Running: ./testmodel.py --libraries=/home/hudson/saved_omc/libraries/.openmodelica/libraries --ompython_omhome=/usr IBPSA_latest_IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest.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 4.0.0+maint.om/package.mo", uses=false) loadFile("/home/hudson/saved_omc/libraries/.openmodelica/libraries/IBPSA 4.0.0-master/package.mo", uses=false) Using package IBPSA with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/IBPSA 4.0.0-master/package.mo) Using package Modelica with version 4.0.0 (/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 4.0.0+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: "" <> buildModelFMU(IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest,fileNamePrefix="IBPSA_latest_IBPSA_Fluid_Geothermal_Aquifer_Validation_SimulationTest",fmuType="me",version="2.0",platforms={"static"}) "" <> buildModelFMU(IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest,fileNamePrefix="IBPSA_latest_IBPSA_Fluid_Geothermal_Aquifer_Validation_SimulationTest",fmuType="me",version="2.0",platforms={"static"}) Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/ModelicaServices 4.0.0+maint.om/package.mo): time 0.001047/0.001047, allocations: 104.2 kB / 16.27 MB, free: 6.41 MB / 14.72 MB Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Complex 4.0.0+maint.om/package.mo): time 0.001135/0.001135, allocations: 186.7 kB / 17.2 MB, free: 5.953 MB / 14.72 MB Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/Modelica 4.0.0+maint.om/package.mo): time 1.247/1.247, allocations: 222.9 MB / 240.9 MB, free: 15.24 MB / 206.1 MB Notification: Performance of loadFile(/home/hudson/saved_omc/libraries/.openmodelica/libraries/IBPSA 4.0.0-master/package.mo): time 0.7037/0.7037, allocations: 122.9 MB / 413.9 MB, free: 15.92 MB / 334.1 MB Notification: Performance of FrontEnd - loaded program: time 0.001607/0.001607, allocations: 59.91 kB / 0.4912 GB, free: 7.367 MB / 414.1 MB Notification: Performance of FrontEnd - Absyn->SCode: time 0.3237/0.3254, allocations: 77.91 MB / 0.5673 GB, free: 32.74 MB / 446.1 MB Notification: Performance of NFInst.instantiate(IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest): time 0.06844/0.3938, allocations: 85.24 MB / 0.6505 GB, free: 5.375 MB / 494.1 MB Notification: Performance of NFInst.instExpressions: time 0.03895/0.4328, allocations: 31.33 MB / 0.6811 GB, free: 5.969 MB / 0.5137 GB Notification: Performance of NFInst.updateImplicitVariability: time 0.003999/0.4369, allocations: 123.4 kB / 0.6812 GB, free: 5.848 MB / 0.5137 GB Notification: Performance of NFTyping.typeComponents: time 0.01716/0.4541, allocations: 10.95 MB / 0.6919 GB, free: 10.88 MB / 0.5294 GB Notification: Performance of NFTyping.typeBindings: time 0.01221/0.4663, allocations: 4.377 MB / 0.6962 GB, free: 6.48 MB / 0.5294 GB Notification: Performance of NFTyping.typeClassSections: time 0.00794/0.4743, allocations: 3.618 MB / 0.6997 GB, free: 2.887 MB / 0.5294 GB Notification: Performance of NFFlatten.flatten: time 1.447/1.921, allocations: 0.4967 GB / 1.196 GB, free: 13.55 MB / 0.7483 GB Notification: Performance of NFFlatten.resolveConnections: time 1.227/3.149, allocations: 224.6 MB / 1.416 GB, free: 58.39 MB / 0.8579 GB Notification: Performance of NFEvalConstants.evaluate: time 0.2507/3.399, allocations: 156.5 MB / 1.569 GB, free: 12.2 MB / 0.8579 GB Notification: Performance of NFSimplifyModel.simplify: time 1.165/4.565, allocations: 136 MB / 1.701 GB, free: 49.07 MB / 0.9522 GB Notification: Performance of NFPackage.collectConstants: time 0.07411/4.639, allocations: 18.82 MB / 1.72 GB, free: 49.07 MB / 0.9522 GB Notification: Performance of NFFlatten.collectFunctions: time 0.1334/4.772, allocations: 22.94 MB / 1.742 GB, free: 49.07 MB / 0.9522 GB Notification: Performance of NFScalarize.scalarize: time 0.08673/4.859, allocations: 49.26 MB / 1.79 GB, free: 48.9 MB / 0.9522 GB