Asymptotic modeling of thin plastic oscillating layer

Abstract

In this paper we study the asymptotic behavior of solutions to a elasticity problem, of a containing structure a plastic thin oscillating layer of thickness and rigidity depending of small parameters $\varepsilon$. We use the epi-convergence method to find the limit problems with interface conditions.

Keywords

• Limit behavior
• plasticity problem
• thin oscillating layer
• epi-convergence method
• subadditive theorem