UniStra - UFR Physique et Ingénierie

      Master Sciences Pour l’Ingénieur Spécialité Computational Engineering

      UniStra - UFR Physique et Ingénierie
      À Strasbourg

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      Infos importantes

      Typologie Master
      Lieu Strasbourg
      Durée 2 Ans
      • Master
      • Strasbourg
      • Durée:
        2 Ans
      Description

      Objectifs: Numerical modelling for industrial applications is a rapidly growing discipline, which brings together the power of computers and the biological, chemical and physical sciences. Computer based simulations and their related visualisations play a key role in industrial applications, environmental or biomechanical investigations. This master aims to train students with research and development skills through projects, which will have industrial and/or academic significance. During this master program, students will acquire the backgrounds in computational engineering,

      Installations (1)
      Où et quand
      Début Lieu
      Consulter
      Strasbourg
      Ufr de Physique et Ingénierie - Site Campus Esplanade 3-5 Rue de l'Université 67084 Strasbourg Cedex, 67084, (67) Bas-Rhin, France
      Voir plan
      Début Consulter
      Lieu
      Strasbourg
      Ufr de Physique et Ingénierie - Site Campus Esplanade 3-5 Rue de l'Université 67084 Strasbourg Cedex, 67084, (67) Bas-Rhin, France
      Voir plan

      À tenir en compte

      · Prérequis

      Students with a Bachelor degree (L3 level in the French system : 3 years college degree) in Engineering Sciences (mechanical, civil or materials), mathematics or physics, can be accepted in the first year of the Master. A sufficient knowledge of the English language is necessary. Knowledge of the French language will be appreciated but is not necessary. A specific commission, who will make the final decision for acceptance or rejection, will evaluate the applications.

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      Programme

      M1 Semestre 1 30 CREDITS 10 UE Informatics (Fortran 90, MATLAB) 3 ECTS Informatics project 3 ECTS Mathematical methods for physics 3 ECTS Continuum Mechanics 3 ECTS Elemental numerical methods 1 3 ECTS Elemental numerical methods 2 3 ECTS Computational fluid mechanic, incompressible flows 3 ECTS Constitutive laws for computational mechanics 3 ECTS Computational plasticity 3 ECTS Project M1­ S1 3 ECTS M1 Semestre 2 30 CREDITS 10 UE Spectral analysis 3 ECTS Advanced Numerical Methods 3 ECTS Optimization and inverse methods 3 ECTS Computational Fluid Dynamic, compressible flows 3 ECTS Multiscale modelling 3 ECTS Computational dynamics 3 ECTS Computational analysis for statistical methods 3 ECTS Measurement and Identification 3 ECTS Project M1­ S2 3 ECTS UE free 3 ECTS M2 Semestre 3 30 CREDITS 10 UE Applied Computational Engineering for heat and mass transfer 3 ECTS Applied Computational Engineering for materials and structures 3 ECTS Visualization and grid generation 3 ECTS Advanced utilization of CFD code 3 ECTS Advanced utilization of computational solid mechanics codes 3 ECTS Advanced computation in biomechanics 3 ECTS Development and utilization of simulation statistical methods 3 ECTS Free software in CFD and CSM 3 ECTS Management project 3 ECTS UE free 3 ECTS M2 Semestre 4 30 CREDITS Master Thesis 30 ECTS

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