 373 kB / 419.9 MB, free: 3.359 MB / 298.7 MB
Notification: Performance of simCode: created event and clocks part: time 2.194e-06/0.2439, allocations: 0 / 419.9 MB, free: 3.359 MB / 298.7 MB
Notification: Performance of simCode: created simulation system equations: time 0.000388/0.2443, allocations: 227.3 kB / 420.1 MB, free: 3.141 MB / 298.7 MB
Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.001021/0.2454, allocations: 183.3 kB / 420.3 MB, free: 2.957 MB / 298.7 MB
Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 0.04311/0.2885, allocations: 20.59 MB / 440.9 MB, free: 13.02 MB / 330.7 MB
Notification: Performance of simCode: some other stuff during SimCode phase: time 0.001445/0.2899, allocations: 1.814 MB / 442.7 MB, free: 11.18 MB / 330.7 MB
Notification: Performance of simCode: all other stuff during SimCode phase: time 0.001084/0.291, allocations: 0.9405 MB / 443.6 MB, free: 10.23 MB / 330.7 MB
Notification: Performance of SimCode: time 5.11e-07/0.291, allocations: 0 / 443.6 MB, free: 10.23 MB / 330.7 MB
Notification: Performance of buildModelFMU: Generate C++ for platform static: time 3.802/4.093, allocations: 57.44 MB / 0.4893 GB, free: 0.7227 MB / 378.7 MB
(rm -f Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.pipe ; mkfifo Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.pipe ; head -c 1048576 < Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.pipe >> ../files/Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.sim & /home/hudson/saved_omc/OMSimulator/install/linux/bin/OMSimulator -r=Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1_res.mat --tempDir=temp_Modelica_3_2_3_cpp_Modelica_Magnetic_FluxTubes_Examples_Hysteresis_SinglePhaseTransformerWithHysteresis1_fmu --startTime=0 --stopTime=0.02 --timeout=50 --tolerance=1e-06 Modelica_3_2_3_cpp_Modelica_Magnetic_FluxTubes_Examples_Hysteresis_SinglePhaseTransformerWithHysteresis1.fmu > Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.pipe 2>&1)
diffSimulationResults("Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1_res.mat","/var/lib/jenkins1/ws/OpenModelicaLibraryTestingWork/Reference-modelica.org/ReferenceResults/MAP-LIB_ReferenceResults/v3.2.3+build.4/Modelica/Magnetic/FluxTubes/Examples/Hysteresis/SinglePhaseTransformerWithHysteresis1/SinglePhaseTransformerWithHysteresis1.csv","../files/Modelica_3.2.3_cpp_Modelica.Magnetic.FluxTubes.Examples.Hysteresis.SinglePhaseTransformerWithHysteresis1.diff",relTol=0.003,relTolDiffMinMax=0.003,rangeDelta=0.001)
""

Variables in the reference:time,core.B,core.Hstat,core.MagRel,winding1.i,winding2.i