Notification: Performance of NFVerifyModel.verify: time 0.2244/5.083, allocations: 101.6 MB / 1.89 GB, free: 43.38 MB / 0.9522 GB Notification: Performance of NFConvertDAE.convert: time 0.7744/5.858, allocations: 287.7 MB / 2.17 GB, free: 94.92 MB / 1.015 GB Notification: Performance of FrontEnd - DAE generated: time 7.184e-06/5.858, allocations: 0 / 2.17 GB, free: 94.92 MB / 1.015 GB Notification: Performance of FrontEnd: time 1.663e-06/5.858, allocations: 0 / 2.17 GB, free: 94.92 MB / 1.015 GB Notification: Performance of Transformations before backend: time 0.0102/5.868, allocations: 0 / 2.17 GB, free: 94.92 MB / 1.015 GB Notification: Model statistics after passing the front-end and creating the data structures used by the back-end: * Number of equations: 29135 * Number of variables: 29135 Notification: Performance of Generate backend data structure: time 0.5059/6.374, allocations: 182.7 MB / 2.349 GB, free: 8.918 MB / 1.015 GB Notification: Performance of prepare preOptimizeDAE: time 4.586e-05/6.374, allocations: 8.469 kB / 2.349 GB, free: 8.918 MB / 1.015 GB Notification: Performance of preOpt introduceOutputAliases (simulation): time 0.07549/6.449, allocations: 15.41 MB / 2.364 GB, free: 4.176 MB / 1.015 GB Notification: Performance of preOpt normalInlineFunction (simulation): time 0.1236/6.573, allocations: 19.38 MB / 2.383 GB, free: 10.8 MB / 1.03 GB Notification: Performance of preOpt evaluateParameters (simulation): time 0.8461/7.419, allocations: 175.8 MB / 2.555 GB, free: 294.4 MB / 1.108 GB Notification: Performance of preOpt simplifyIfEquations (simulation): time 0.007602/7.427, allocations: 8.459 MB / 2.563 GB, free: 290.5 MB / 1.108 GB Notification: Performance of preOpt expandDerOperator (simulation): time 0.0478/7.475, allocations: 11.64 MB / 2.574 GB, free: 286.8 MB / 1.108 GB Notification: Performance of preOpt clockPartitioning (simulation): time 0.4278/7.903, allocations: 176.6 MB / 2.747 GB, free: 167 MB / 1.108 GB Notification: Performance of preOpt findStateOrder (simulation): time 0.007992/7.911, allocations: 0.7274 MB / 2.747 GB, free: 166.4 MB / 1.108 GB Notification: Performance of preOpt replaceEdgeChange (simulation): time 0.04565/7.956, allocations: 4.818 MB / 2.752 GB, free: 161.6 MB / 1.108 GB Notification: Performance of preOpt inlineArrayEqn (simulation): time 0.005122/7.961, allocations: 5.145 MB / 2.757 GB, free: 156.5 MB / 1.108 GB Notification: Performance of preOpt removeEqualRHS (simulation): time 0.2999/8.261, allocations: 144.3 MB / 2.898 GB, free: 12.29 MB / 1.108 GB Warning: The model contains alias variables with redundant start and/or conflicting nominal values. It is recommended to resolve the conflicts, because otherwise the system could be hard to solve. To print the conflicting alias sets and the chosen candidates please use -d=aliasConflicts. Notification: Performance of preOpt removeSimpleEquations (simulation): time 2.317/10.58, allocations: 0.7253 GB / 3.623 GB, free: 140.5 MB / 1.218 GB Notification: Performance of preOpt comSubExp (simulation): time 0.2224/10.8, allocations: 95.2 MB / 3.716 GB, free: 118.6 MB / 1.218 GB Notification: Performance of preOpt resolveLoops (simulation): time 0.1035/10.9, allocations: 55.25 MB / 3.77 GB, free: 98.7 MB / 1.218 GB Notification: Performance of preOpt evalFunc (simulation): time 1.161/12.07, allocations: 200 MB / 3.965 GB, free: 339.7 MB / 1.218 GB Notification: Performance of preOpt encapsulateWhenConditions (simulation): time 0.0988/12.16, allocations: 45.02 MB / 4.009 GB, free: 331.1 MB / 1.218 GB Notification: Performance of preOpt simplifyInStream (simulation): time 0.06065/12.22, allocations: 5.302 MB / 4.015 GB, free: 329.3 MB / 1.218 GB Notification: Performance of pre-optimization done (n=6580): time 0.0001377/12.22, allocations: 0 / 4.015 GB, free: 329.3 MB / 1.218 GB Notification: Performance of matching and sorting (n=7521): time 