Two-Scale Convergence of Unsteady Stokes type Equations
Lazarus Signing · SOP Transactions on Applied Mathematics · 2014
In this paper we study the homogenization of evolution Stokes type equations in the periodic setting. The usual Laplace operator involved in the classical Stokes equations is here replaced by a linear elliptic differential operator of divergence form with periodically oscillating coefficients. Our mean tool is the well known two-scale convergence method.