Variables in the result:core.A,core.B,core.H,core.Heddy,core.Hstat,core.K,core.LossPower,core.LossPowerEddy,core.LossPowerStat,core.MagRel,core.Phi,core.T,core.T_heatPort,core.V,core.V_m,core.asc,core.d,core.dHyst,core.derHstat,core.diffHyst,core.eddyCurrentFactor,core.eps,core.hystF,core.hystR,core.includeEddyCurrents,core.k,core.l,core.mat.sigma,core.mat.tabfal[1,1],core.mat.tabfal[1,2],core.mat.tabfal[10,1],core.mat.tabfal[10,2],core.mat.tabfal[100,1],core.mat.tabfal[100,2],core.mat.tabfal[101,1],core.mat.tabfal[101,2],core.mat.tabfal[11,1],core.mat.tabfal[11,2],core.mat.tabfal[12,1],core.mat.tabfal[12,2],core.mat.tabfal[13,1],core.mat.tabfal[13,2],core.mat.tabfal[14,1],core.mat.tabfal[14,2],core.mat.tabfal[15,1],core.mat.tabfal[15,2],core.mat.tabfal[16,1],core.mat.tabfal[16,2],core.mat.tabfal[17,1],core.mat.tabfal[17,2],core.mat.tabfal[18,1],core.mat.tabfal[18,2],core.mat.tabfal[19,1],core.mat.tabfal[19,2],core.mat.tabfal[2,1],core.mat.tabfal[2,2],core.mat.tabfal[20,1],core.mat.tabfal[20,2],core.mat.tabfal[21,1],core.mat.tabfal[21,2],core.mat.tabfal[22,1],core.mat.tabfal[22,2],core.mat.tabfal[23,1],core.mat.tabfal[23,2],core.mat.tabfal[24,1],core.mat.tabfal[24,2],core.mat.tabfal[25,1],core.mat.tabfal[25,2],core.mat.tabfal[26,1],core.mat.tabfal[26,2],core.mat.tabfal[27,1],core.mat.tabfal[27,2],core.mat.tabfal[28,1],core.mat.tabfal[28,2],core.mat.tabfal[29,1],core.mat.tabfal[29,2],core.mat.tabfal[3,1],core.mat.tabfal[3,2],core.mat.tabfal[30,1],core.mat.tabfal[30,2],core.mat.tabfal[31,1],core.mat.tabfal[31,2],core.mat.tabfal[32,1],core.mat.tabfal[32,2],core.mat.tabfal[33,1],core.mat.tabfal[33,2],core.mat.tabfal[34,1],core.mat.tabfal[34,2],core.mat.tabfal[35,1],core.mat.tabfal[35,2],core.mat.tabfal[36,1],core.mat.tabfal[36,2],core.mat.tabfal[37,1],core.mat.tabfal[37,2],core.mat.tabfal[38,1],core.mat.tabfal[38,2],core.mat.tabfal[39,1],core.mat.tabfal[39,2],core.mat.tabfal[4,1],core.mat.tabfal[4,2],core.mat.tabfal[40,1],core.mat.tabfal[40,2],core.mat.tabfal[41,1],core.mat.tabfal[41,2],core.mat.tabfal[42,1],core.mat.tabfal[42,2],core.mat.tabfal[43,1],core.mat.tabfal[43,2],core.mat.tabfal[44,1],core.mat.tabfal[44,2],core.mat.tabfal[45,1],core.mat.tabfal[45,2],core.mat.tabfal[46,1],core.mat.tabfal[46,2],core.mat.tabfal[47,1],core.mat.tabfal[47,2],core.mat.tabfal[48,1],core.mat.tabfal[48,2],core.mat.tabfal[49,1],core.mat.tabfal[49,2],core.mat.tabfal[5,1],core.mat.tabfal[5,2],core.mat.tabfal[50,1],core.mat.tabfal[50,2],core.mat.tabfal[51,1],core.mat.tabfal[51,2],core.mat.tabfal[52,1],core.mat.tabfal[52,2],core.mat.tabfal[53,1],core.mat.tabfal[53,2],core.mat.tabfal[54,1],core.mat.tabfal[54,2],core.mat.tabfal[55,1],core.mat.tabfal[55,2],core.mat.tabfal[56,1],core.mat.tabfal[56,2],core.mat.tabfal[57,1],core.mat.tabfal[57,2],core.mat.tabfal[58,1],core.mat.tabfal[58,2],core.mat.tabfal[59,1],core.mat.tabfal[59,2],core.mat.tabfal[6,1],core.mat.tabfal[6,2],core.mat.tabfal[60,1],core.mat.tabfal[60,2],core.mat.tabfal[61,1],core.mat.tabfal[61,2],core.mat.tabfal[62,1],core.mat.tabfal[62,2],core.mat.tabfal[63,1],core.mat.tabfal[63,2],core.mat.tabfal[64,1],core.mat.tabfal[64,2],core.mat.tabfal[65,1],core.mat.tabfal[65,2],core.mat.tabfal[66,1],core.mat.tabfal[66,2],core.mat.tabfal[67,1],core.mat.tabfal[67,2],core.mat.tabfal[68,1],core.mat.tabfal[68,2],core.mat.tabfal[69,1],core.mat.tabfal[69,2],core.mat.tabfal[7,1],core.mat.tabfal[7,2],core.mat.tabfal[70,1],core.mat.tabfal[70,2],core.mat.tabfal[71,1],core.mat.tabfal[71,2],core.mat.tabfal[72,1],core.mat.tabfal[72,2],core.mat.tabfal[73,1],core.mat.tabfal[73,2],core.mat.tabfal[74,1],core.mat.tabfal[74,2],core.mat.tabfal[75,1],core.mat.tabfal[75,2],core.mat.tabfal[76,1],core.mat.tabfal[76,2],core.mat.tabfal[77,1],core.mat.tabfal[77,2],core.mat.tabfal[78,1],core.mat.tabfal[78,2],core.mat.tabfal[79,1],core.mat.tabfal[79,2],core.mat.tabfal[8,1],core.mat.tabfal[8,2],core.mat.tabfal[80,1],core.mat.tabfal[80,2],core.mat.tabfal[81,1],core.mat.tabfal[81,2],core.mat.tabfal[82,1],core.mat.tabfal[82,2],core.mat.tabfal[83,1],core.mat.tabfal[83,2],core.mat.tabfal[84,1],core.mat.tabfal[84,2],core.mat.tabfal[85,1],core.mat.tabfal[85,2],core.mat.tabfal[86,1],core.mat.tabfal[86,2],core.mat.tabfal[87,1],core.mat.tabfal[87,2],core.mat.tabfal[88,1],core.mat.tabfal[88,2],core.mat.tabfal[89,1],core.mat.tabfal[89,2],core.mat.tabfal[9,1],core.mat.tabfal[9,2],core.mat.tabfal[90,1],core.mat.tabfal[90,2],core.mat.tabfal[91,1],core.mat.tabfal[91,2],core.mat.tabfal[92,1],core.mat.tabfal[92,2],core.mat.tabfal[93,1],core.mat.tabfal[93,2],core.mat.tabfal[94,1],core.mat.tabfal[94,2],core.mat.tabfal[95,1],core.mat.tabfal[95,2],core.mat.tabfal[96,1],core.mat.tabfal[96,2],core.mat.tabfal[97,1],core.mat.tabfal[97,2],core.mat.tabfal[98,1],core.mat.tabfal[98,2],core.mat.tabfal[99,1],core.mat.tabfal[99,2],core.mat.tabris[1,1],core.mat.tabris[1,2],core.mat.tabris[10,1],core.mat.tabris[10,2],core.mat.tabris[100,1],core.mat.tabris[100,2],core.mat.tabris[101,1],core.mat.tabris[101,2],core.mat.tabris[11,1],core.mat.tabris[11,2],core.mat.tabris[12,1],core.mat.tabris[12,2],core.mat.tabris[13,1],core.mat.tabris[13,2],core.mat.tabris[14,1],core.mat.tabris[14,2],core.mat.tabris[15,1],core.mat.tabris[15,2],core.mat.tabris[16,1],core.mat.tabris[16,2],core.mat.tabris[17,1],core.mat.tabris[17,2],core.mat.tabris[18,1],core.mat.tabris[18,2],core.mat.tabris[19,1],core.mat.tabris[19,2],core.mat.tabris[2,1],core.mat.tabris[2,2],core.mat.tabris[20,1],core.mat.tabris[20,2],core.mat.tabris[21,1],core.mat.tabris[21,2],core.mat.tabris[22,1],core.mat.tabris[22,2],core.mat.tabris[23,1],core.mat.tabris[23,2],core.mat.tabris[24,1],core.mat.tabris[24,2],core.mat.tabris[25,1],core.mat.tabris[25,2],core.mat.tabris[26,1],core.mat.tabris[26,2],core.mat.tabris[27,1],core.mat.tabris[27,2],core.mat.tabris[28,1],core.mat.tabris[28,2],core.mat.tabris[29,1],core.mat.tabris[29,2],core.mat.tabris[3,1],core.mat.tabris[3,2],core.mat.tabris[30,1],core.mat.tabris[30,2],core.mat.tabris[31,1],core.mat.tabris[31,2],core.mat.tabris[32,1],core.mat.tabris[32,2],core.mat.tabris[33,1],core.mat.tabris[33,2],core.mat.tabris[34,1],core.mat.tabris[34,2],core.mat.tabris[35,1],core.mat.tabris[35,2],core.mat.tabris[36,1],core.mat.tabris[36,2],core.mat.tabris[37,1],core.mat.tabris[37,2],core.mat.tabris[38,1],core.mat.tabris[38,2],core.mat.tabris[39,1],core.mat.tabris[39,2],core.mat.tabris[4,1],core