DoubleMaster’sDegreesprogrammebetweenMSc.inNumericalMethodsinEngineering(MNME)atBarcelonaSchoolofcivilEngineering(UPC)andComputationalMechanicsofMaterialsandStructures(COMMAS)atUniversityofStuttgart.
Semester1(Q1) Semester2(Q2) Semester3(Q3) Semester4(Q4)
UPCStudentsatUPC
UStuttgartStudentsatUStuttgart
UPCStudentsatUPC
UStuttgartStudentsatUStuttgart
UPCStudentsatUStuttgart
UStuttgartStudentsatUPC
UPCStudentsatUStuttgart
UStuttgartStudentsatUPC
CompulsoryModules:NumericalMethodsforPartialDifferentialEquations(5ECTS)FiniteElementMethod(5ECTS)ContinuumMechanics(5ECTS)AdvancedFluidMechanics(5ECTS)ComputationalMechanicsTools(5ECTS)Transversalmandatorymodules:CommunicationSkills1(5ECTS)Entrepeneurship(5ECTS)
CompulsoryModules:ContinuumMechanics(6ECTS)ComputationalMechanicsofMaterials(6ECTS)ComputationalMechanicsofStructures(6ECTS)DiscretizationMethodsandScientificProgramming(6ECTS)OptimizationofMechanicalSystems(3ECTS)EngineeringMaterialsI:Metals,Concrete,Soils(3ECTS)
CompulsoryModules:ComputationalSolidMechanics(5ECTS)ComputationalStructuralMechanicsandDynamics(5ECTS)FiniteElementsinFluids(5ECTS)Industrialtraining(15ECTS)
CompulsoryModule:CommunicationorientedmodulesfromLanguageCenter(6ECTS)ElectiveModules1
(24ECTS)
CompulsoryModules:ImplementationandAlgorithmsforFiniteElements(6ECTS)(=DomainDescompositionandLargeScaleScientificComputing,5ECTS)Transversalmandatorymodules:CommunicationorientedmodulesfromLanguageCenter(6ECTS)ElectiveModules(18ECTS)
CompulsoryModules:Industrialtraining(15ECTS)CommunicationSkills2(5ECTS)Entrepeneurship(5ECTS)AdvancedFluidMechanics(5ECTS)
Master’sThesis2(30ECTS)
Master’sThesis(30ECTS)
ECTS=35 ECTS=30 ECTS=30 ECTS=30 ECTS=30 ECTS=30 ECTS=30 ECTS=30
1)AcademicBoardwillreviewandguaranteetheequivalenceofelectivemoduleswithMNMEstudyplancompulsorycourses.2)MasterThesisdefencewillmeettheUPCrules.
ListofelectivemodulesattheUniversityofStuttgart ECTSSelectedTopicsintheTheoriesofPlasticityandViscoelasticity 6Elementsofnon-linearContinuumThermodynamics 6IntroductiontoContinuumMechanicsofPolyphaseMaterials 6GeometricalMethodsofNon-LinearContinuumMechanicsandContinuumThermodynamics 6MicromechanicsofSmartandMultifunctionalMaterials 6TheoreticalandComputer-OrientedMaterialsTheory 6OptimalControl 6ContinuumBiomechanics 6Non-linearDynamics 6FuzzyMethods 6AdvancedNumericsofPartialDifferentialEquations 6SimulationMethodsinPhysicsforSimTechI 6SimulationMethodsinPhysicsforSimTechII 6MultiphaseModelinginPorousMedia 6NumericalMethodsforDifferentialEquations 6NonlinearMethodsforDifferentialEquations 6NonlinearDynamicsofMechanicsSystems 6NonsmoothDynamics 6ImplementationandAlgorithmsforFiniteElements 6Introductiontomodelorderreductionofmechanicalsystems 6Non-linearComputationalMechanicsofStructures 6ComputationalMethodsforShellAnalysis 6MicromechanicsofMaterialsandHomogenizationMethods 6NumericalModelingofSoilsandConcreteStructures 6VisualizationinScienceandEngineering 6FoundationofContinuumThermodynamicsforSingle-andMultiphasicMaterials 6ComputationalContactMechanics 6ComputationalDynamicsforRobotics 6MetalsandComputationalMaterialsScience 6Simulationofmulti-phaseandmulti-scalematerialswithhomogenizationapproaches 6SimulationofcoupledproblemswiththeFiniteElementMethods 6VariationalmethodsinStructuralDynamics 6DataProcessingforEngineersandScientists 6
UPCstudents(FirstyearatUPC,secondyearatStuttgart) Coursesactuallytakenbystudent ECTS EquivalentcourseatMMNE(UPC) ECTS
Q1
NumericalMethodsforPartialDifferentialEquations 5 FiniteElementMethod 5 ContinuumMechanics 5 AdvancedFluidMechanics 5 ComputationalMechanicsTools 5 CommunicationSkills1 5 Entrepeneurship 5
Q2
ComputationalSolidMechanics 5 ComputationalStructuralMechanicsandDynamics 5 FiniteElementsinFluids 5 IndustrialTraining 15
Q3(*)
ImplementationandAlgorithmsforFiniteElements 6 DomainDecompositionandLargeScaleScientificComputing 5CommunicationorientedmodulesfromLanguageCenter 6 CommunicationSkills2 5Group1SelectedTopicsintheTheoriesofPlasticityandViscoelasticityElementsofnon-linearContinuumThermodynamicsIntroductiontoContinuumMechanicsofPolyphaseMaterialsGeometricalMethodsofNon-LinearContinuumMechanicsandContinuumThermodynamics
MicromechanicsofSmartandMultifunctionalMaterialsTheoreticalandComputer-OrientedMaterialsTheoryContinuumBiomechanicsNon-linearDynamicsMultiphaseModelinginPorousMediaMicromechanicsofMaterialsandHomogenizationMethodsFoundationofContinuumThermodynamicsforSingle-andMultiphasicMaterials
MetalsandComputationalMaterialsScienceSimulationofcoupledproblemswiththeFiniteElementMethods
6 CoupledProblems 5
Group2VisualizationinScienceandEngineeringComputationalDynamicsforRoboticsDataProcessingforEngineersandScientists
6 ProgrammingforEngineersandScientists 5
Group3OptimalControl
6 AdvancedDiscretizationMethods 5
FuzzyMethodsAdvancedNumericsofPartialDifferentialEquationsSimulationMethodsinPhysicsforSimTechISimulationMethodsinPhysicsforSimTechIINumericalMethodsforDifferentialEquationsNonlinearMethodsforDifferentialEquationsNonlinearDynamicsofMechanicsSystemsNonsmoothDynamicsIntroductiontomodelorderreductionofmechanicalsystemsNon-linearComputationalMechanicsofStructuresComputationalMethodsforShellAnalysisNumericalModelingofSoilsandConcreteStructuresComputationalContactMechanicsSimulationofmulti-phaseandmulti-scalematerialswithhomogenizationapproaches
VariationalmethodsinStructuralDynamics
Q4 Master’sthesis 30 Master’sthesis 30
(*)InQ3,chooseonesubjectfromeachofthegroups1,2and3