Speaker
Prof.
Hakima Bessaih
(University of Wyoming)
Description
We will be dealing with various models from porous media stemming from applications in filtration processes. Our models includes the reaction diffusion and the convection diffusion models coupled with a stochastic differential equation.
Our models are highly heterogeneous in time and space.
Our main result consists of deriving the macroscale equation. We show that the resulting macroscale equation is deterministic. The convergence analysis involves the cell problem and the invariant measure of the stochastic differential equation.
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Primary author
Prof.
Hakima Bessaih
(University of Wyoming)
Co-authors
Dr
Razvan Florian Maris
(Alexandru Ioan Cuza University of Iasi)
Prof.
Yalchin Efendiev
(Texas A&M)
