Homogenization of nonstationary flow of a two-constituant mixture through a porous medium
Ibrahim Aganović, Andro Mikelić · Asymptotic Analysis · 1992
The homogenization of nonstationary flow of a general two-constituant mixture in a domain with a grained boundary (porous medium) is considered. A convergence theorem for the homogenization process, together with a uniqueness theorem for a homogenized problem, is proved. The homogenized system turns out to be the widely used engineering model of miscible flow through a porous medium.