.mat.tabris[4,2],core.mat.tabris[40,1],core.mat.tabris[40,2],core.mat.tabris[41,1],core.mat.tabris[41,2],core.mat.tabris[42,1],core.mat.tabris[42,2],core.mat.tabris[43,1],core.mat.tabris[43,2],core.mat.tabris[44,1],core.mat.tabris[44,2],core.mat.tabris[45,1],core.mat.tabris[45,2],core.mat.tabris[46,1],core.mat.tabris[46,2],core.mat.tabris[47,1],core.mat.tabris[47,2],core.mat.tabris[48,1],core.mat.tabris[48,2],core.mat.tabris[49,1],core.mat.tabris[49,2],core.mat.tabris[5,1],core.mat.tabris[5,2],core.mat.tabris[50,1],core.mat.tabris[50,2],core.mat.tabris[51,1],core.mat.tabris[51,2],core.mat.tabris[52,1],core.mat.tabris[52,2],core.mat.tabris[53,1],core.mat.tabris[53,2],core.mat.tabris[54,1],core.mat.tabris[54,2],core.mat.tabris[55,1],core.mat.tabris[55,2],core.mat.tabris[56,1],core.mat.tabris[56,2],core.mat.tabris[57,1],core.mat.tabris[57,2],core.mat.tabris[58,1],core.mat.tabris[58,2],core.mat.tabris[59,1],core.mat.tabris[59,2],core.mat.tabris[6,1],core.mat.tabris[6,2],core.mat.tabris[60,1],core.mat.tabris[60,2],core.mat.tabris[61,1],core.mat.tabris[61,2],core.mat.tabris[62,1],core.mat.tabris[62,2],core.mat.tabris[63,1],core.mat.tabris[63,2],core.mat.tabris[64,1],core.mat.tabris[64,2],core.mat.tabris[65,1],core.mat.tabris[65,2],core.mat.tabris[66,1],core.mat.tabris[66,2],core.mat.tabris[67,1],core.mat.tabris[67,2],core.mat.tabris[68,1],core.mat.tabris[68,2],core.mat.tabris[69,1],core.mat.tabris[69,2],core.mat.tabris[7,1],core.mat.tabris[7,2],core.mat.tabris[70,1],core.mat.tabris[70,2],core.mat.tabris[71,1],core.mat.tabris[71,2],core.mat.tabris[72,1],core.mat.tabris[72,2],core.mat.tabris[73,1],core.mat.tabris[73,2],core.mat.tabris[74,1],core.mat.tabris[74,2],core.mat.tabris[75,1],core.mat.tabris[75,2],core.mat.tabris[76,1],core.mat.tabris[76,2],core.mat.tabris[77,1],core.mat.tabris[77,2],core.mat.tabris[78,1],core.mat.tabris[78,2],core.mat.tabris[79,1],core.mat.tabris[79,2],core.mat.tabris[8,1],core.mat.tabris[8,2],core.mat.tabris[80,1],core.mat.tabris[80,2],core.mat.tabris[81,1],core.mat.tabris[81,2],core.mat.tabris[82,1],core.mat.tabris[82,2],core.mat.tabris[83,1],core.mat.tabris[83,2],core.mat.tabris[84,1],core.mat.tabris[84,2],core.mat.tabris[85,1],core.mat.tabris[85,2],core.mat.tabris[86,1],core.mat.tabris[86,2],core.mat.tabris[87,1],core.mat.tabris[87,2],core.mat.tabris[88,1],core.mat.tabris[88,2],core.mat.tabris[89,1],core.mat.tabris[89,2],core.mat.tabris[9,1],core.mat.tabris[9,2],core.mat.tabris[90,1],core.mat.tabris[90,2],core.mat.tabris[91,1],core.mat.tabris[91,2],core.mat.tabris[92,1],core.mat.tabris[92,2],core.mat.tabris[93,1],core.mat.tabris[93,2],core.mat.tabris[94,1],core.mat.tabris[94,2],core.mat.tabris[95,1],core.mat.tabris[95,2],core.mat.tabris[96,1],core.mat.tabris[96,2],core.mat.tabris[97,1],core.mat.tabris[97,2],core.mat.tabris[98,1],core.mat.tabris[98,2],core.mat.tabris[99,1],core.mat.tabris[99,2],core.mu0,core.port_n.Phi,core.port_n.V_m,core.port_p.Phi,core.port_p.V_m,core.sigma,core.tabfal.columns