E.D.P.

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    In brief

  • Code : N8EN06B

Objectives

The student knows the finite element discretisation technique for solving partial differential equations. He is able to evaluate gradients of functional using adjoint computations. He also implements these techniques on a computer and is able to evaluate the quality of his solutions in terms of accuracy and performance.

Needed prerequisite

Lebesgue integral, linear algebra, optimisation

Session 1 ou session unique - Contrôle des connaissances

ModalitéNatureCoefficientRemarques
CT (contrôle terminal) Oral/Ecrit100%Examen E.D.P

Session 2 - Contrôle des connaissances

ModalitéNatureCoefficientRemarques
CT (contrôle terminal) Oral/Ecrit100%Examen E.D.P

Contact(s)

GRATTON SERGE

Contact

The National Institute of Electrical engineering, Electronics, Computer science,Fluid mechanics & Telecommunications and Networks

2, rue Charles Camichel - BP 7122
31071 Toulouse Cedex 7, France

+33 (0)5 34 32 20 00

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