1.34/13.56, allocations: 372 MB / 4.378 GB, free: 327.1 MB / 1.218 GB Notification: Performance of inlineWhenForInitialization (initialization): time 0.0004261/13.56, allocations: 0.7976 MB / 4.379 GB, free: 327 MB / 1.218 GB Notification: Performance of selectInitializationVariablesDAE (initialization): time 0.2573/13.82, allocations: 122.6 MB / 4.498 GB, free: 288.7 MB / 1.218 GB Notification: Performance of collectPreVariables (initialization): time 0.02025/13.84, allocations: 1.613 MB / 4.5 GB, free: 287.6 MB / 1.218 GB Notification: Performance of collectInitialEqns (initialization): time 0.0855/13.93, allocations: 68.14 MB / 4.567 GB, free: 242.1 MB / 1.218 GB Notification: Performance of collectInitialBindings (initialization): time 0.04635/13.97, allocations: 27.1 MB / 4.593 GB, free: 221.4 MB / 1.218 GB Notification: Performance of simplifyInitialFunctions (initialization): time 0.1003/14.07, allocations: 23.86 MB / 4.616 GB, free: 210.6 MB / 1.218 GB Notification: Performance of setup shared object (initialization): time 4.168e-05/14.07, allocations: 301.1 kB / 4.617 GB, free: 210.3 MB / 1.218 GB Notification: Performance of preBalanceInitialSystem (initialization): time 0.1115/14.19, allocations: 58.77 MB / 4.674 GB, free: 177.3 MB / 1.218 GB Notification: Performance of partitionIndependentBlocks (initialization): time 0.747/14.93, allocations: 82.3 MB / 4.754 GB, free: 281.2 MB / 1.218 GB Notification: Performance of analyzeInitialSystem (initialization): time 0.2623/15.2, allocations: 136.3 MB / 4.887 GB, free: 239.6 MB / 1.218 GB Notification: Performance of solveInitialSystemEqSystem (initialization): time 0.001298/15.2, allocations: 175.8 kB / 4.888 GB, free: 239.6 MB / 1.218 GB Notification: Performance of matching and sorting (n=15381) (initialization): time 0.3959/15.59, allocations: 184.4 MB / 5.068 GB, free: 154.4 MB / 1.218 GB Notification: Performance of prepare postOptimizeDAE: time 0.0006977/15.59, allocations: 274 kB / 5.068 GB, free: 154.1 MB / 1.218 GB Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.001133/15.59, allocations: 0.6055 MB / 5.069 GB, free: 153.5 MB / 1.218 GB Notification: Performance of postOpt tearingSystem (initialization): time 0.06209/15.66, allocations: 28.39 MB / 5.096 GB, free: 125.7 MB / 1.218 GB Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.1291/15.79, allocations: 31.61 MB / 5.127 GB, free: 94.09 MB / 1.218 GB Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 1.728/17.51, allocations: 0.8709 GB / 5.998 GB, free: 84.54 MB / 1.405 GB Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.1204/17.63, allocations: 7.54 MB / 6.005 GB, free: 82.11 MB / 1.405 GB Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.03011/17.66, allocations: 4.761 MB / 6.01 GB, free: 81.17 MB / 1.405 GB Notification: Performance of preBalanceInitialSystem (initialization_lambda0): time 0.212/17.88, allocations: 111.8 MB / 6.119 GB, free: 41.57 MB / 1.405 GB Notification: Performance of partitionIndependentBlocks (initialization_lambda0): time 0.8087/18.68, allocations: 82.06 MB / 6.199 GB, free: 326.6 MB / 1.405 GB Notification: Performance of analyzeInitialSystem (initialization_lambda0): time 0.2754/18.96, allocations: 135.8 MB / 6.332 GB, free: 273.5 MB / 1.405 GB Notification: Performance of solveInitialSystemEqSystem (initialization_lambda0): time 0.0009557/18.96, allocations: 177.9 kB / 6.332 GB, free: 273.5 MB / 1.405 GB Notification: Performance of matching and sorting (n=15381) (initialization_lambda0): time 0.4007/19.36, allocations: 183.7 MB / 6.512 GB, free: 144.2 MB / 1.405 GB Notification: Performance of prepare postOptimizeDAE: time 0.001402/19.36, allocations: 272 kB / 6.512 GB, free: 143.9 MB / 1.405 GB Notification: Performance of postOpt simplifyComplexFunction (initialization): time 0.001639/19.37, allocations: 0.6055 MB / 6.512 GB, free: 143.3 MB / 1.405 GB Notification: Performance of postOpt