[1],core.tabfal.extrapolation,core.tabfal.n,core.tabfal.smoothness,core.tabfal.tableOnFile,core.tabfal.table[1,1],core.tabfal.table[1,2],core.tabfal.table[10,1],core.tabfal.table[10,2],core.tabfal.table[100,1],core.tabfal.table[100,2],core.tabfal.table[101,1],core.tabfal.table[101,2],core.tabfal.table[11,1],core.tabfal.table[11,2],core.tabfal.table[12,1],core.tabfal.table[12,2],core.tabfal.table[13,1],core.tabfal.table[13,2],core.tabfal.table[14,1],core.tabfal.table[14,2],core.tabfal.table[15,1],core.tabfal.table[15,2],core.tabfal.table[16,1],core.tabfal.table[16,2],core.tabfal.table[17,1],core.tabfal.table[17,2],core.tabfal.table[18,1],core.tabfal.table[18,2],core.tabfal.table[19,1],core.tabfal.table[19,2],core.tabfal.table[2,1],core.tabfal.table[2,2],core.tabfal.table[20,1],core.tabfal.table[20,2],core.tabfal.table[21,1],core.tabfal.table[21,2],core.tabfal.table[22,1],core.tabfal.table[22,2],core.tabfal.table[23,1],core.tabfal.table[23,2],core.tabfal.table[24,1],core.tabfal.table[24,2],core.tabfal.table[25,1],core.tabfal.table[25,2],core.tabfal.table[26,1],core.tabfal.table[26,2],core.tabfal.table[27,1],core.tabfal.table[27,2],core.tabfal.table[28,1],core.tabfal.table[28,2],core.tabfal.table[29,1],core.tabfal.table[29,2],core.tabfal.table[3,1],core.tabfal.table[3,2],core.tabfal.table[30,1],core.tabfal.table[30,2],core.tabfal.table[31,1],core.tabfal.table[31,2],core.tabfal.table[32,1],core.tabfal.table[32,2],core.tabfal.table[33,1],core.tabfal.table[33,2],core.tabfal.table[34,1],core.tabfal.table[34,2],core.tabfal.table[35,1],core.tabfal.table[35,2],core.tabfal.table[36,1],core.tabfal.table[36,2],core.tabfal.table[37,1],core.tabfal.table[37,2],core.tabfal.table[38,1],core.tabfal.table[38,2],core.tabfal.table[39,1],core.tabfal.table[39,2],core.tabfal.table[4,1],core.tabfal.table[4,2],core.tabfal.table[40,1],core.tabfal.table[40,2],core.tabfal.table[41,1],core.tabfal.table[41,2],core.tabfal.table[42,1],core.tabfal.table[42,2],core.tabfal.table[43,1],core.tabfal.table[43,2],core.tabfal.table[44,1],core.tabfal.table[44,2],core.tabfal.table[45,1],core.tabfal.table[45,2],core.tabfal.table[46,1],core.tabfal.table[46,2],core.tabfal.table[47,1],core.tabfal.table[47,2],core.tabfal.table[48,1],core.tabfal.table[48,2],core.tabfal.table[49,1],core.tabfal.table[49,2],core.tabfal.table[5,1],core.tabfal.table[5,2],core.tabfal.table[50,1],core.tabfal.table[50,2],core.tabfal.table[51,1],core.tabfal.table[51,2],core.tabfal.table[52,1],core.tabfal.table[52,2],core.tabfal.table[53,1],core.tabfal.table[53,2],core.tabfal.table[54,1],core.tabfal.table[54,2],core.tabfal.table[55,1],core.tabfal.table[55,2],core.tabfal.table[56,1],core.tabfal.table[56,2],core.tabfal.table[57,1],core.tabfal.table[57,2],core.tabfal.table[58,1],core.tabfal.table[58,2],core.tabfal.table[59,1],core.tabfal.table[59,2],core.tabfal.table[6,1],core.tabfal.table[6,2],core.tabfal.table[60,1],core.tabfal.table[60,2],core.tabfal.table[61,1],core.tabfal.table[61,2],core.tabfal