QUINZIÈME JOURNÉE Faculté des Sciences Ben…· 15ème Journée de Mathématiques et Applications JMA17 FSBM… DEPARTEMENT DE MATHEMATIQUES ET …

 QUINZIÈME JOURNÉE Faculté des Sciences Ben…· 15ème Journée de Mathématiques et Applications JMA17 FSBM… DEPARTEMENT DE MATHEMATIQUES ET …

QJ DE MATHMATIQUES

We consider the penalty method applied to contact problem in thermo-electro-visco-elasticity with Signorinis condition and Trescas friction law. Mathematical properties, such as the existence of a solution to the penaltyproblem and its convergence to the solution of the original problem, are reported. We then study two numericalapproximation schemes of penalized problem, a semi-discrete scheme and a fully discrete approximation by usingthe forward Euler scheme with the finite …

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