tearingSystem (initialization): time 0.05862/19.42, allocations: 28.36 MB / 6.54 GB, free: 113.5 MB / 1.405 GB Notification: Performance of postOpt solveSimpleEquations (initialization): time 0.1294/19.55, allocations: 31.6 MB / 6.571 GB, free: 81.86 MB / 1.405 GB Notification: Performance of postOpt calculateStrongComponentJacobians (initialization): time 1.864/21.42, allocations: 0.8712 GB / 7.442 GB, free: 225.3 MB / 1.64 GB Notification: Performance of postOpt simplifyAllExpressions (initialization): time 0.1021/21.52, allocations: 7.542 MB / 7.45 GB, free: 225.3 MB / 1.64 GB Notification: Performance of postOpt collapseArrayExpressions (initialization): time 0.02011/21.54, allocations: 4.735 MB / 7.454 GB, free: 225.3 MB / 1.64 GB Notification: Model statistics after passing the back-end for initialization: * Number of independent subsystems: 2837 * Number of states: 0 () * Number of discrete variables: 5 ($PRE.uPum.nextTimeEvent,$whenCondition1,uPum.nextTimeEventScaled,$PRE.uPum.nextTimeEventScaled,uPum.nextTimeEvent) * Number of discrete states: 0 () * Number of clocked states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for initialization (13435): * Single equations (assignments): 12965 * Array equations: 2 * Algorithm blocks: 0 * Record equations: 2 * When equations: 0 * If-equations: 0 * Equation systems (not torn): 0 * Torn equation systems: 466 * Mixed (continuous/discrete) equation systems: 0 Notification: Torn system details for strict tearing set: * Linear torn systems (#iteration vars, #inner vars, density): 464 systems {(1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%)} * Non-linear torn systems (#iteration vars, #inner vars): 2 systems {(1,10), (1,10)} Notification: Performance of prepare postOptimizeDAE: time 0.03373/21.57, allocations: 6.641 MB / 7.461 GB, free: 224.9 MB / 1.64 GB Notification: Performance of postOpt lateInlineFunction (simulation): time 0.03924/21.61, allocations: 11.22 MB / 7.472 GB, free: 224.9 MB / 1.64 GB Notification: Performance of postOpt wrapFunctionCalls (simulation): time 0.2181/21.83, allocations: 121.5 MB / 7.59 GB, free: 191.3 MB / 1.64 GB Notification: Performance of postOpt inlineArrayEqn (simulation): time 0.0005031/21.83, allocations: 0.6902 MB / 7.591 GB, free: 191.3 MB / 1.64 GB Notification: Performance of postOpt constantLinearSystem (simulation): time 0.001236/21.83, allocations: 293.7 kB / 7.591 GB, free: 191.3 MB / 1.64 GB Notification: Performance of postOpt simplifysemiLinear (simulation): time 0.2146/22.05, allocations: 104.2 MB / 7.693 GB, free: 149.6 MB / 1.64 GB Notification: Performance of postOpt removeSimpleEquations (simulation): time 1.264/23.31, allocations: 262 MB / 7.949 GB, free: 400.5 MB / 1.64 GB Notification: Performance of postOpt simplifyComplexFunction (simulation): time 0.0005219/23.31, allocations: 1.969 kB / 7.949 GB, free: 400.5 MB / 1.64 GB Notification: Performance of postOpt solveSimpleEquations (simulation): time 0.08127/23.39, allocations: 18.34 MB / 7.967 GB, free: 400.1 MB / 1.64 GB Notification: Performance of postOpt tearingSystem (simulation): time 0.05139/23.44, allocations: 26.51 MB / 7.993 GB, free: 390 MB / 1.64 GB Notification: Performance of postOpt inputDerivativesUsed (simulation): time 0.01517/23.46, allocations: 1.874 MB / 7.994 GB, free: 389 MB / 1.64 GB Notification: Performance of postOpt calculateStrongComponentJacobians (simulation): time 1.209/24.67, allocations: 0.8657 GB / 8.86 GB, free: 58.87 MB / 1.733 GB Notification: Performance of postOpt calculateStateSetsJacobians (simulation): time 2.645e-06/24.67, allocations: 3.875 kB / 8.86 GB, free: 58.87 MB / 1.733 GB Notification: Performance of postOpt symbolicJacobian (simulation): time 1.13/25.8, allocations: 175 MB / 9.031 GB, free: 383.2 MB / 1.733 GB Notification: Performance of postOpt removeConstants (simulation): time 0.09488/25.89, allocations: 24.88 MB / 