.table[62,1],core.tabfal.table[62,2],core.tabfal.table[63,1],core.tabfal.table[63,2],core.tabfal.table[64,1],core.tabfal.table[64,2],core.tabfal.table[65,1],core.tabfal.table[65,2],core.tabfal.table[66,1],core.tabfal.table[66,2],core.tabfal.table[67,1],core.tabfal.table[67,2],core.tabfal.table[68,1],core.tabfal.table[68,2],core.tabfal.table[69,1],core.tabfal.table[69,2],core.tabfal.table[7,1],core.tabfal.table[7,2],core.tabfal.table[70,1],core.tabfal.table[70,2],core.tabfal.table[71,1],core.tabfal.table[71,2],core.tabfal.table[72,1],core.tabfal.table[72,2],core.tabfal.table[73,1],core.tabfal.table[73,2],core.tabfal.table[74,1],core.tabfal.table[74,2],core.tabfal.table[75,1],core.tabfal.table[75,2],core.tabfal.table[76,1],core.tabfal.table[76,2],core.tabfal.table[77,1],core.tabfal.table[77,2],core.tabfal.table[78,1],core.tabfal.table[78,2],core.tabfal.table[79,1],core.tabfal.table[79,2],core.tabfal.table[8,1],core.tabfal.table[8,2],core.tabfal.table[80,1],core.tabfal.table[80,2],core.tabfal.table[81,1],core.tabfal.table[81,2],core.tabfal.table[82,1],core.tabfal.table[82,2],core.tabfal.table[83,1],core.tabfal.table[83,2],core.tabfal.table[84,1],core.tabfal.table[84,2],core.tabfal.table[85,1],core.tabfal.table[85,2],core.tabfal.table[86,1],core.tabfal.table[86,2],core.tabfal.table[87,1],core.tabfal.table[87,2],core.tabfal.table[88,1],core.tabfal.table[88,2],core.tabfal.table[89,1],core.tabfal.table[89,2],core.tabfal.table[9,1],core.tabfal.table[9,2],core.tabfal.table[90,1],core.tabfal.table[90,2],core.tabfal.table[91,1],core.tabfal.table[91,2],core.tabfal.table[92,1],core.tabfal.table[92,2],core.tabfal.table[93,1],core.tabfal.table[93,2],core.tabfal.table[94,1],core.tabfal.table[94,2],core.tabfal.table[95,1],core.tabfal.table[95,2],core.tabfal.table[96,1],core.tabfal.table[96,2],core.tabfal.table[97,1],core.tabfal.table[97,2],core.tabfal.table[98,1],core.tabfal.table[98,2],core.tabfal.table[99,1],core.tabfal.table[99,2],core.tabfal.u[1],core.tabfal.u_max,core.tabfal.u_min,core.tabfal.verboseExtrapolation,core.tabfal.verboseRead,core.tabfal.y[1],core.tabris.columns[1],core.tabris.extrapolation,core.tabris.n,core.tabris.smoothness,core.tabris.tableOnFile,core.tabris.table[1,1],core.tabris.table[1,2],core.tabris.table[10,1],core.tabris.table[10,2],core.tabris.table[100,1],core.tabris.table[100,2],core.tabris.table[101,1],core.tabris.table[101,2],core.tabris.table[11,1],core.tabris.table[11,2],core.tabris.table[12,1],core.tabris.table[12,2],core.tabris.table[13,1],core.tabris.table[13,2],core.tabris.table[14,1],core.tabris.table[14,2],core.tabris.table[15,1],core.tabris.table[15,2],core.tabris.table[16,1],core.tabris.table[16,2],core.tabris.table[17,1],core.tabris.table[17,2],core.tabris.table[18,1],core.tabris.table[18,2],core.tabris.table[19,1],core.tabris.table[19,2],core.tabris.table[2,1],core.tabris.table[2,2],core.tabris.table[20,1],core.tabris.table[20,2],core.tabris.table[21,1],core.tabris.table[21,2],core.tabris.table