Author:
Bucur Dorin,Feireisl Eduard,Nečasová Šárka
Abstract
We consider the stationary equations of a general viscous fluid in an infinite (periodic) slab supplemented with Navier's boundary condition with a friction term on the upper part of the boundary. In addition, we assume that the upper part of the boundary is described by a graph of a function φε, where φε oscillates in a specific direction with amplitude proportional to ε. We identify the limit problem when ε → 0, in particular, the effective boundary conditions.
Publisher
Cambridge University Press (CUP)
Cited by
20 articles.
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