9.055 GB, free: 383.1 MB / 1.733 GB Notification: Performance of postOpt simplifyTimeIndepFuncCalls (simulation): time 0.04463/25.94, allocations: 1.518 MB / 9.057 GB, free: 383.1 MB / 1.733 GB Notification: Performance of postOpt simplifyAllExpressions (simulation): time 0.1054/26.04, allocations: 5.747 MB / 9.062 GB, free: 383 MB / 1.733 GB Notification: Performance of postOpt findZeroCrossings (simulation): time 0.02557/26.07, allocations: 5.275 MB / 9.068 GB, free: 383 MB / 1.733 GB Notification: Performance of postOpt collapseArrayExpressions (simulation): time 0.0221/26.09, allocations: 3.518 MB / 9.071 GB, free: 383 MB / 1.733 GB Notification: Performance of sorting global known variables: time 0.1913/26.28, allocations: 85.08 MB / 9.154 GB, free: 380.1 MB / 1.733 GB Notification: Performance of sort global known variables: time 8.32e-07/26.28, allocations: 0 / 9.154 GB, free: 380.1 MB / 1.733 GB Notification: Performance of remove unused functions: time 0.3917/26.67, allocations: 71.19 MB / 9.224 GB, free: 380.1 MB / 1.733 GB Notification: Model statistics after passing the back-end for simulation: * Number of independent subsystems: 3 * Number of states: 471 (aquWel.pumCol.vol.dynBal.U,aquWel.pumCol.filter.s[1],aquWel.pumCol.filter.s[2],aquWel.pumHot.vol.dynBal.U,aquWel.pumHot.filter.s[1],aquWel.pumHot.filter.s[2],aquWel.resAqu.mExc,aquWel.heaCapCol[1].T,aquWel.heaCapCol[2].T,aquWel.heaCapCol[3].T,aquWel.heaCapCol[4].T,aquWel.heaCapCol[5].T,aquWel.heaCapCol[6].T,aquWel.heaCapCol[7].T,aquWel.heaCapCol[8].T,aquWel.heaCapCol[9].T,aquWel.heaCapCol[10].T,aquWel.heaCapCol[11].T,aquWel.heaCapCol[12].T,aquWel.heaCapCol[13].T,aquWel.heaCapCol[14].T,aquWel.heaCapCol[15].T,aquWel.heaCapCol[16].T,aquWel.heaCapCol[17].T,aquWel.heaCapCol[18].T,aquWel.heaCapCol[19].T,aquWel.heaCapCol[20].T,aquWel.heaCapCol[21].T,aquWel.heaCapCol[22].T,aquWel.heaCapCol[23].T,aquWel.heaCapCol[24].T,aquWel.heaCapCol[25].T,aquWel.heaCapCol[26].T,aquWel.heaCapCol[27].T,aquWel.heaCapCol[28].T,aquWel.heaCapCol[29].T,aquWel.heaCapCol[30].T,aquWel.heaCapCol[31].T,aquWel.heaCapCol[32].T,aquWel.heaCapCol[33].T,aquWel.heaCapCol[34].T,aquWel.heaCapCol[35].T,aquWel.heaCapCol[36].T,aquWel.heaCapCol[37].T,aquWel.heaCapCol[38].T,aquWel.heaCapCol[39].T,aquWel.heaCapCol[40].T,aquWel.heaCapCol[41].T,aquWel.heaCapCol[42].T,aquWel.heaCapCol[43].T,aquWel.heaCapCol[44].T,aquWel.heaCapCol[45].T,aquWel.heaCapCol[46].T,aquWel.heaCapCol[47].T,aquWel.heaCapCol[48].T,aquWel.heaCapCol[49].T,aquWel.heaCapCol[50].T,aquWel.heaCapCol[51].T,aquWel.heaCapCol[52].T,aquWel.heaCapCol[53].T,aquWel.heaCapCol[54].T,aquWel.heaCapCol[55].T,aquWel.heaCapCol[56].T,aquWel.heaCapCol[57].T,aquWel.heaCapCol[58].T,aquWel.heaCapCol[59].T,aquWel.heaCapCol[60].T,aquWel.heaCapCol[61].T,aquWel.heaCapCol[62].T,aquWel.heaCapCol[63].T,aquWel.heaCapCol[64].T,aquWel.heaCapCol[65].T,aquWel.heaCapCol[66].T,aquWel.heaCapCol[67].T,aquWel.heaCapCol[68].T,aquWel.heaCapCol[69].T,aquWel.heaCapCol[70].T,aquWel.heaCapCol[71].T,aquWel.heaCapCol[72].T,aquWel.heaCapCol[73].T,aquWel.heaCapCol[74].T,aquWel.heaCapCol[75].T,aquWel.heaCapCol[76].T,aquWel.heaCapCol[77].T,aquWel.heaCapCol[78].T,aquWel.heaCapCol[79].T,aquWel.heaCapCol[80].T,aquWel.heaCapCol[81].T,aquWel.heaCapCol[82].T,aquWel.heaCapCol[83].T,aquWel.heaCapCol[84].T,aquWel.heaCapCol[85].T,aquWel.heaCapCol[86].T,aquWel.heaCapCol[87].T,aquWel.heaCapCol[88].T,aquWel.heaCapCol[89].T,aquWel.heaCapCol[90].T,aquWel.heaCapCol[91].T,aquWel.heaCapCol[92].T,aquWel.heaCapCol[93].T,aquWel.heaCapCol[94].T,aquWel.heaCapCol[95].T,aquWel.heaCapCol[96].T,aquWel.heaCapCol[97].T,aquWel.heaCapCol[98].T,aquWel.heaCapCol[99].T,aquWel.heaCapCol[100].T,aquWel.heaCapCol[101].T,aquWel.heaCapCol[102].T,aquWel.heaCapCol[103].T,aquWel.heaCapCol[104].T,aquWel.heaCapCol[105].T,aquWel.heaCapCol[106].T,aquWel.heaCapCol[107].T,aquWel.heaCapCol[108].T,aquWel.heaCapCol[109].T,aquWel.heaCapCol[110].T,aquWel.heaCapCol[111].