[22,1],core.tabris.table[22,2],core.tabris.table[23,1],core.tabris.table[23,2],core.tabris.table[24,1],core.tabris.table[24,2],core.tabris.table[25,1],core.tabris.table[25,2],core.tabris.table[26,1],core.tabris.table[26,2],core.tabris.table[27,1],core.tabris.table[27,2],core.tabris.table[28,1],core.tabris.table[28,2],core.tabris.table[29,1],core.tabris.table[29,2],core.tabris.table[3,1],core.tabris.table[3,2],core.tabris.table[30,1],core.tabris.table[30,2],core.tabris.table[31,1],core.tabris.table[31,2],core.tabris.table[32,1],core.tabris.table[32,2],core.tabris.table[33,1],core.tabris.table[33,2],core.tabris.table[34,1],core.tabris.table[34,2],core.tabris.table[35,1],core.tabris.table[35,2],core.tabris.table[36,1],core.tabris.table[36,2],core.tabris.table[37,1],core.tabris.table[37,2],core.tabris.table[38,1],core.tabris.table[38,2],core.tabris.table[39,1],core.tabris.table[39,2],core.tabris.table[4,1],core.tabris.table[4,2],core.tabris.table[40,1],core.tabris.table[40,2],core.tabris.table[41,1],core.tabris.table[41,2],core.tabris.table[42,1],core.tabris.table[42,2],core.tabris.table[43,1],core.tabris.table[43,2],core.tabris.table[44,1],core.tabris.table[44,2],core.tabris.table[45,1],core.tabris.table[45,2],core.tabris.table[46,1],core.tabris.table[46,2],core.tabris.table[47,1],core.tabris.table[47,2],core.tabris.table[48,1],core.tabris.table[48,2],core.tabris.table[49,1],core.tabris.table[49,2],core.tabris.table[5,1],core.tabris.table[5,2],core.tabris.table[50,1],core.tabris.table[50,2],core.tabris.table[51,1],core.tabris.table[51,2],core.tabris.table[52,1],core.tabris.table[52,2],core.tabris.table[53,1],core.tabris.table[53,2],core.tabris.table[54,1],core.tabris.table[54,2],core.tabris.table[55,1],core.tabris.table[55,2],core.tabris.table[56,1],core.tabris.table[56,2],core.tabris.table[57,1],core.tabris.table[57,2],core.tabris.table[58,1],core.tabris.table[58,2],core.tabris.table[59,1],core.tabris.table[59,2],core.tabris.table[6,1],core.tabris.table[6,2],core.tabris.table[60,1],core.tabris.table[60,2],core.tabris.table[61,1],core.tabris.table[61,2],core.tabris.table[62,1],core.tabris.table[62,2],core.tabris.table[63,1],core.tabris.table[63,2],core.tabris.table[64,1],core.tabris.table[64,2],core.tabris.table[65,1],core.tabris.table[65,2],core.tabris.table[66,1],core.tabris.table[66,2],core.tabris.table[67,1],core.tabris.table[67,2],core.tabris.table[68,1],core.tabris.table[68,2],core.tabris.table[69,1],core.tabris.table[69,2],core.tabris.table[7,1],core.tabris.table[7,2],core.tabris.table[70,1],core.tabris.table[70,2],core.tabris.table[71,1],core.tabris.table[71,2],core.tabris.table[72,1],core.tabris.table[72,2],core.tabris.table[73,1],core.tabris.table[73,2],core.tabris.table[74,1],core.tabris.table[74,2],core.tabris.table[75,1],core.tabris.table[75,2],core.tabris.table[76,1],core.tabris.table[76,2],core.tabris.table[77,1],core.tabris.table[77,2],core.tabris.table[78,1],core.tabris.table[78,2],core.tabris.table[79,1],