Asymptotic analysis of quasistatic electro‐viscoelastic problem with Tresca's friction Law. Issue 3 (22nd April 2019) - Dilmi, Mohamed
Abstract : This paper is devoted to the study of the asymptotic analysis of a mathematical model involving a frictionless contact between an quasistatic electro‐viscoelastic and a conductive foundation in a three‐dimensional thin domain Ω ε . The contact is modeled with Tresca friction law. We derive a variational formulation of the problem and prove its unique weak solution. Then, we study the asymptotic analysis when the small parameter of the domain tends to zero. Finally, the specific Reynolds limit equation and the limit of Tresca free boundary conditions are obtained.