T,aquWel.heaCapCol[112].T,aquWel.heaCapCol[113].T,aquWel.heaCapCol[114].T,aquWel.heaCapCol[115].T,aquWel.heaCapCol[116].T,aquWel.heaCapCol[117].T,aquWel.heaCapCol[118].T,aquWel.heaCapCol[119].T,aquWel.heaCapCol[120].T,aquWel.heaCapCol[121].T,aquWel.heaCapCol[122].T,aquWel.heaCapCol[123].T,aquWel.heaCapCol[124].T,aquWel.heaCapCol[125].T,aquWel.heaCapCol[126].T,aquWel.heaCapCol[127].T,aquWel.heaCapCol[128].T,aquWel.heaCapCol[129].T,aquWel.heaCapCol[130].T,aquWel.heaCapCol[131].T,aquWel.heaCapCol[132].T,aquWel.heaCapCol[133].T,aquWel.heaCapCol[134].T,aquWel.heaCapCol[135].T,aquWel.heaCapCol[136].T,aquWel.heaCapCol[137].T,aquWel.heaCapCol[138].T,aquWel.heaCapCol[139].T,aquWel.heaCapCol[140].T,aquWel.heaCapCol[141].T,aquWel.heaCapCol[142].T,aquWel.heaCapCol[143].T,aquWel.heaCapCol[144].T,aquWel.heaCapCol[145].T,aquWel.heaCapCol[146].T,aquWel.heaCapCol[147].T,aquWel.heaCapCol[148].T,aquWel.heaCapCol[149].T,aquWel.heaCapCol[150].T,aquWel.heaCapCol[151].T,aquWel.heaCapCol[152].T,aquWel.heaCapCol[153].T,aquWel.heaCapCol[154].T,aquWel.heaCapCol[155].T,aquWel.heaCapCol[156].T,aquWel.heaCapCol[157].T,aquWel.heaCapCol[158].T,aquWel.heaCapCol[159].T,aquWel.heaCapCol[160].T,aquWel.heaCapCol[161].T,aquWel.heaCapCol[162].T,aquWel.heaCapCol[163].T,aquWel.heaCapCol[164].T,aquWel.heaCapCol[165].T,aquWel.heaCapCol[166].T,aquWel.heaCapCol[167].T,aquWel.heaCapCol[168].T,aquWel.heaCapCol[169].T,aquWel.heaCapCol[170].T,aquWel.heaCapCol[171].T,aquWel.heaCapCol[172].T,aquWel.heaCapCol[173].T,aquWel.heaCapCol[174].T,aquWel.heaCapCol[175].T,aquWel.heaCapCol[176].T,aquWel.heaCapCol[177].T,aquWel.heaCapCol[178].T,aquWel.heaCapCol[179].T,aquWel.heaCapCol[180].T,aquWel.heaCapCol[181].T,aquWel.heaCapCol[182].T,aquWel.heaCapCol[183].T,aquWel.heaCapCol[184].T,aquWel.heaCapCol[185].T,aquWel.heaCapCol[186].T,aquWel.heaCapCol[187].T,aquWel.heaCapCol[188].T,aquWel.heaCapCol[189].T,aquWel.heaCapCol[190].T,aquWel.heaCapCol[191].T,aquWel.heaCapCol[192].T,aquWel.heaCapCol[193].T,aquWel.heaCapCol[194].T,aquWel.heaCapCol[195].T,aquWel.heaCapCol[196].T,aquWel.heaCapCol[197].T,aquWel.heaCapCol[198].T,aquWel.heaCapCol[199].T,aquWel.heaCapCol[200].T,aquWel.heaCapCol[201].T,aquWel.heaCapCol[202].T,aquWel.heaCapCol[203].T,aquWel.heaCapCol[204].T,aquWel.heaCapCol[205].T,aquWel.heaCapCol[206].T,aquWel.heaCapCol[207].T,aquWel.heaCapCol[208].T,aquWel.heaCapCol[209].T,aquWel.heaCapCol[210].T,aquWel.heaCapCol[211].T,aquWel.heaCapCol[212].T,aquWel.heaCapCol[213].T,aquWel.heaCapCol[214].T,aquWel.heaCapCol[215].T,aquWel.heaCapCol[216].T,aquWel.heaCapCol[217].T,aquWel.heaCapCol[218].T,aquWel.heaCapCol[219].T,aquWel.heaCapCol[220].T,aquWel.heaCapCol[221].T,aquWel.heaCapCol[222].T,aquWel.heaCapCol[223].T,aquWel.heaCapCol[224].T,aquWel.heaCapCol[225].T,aquWel.heaCapCol[226].T,aquWel.heaCapCol[227].T,aquWel.heaCapCol[228].T,aquWel.heaCapCol[229].T,aquWel.heaCapCol[230].T,aquWel.heaCapCol[231].T,aquWel.heaCapCol[232].T,aquWel.heaCapHot[1].T,aquWel.heaCapHot[2].T,aquWel.heaCapHot[3].T,aquWel.heaCapHot[4].T,aquWel.heaCapHot[5].T,aquWel.heaCapHot[6].T,aquWel.heaCapHot[7].T,aquWel.heaCapHot[8].T,aquWel.heaCapHot[9].T,aquWel.heaCapHot[10].T,aquWel.heaCapHot[11].T,aquWel.heaCapHot[12].T,aquWel.heaCapHot[13].T,aquWel.heaCapHot[14].T,aquWel.heaCapHot[15].T,aquWel.heaCapHot[16].T,aquWel.heaCapHot[17].T,aquWel.heaCapHot[18].T,aquWel.heaCapHot[19].T,aquWel.heaCapHot[20].T,aquWel.heaCapHot[21].T,aquWel.heaCapHot[22].T,aquWel.heaCapHot[23].T,aquWel.heaCapHot[24].T,aquWel.heaCapHot[25].T,aquWel.heaCapHot[26].T,aquWel.heaCapHot[27].T,aquWel.heaCapHot[28].T,aquWel.heaCapHot[29].T,aquWel.heaCapHot[30].T,aquWel.heaCapHot[31].T,aquWel.heaCapHot[32].T,aquWel.heaCapHot[33].T,aquWel.heaCapHot[34].T,aquWel.heaCapHot[35].T,aquWel.heaCapHot[36].T,aquWel.heaCapHot[37].T,aquWel.heaCapHot[38].T,aquWel.heaCapHot[39].T,aquWel.heaCapHot[40].T,aquWel.heaCapHot[41].T,aquWel.heaCapHot[42].T,aquWel.heaCapHot[43].T,aquWel.heaCapHot[44].T,aquWel.