3 papers
math.AP2026
Homogenization of elasto-plastic plate equations with vanishing hardening
Marin BužanÄiÄ, Igor VelÄiÄ, Josip ŽubriniÄ
We study the asymptotic behavior of thin heterogeneous elastoplastic plates in the framework of linearized elastoplasticity, focusing on the regime where the plate thickness vanish…
math.AP2025
Poroelastic plate model obtained by simultaneous homogenization and dimension reduction
Marin BužanÄiÄ, Pedro Hernandez-Llanos, Igor VelÄiÄ +1
In this paper, the starting point of our analysis is a coupled system of linear elasticity and Stokes equation. We consider two small parameters: the thickness of the thin plat…
math.AP2024
An operator-asymptotic approach to periodic homogenization for equations of linearized elasticity
Yi-Sheng Lim, Josip ŽubriniÄ
We present an operator-asymptotic approach to the problem of homogenization of periodic composite media in the setting of three-dimensional linearized elasticity. This is based on…