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Article Dans Une Revue Applied Mathematics and Computation Année : 2020

Boundary optimal control for antiplane problems with power-law friction

Résumé

We consider a contact model with power-law friction in the antiplane context. Our study focuses on the boundary optimal control, paying special attention to optimality conditions and computational methods. Depending on the form of the power-law friction, we are able to deduce an optimality condition for the original problem or for a regularized version of it. Furthermore, we introduce and analyze a computational technique based on linearization, saddle point theory and a fixed point method.
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Dates et versions

hal-02176637 , version 1 (08-07-2019)
hal-02176637 , version 2 (24-06-2020)

Identifiants

  • HAL Id : hal-02176637 , version 2

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Nicolae Cindea, Andaluzia Matei, Sorin Micu, Constantin Niţă. Boundary optimal control for antiplane problems with power-law friction. Applied Mathematics and Computation, 2020, 386, pp.125448. ⟨hal-02176637v2⟩
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