heaCapHot[45].T,aquWel.heaCapHot[46].T,aquWel.heaCapHot[47].T,aquWel.heaCapHot[48].T,aquWel.heaCapHot[49].T,aquWel.heaCapHot[50].T,aquWel.heaCapHot[51].T,aquWel.heaCapHot[52].T,aquWel.heaCapHot[53].T,aquWel.heaCapHot[54].T,aquWel.heaCapHot[55].T,aquWel.heaCapHot[56].T,aquWel.heaCapHot[57].T,aquWel.heaCapHot[58].T,aquWel.heaCapHot[59].T,aquWel.heaCapHot[60].T,aquWel.heaCapHot[61].T,aquWel.heaCapHot[62].T,aquWel.heaCapHot[63].T,aquWel.heaCapHot[64].T,aquWel.heaCapHot[65].T,aquWel.heaCapHot[66].T,aquWel.heaCapHot[67].T,aquWel.heaCapHot[68].T,aquWel.heaCapHot[69].T,aquWel.heaCapHot[70].T,aquWel.heaCapHot[71].T,aquWel.heaCapHot[72].T,aquWel.heaCapHot[73].T,aquWel.heaCapHot[74].T,aquWel.heaCapHot[75].T,aquWel.heaCapHot[76].T,aquWel.heaCapHot[77].T,aquWel.heaCapHot[78].T,aquWel.heaCapHot[79].T,aquWel.heaCapHot[80].T,aquWel.heaCapHot[81].T,aquWel.heaCapHot[82].T,aquWel.heaCapHot[83].T,aquWel.heaCapHot[84].T,aquWel.heaCapHot[85].T,aquWel.heaCapHot[86].T,aquWel.heaCapHot[87].T,aquWel.heaCapHot[88].T,aquWel.heaCapHot[89].T,aquWel.heaCapHot[90].T,aquWel.heaCapHot[91].T,aquWel.heaCapHot[92].T,aquWel.heaCapHot[93].T,aquWel.heaCapHot[94].T,aquWel.heaCapHot[95].T,aquWel.heaCapHot[96].T,aquWel.heaCapHot[97].T,aquWel.heaCapHot[98].T,aquWel.heaCapHot[99].T,aquWel.heaCapHot[100].T,aquWel.heaCapHot[101].T,aquWel.heaCapHot[102].T,aquWel.heaCapHot[103].T,aquWel.heaCapHot[104].T,aquWel.heaCapHot[105].T,aquWel.heaCapHot[106].T,aquWel.heaCapHot[107].T,aquWel.heaCapHot[108].T,aquWel.heaCapHot[109].T,aquWel.heaCapHot[110].T,aquWel.heaCapHot[111].T,aquWel.heaCapHot[112].T,aquWel.heaCapHot[113].T,aquWel.heaCapHot[114].T,aquWel.heaCapHot[115].T,aquWel.heaCapHot[116].T,aquWel.heaCapHot[117].T,aquWel.heaCapHot[118].T,aquWel.heaCapHot[119].T,aquWel.heaCapHot[120].T,aquWel.heaCapHot[121].T,aquWel.heaCapHot[122].T,aquWel.heaCapHot[123].T,aquWel.heaCapHot[124].T,aquWel.heaCapHot[125].T,aquWel.heaCapHot[126].T,aquWel.heaCapHot[127].T,aquWel.heaCapHot[128].T,aquWel.heaCapHot[129].T,aquWel.heaCapHot[130].T,aquWel.heaCapHot[131].T,aquWel.heaCapHot[132].T,aquWel.heaCapHot[133].T,aquWel.heaCapHot[134].T,aquWel.heaCapHot[135].T,aquWel.heaCapHot[136].T,aquWel.heaCapHot[137].T,aquWel.heaCapHot[138].T,aquWel.heaCapHot[139].T,aquWel.heaCapHot[140].T,aquWel.heaCapHot[141].T,aquWel.heaCapHot[142].T,aquWel.heaCapHot[143].T,aquWel.heaCapHot[144].T,aquWel.heaCapHot[145].T,aquWel.heaCapHot[146].T,aquWel.heaCapHot[147].T,aquWel.heaCapHot[148].T,aquWel.heaCapHot[149].T,aquWel.heaCapHot[150].T,aquWel.heaCapHot[151].T,aquWel.heaCapHot[152].T,aquWel.heaCapHot[153].T,aquWel.heaCapHot[154].T,aquWel.heaCapHot[155].T,aquWel.heaCapHot[156].T,aquWel.heaCapHot[157].T,aquWel.heaCapHot[158].T,aquWel.heaCapHot[159].T,aquWel.heaCapHot[160].T,aquWel.heaCapHot[161].T,aquWel.heaCapHot[162].T,aquWel.heaCapHot[163].T,aquWel.heaCapHot[164].T,aquWel.heaCapHot[165].T,aquWel.heaCapHot[166].T,aquWel.heaCapHot[167].T,aquWel.heaCapHot[168].T,aquWel.heaCapHot[169].T,aquWel.heaCapHot[170].T,aquWel.heaCapHot[171].T,aquWel.heaCapHot[172].T,aquWel.heaCapHot[173].T,aquWel.heaCapHot[174].T,aquWel.heaCapHot[175].T,aquWel.heaCapHot[176].T,aquWel.heaCapHot[177].T,aquWel.heaCapHot[178].T,aquWel.heaCapHot[179].T,aquWel.heaCapHot[180].T,aquWel.heaCapHot[181].T,aquWel.heaCapHot[182].T,aquWel.heaCapHot[183].T,aquWel.heaCapHot[184].T,aquWel.heaCapHot[185].T,aquWel.heaCapHot[186].T,aquWel.heaCapHot[187].T,aquWel.heaCapHot[188].T,aquWel.heaCapHot[189].T,aquWel.heaCapHot[190].T,aquWel.heaCapHot[191].T,aquWel.heaCapHot[192].T,aquWel.heaCapHot[193].T,aquWel.heaCapHot[194].T,aquWel.heaCapHot[195].T,aquWel.heaCapHot[196].T,aquWel.heaCapHot[197].T,aquWel.heaCapHot[198].T,aquWel.heaCapHot[199].T,aquWel.heaCapHot[200].T,aquWel.heaCapHot[201].T,aquWel.heaCapHot[202].T,aquWel.heaCapHot[203].T,aquWel.heaCapHot[204].T,aquWel.heaCapHot[205].T,aquWel.heaCapHot[206].T,aquWel.heaCapHot[207].T,aquWel.heaCapHot[208].T,aquWel.heaCapHot[209].T,aquWel.heaCapHot[210].T,aquWel.heaCapHot[211].T,aquWel.heaCapHot[212].T,aquWel.heaCapHot[213].T,aquWel.heaCapHot[214].T,aquWel.heaCapHot[215].T,aquWel.heaCapHot[216].T,aquWel.heaCapHot[217].T,aquWel.heaCapHot[218].T,aquWel.heaCapHot[219].T,aquWel.heaCapHot[220].T,aquWel.heaCapHot[221].T,aquWel.heaCapHot[222].T,aquWel.heaCapHot[223].T,aquWel.heaCapHot[224].T,aquWel.heaCapHot[225].T,aquWel.heaCapHot[226].T,aquWel.heaCapHot[227].T,aquWel.heaCapHot[228].T,aquWel.heaCapHot[229].T,aquWel.heaCapHot[230].T,aquWel.heaCapHot[231].T,aquWel.heaCapHot[232].T) * Number