core.tabris.table[79,2],core.tabris.table[8,1],core.tabris.table[8,2],core.tabris.table[80,1],core.tabris.table[80,2],core.tabris.table[81,1],core.tabris.table[81,2],core.tabris.table[82,1],core.tabris.table[82,2],core.tabris.table[83,1],core.tabris.table[83,2],core.tabris.table[84,1],core.tabris.table[84,2],core.tabris.table[85,1],core.tabris.table[85,2],core.tabris.table[86,1],core.tabris.table[86,2],core.tabris.table[87,1],core.tabris.table[87,2],core.tabris.table[88,1],core.tabris.table[88,2],core.tabris.table[89,1],core.tabris.table[89,2],core.tabris.table[9,1],core.tabris.table[9,2],core.tabris.table[90,1],core.tabris.table[90,2],core.tabris.table[91,1],core.tabris.table[91,2],core.tabris.table[92,1],core.tabris.table[92,2],core.tabris.table[93,1],core.tabris.table[93,2],core.tabris.table[94,1],core.tabris.table[94,2],core.tabris.table[95,1],core.tabris.table[95,2],core.tabris.table[96,1],core.tabris.table[96,2],core.tabris.table[97,1],core.tabris.table[97,2],core.tabris.table[98,1],core.tabris.table[98,2],core.tabris.table[99,1],core.tabris.table[99,2],core.tabris.u[1],core.tabris.u_max,core.tabris.u_min,core.tabris.verboseExtrapolation,core.tabris.verboseRead,core.tabris.y[1],core.useHeatPort,der(core.B),der(core.Hstat),der(core.MagRel),der(core.Phi),der(core.hystF),der(core.hystR),der(core.tabfal.y[1]),der(core.tabris.y[1]),der(winding1.Phi_ind),der(winding1.Phi_leak),der(winding1.V_m),der(winding1.i),der(winding2.Phi_ind),der(winding2.Phi_leak),der(winding2.V_m),der(winding2.i),el_ground1.p.i,el_ground1.p.v,el_ground2.p.i,el_ground2.p.v,mag_ground.port.Phi,mag_ground.port.V_m,resistor1.LossPower,resistor1.R,resistor1.R_actual,resistor1.T,resistor1.T_heatPort,resistor1.T_ref,resistor1.alpha,resistor1.i,resistor1.n.i,resistor1.n.v,resistor1.p.i,resistor1.p.v,resistor1.useHeatPort,resistor1.v,resistor2.LossPower,resistor2.R,resistor2.R_actual,resistor2.T,resistor2.T_heatPort,resistor2.T_ref,resistor2.alpha,resistor2.i,resistor2.n.i,resistor2.n.v,resistor2.p.i,resistor2.p.v,resistor2.useHeatPort,resistor2.v,time,vSource.V,vSource.freqHz,vSource.i,vSource.n.i,vSource.n.v,vSource.offset,vSource.p.i,vSource.p.v,vSource.phase,vSource.signalSource.amplitude,vSource.signalSource.freqHz,vSource.signalSource.offset,vSource.signalSource.phase,vSource.signalSource.startTime,vSource.signalSource.y,vSource.startTime,vSource.v,winding1.A,winding1.G_m,winding1.L,winding1.L_stat,winding1.N,winding1.Phi,winding1.Phi_ind,winding1.Phi_leak,winding1.Psi,winding1.V_m,winding1.i,winding1.mu_rel,winding1.n.i,winding1.n.v,winding1.p.i,winding1.p.v,winding1.port_n.Phi,winding1.port_n.V_m,winding1.port_p.Phi,winding1.port_p.V_m,winding1.v,winding2.A,winding2.G_m,winding2.L,winding2.L_stat,winding2.N,winding2.Phi,winding2.Phi_ind,winding2.Phi_leak,winding2.Psi,winding2.V_m,winding2.i,winding2.mu_rel,winding2.n.i,winding2.n.v,winding2.p.i,winding2.p.v,winding2.port_n.Phi,winding2.port_n.V_m,winding2.port_p.Phi,winding2.port_p.V_m,winding2.v