of discrete variables: 3 ($whenCondition1,uPum.nextTimeEvent,uPum.nextTimeEventScaled) * Number of discrete states: 2 (uPum.nextTimeEvent,uPum.nextTimeEventScaled) * Number of clocked states: 0 () * Top-level inputs: 0 Notification: Strong component statistics for simulation (5679): * Single equations (assignments): 5204 * Array equations: 0 * Algorithm blocks: 0 * Record equations: 7 * When equations: 2 * If-equations: 0 * Equation systems (not torn): 0 * Torn equation systems: 466 * Mixed (continuous/discrete) equation systems: 0 Notification: Torn system details for strict tearing set: * Linear torn systems (#iteration vars, #inner vars, density): 464 systems {(1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%), (1,4,100.0%)} * Non-linear torn systems (#iteration vars, #inner vars): 2 systems {(1,10), (1,13)} Notification: Performance of Backend phase and start with SimCode phase: time 0.3673/27.04, allocations: 179.3 MB / 9.399 GB, free: 257 MB / 1.733 GB Notification: Performance of simCode: created initialization part: time 11.65/38.7, allocations: 3.239 GB / 12.64 GB, free: 403.7 MB / 1.796 GB Notification: Performance of simCode: created event and clocks part: time 8.281e-05/38.7, allocations: 99.38 kB / 12.64 GB, free: 403.7 MB / 1.796 GB Notification: Performance of simCode: created simulation system equations: time 0.1438/38.84, allocations: 109.5 MB / 12.74 GB, free: 330.3 MB / 1.796 GB Notification: Performance of simCode: created of all other equations (e.g. parameter, nominal, assert, etc): time 0.3961/39.24, allocations: 74.63 MB / 12.82 GB, free: 278.5 MB / 1.796 GB Notification: Performance of simCode: created linear, non-linear and system jacobian parts: time 11.94/51.18, allocations: 6.715 GB / 19.53 GB, free: 0.5138 GB / 2.296 GB Notification: Performance of simCode: some other stuff during SimCode phase: time 1.014/52.19, allocations: 96.3 MB / 19.63 GB, free: 0.8946 GB / 2.296 GB Notification: Performance of simCode: alias equations: time 0.2618/52.45, allocations: 78.22 MB / 19.7 GB, free: 0.8808 GB / 2.296 GB Notification: Performance of simCode: all other stuff during SimCode phase: time 0.1396/52.59, allocations: 71.95 MB / 19.77 GB, free: 0.8768 GB / 2.296 GB Notification: Performance of SimCode: time 1.362e-06/52.59, allocations: 3.75 kB / 19.77 GB, free: 0.8768 GB / 2.296 GB Notification: Performance of buildModelFMU: Generate the FMI files: time 10.68/63.27, allocations: 3.577 GB / 23.35 GB, free: 0.8742 GB / 2.296 GB Notification: Performance of buildModelFMU: Generate platform static: time 123.2/186.4, allocations: 8.812 kB / 23.35 GB, free: 0.8742 GB / 2.296 GB (rm -f IBPSA_latest_IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest.pipe ; mkfifo IBPSA_latest_IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest.pipe ; head -c 1048576 < IBPSA_latest_IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest.pipe >> ../files/IBPSA_latest_IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest.sim & /home/hudson/saved_omc/OMSimulator/install/bin/OMSimulator --tempDir=temp_IBPSA_latest_IBPSA_Fluid_Geothermal_Aquifer_Validation_SimulationTest_fmu --startTime=0 --stopTime=3.1536e+07 --timeout=50 --tolerance=1e-06 IBPSA_latest_IBPSA_Fluid_Geothermal_Aquifer_Validation_SimulationTest.fmu > IBPSA_latest_IBPSA.Fluid.Geothermal.Aquifer.Validation.SimulationTest.pipe 2>&1)