LEADING ORDER ASYMPTOTICS OF STATIONARY NAVIER–STOKES FLOWS IN THE PRESENCE OF A WALL
Zhengguang Guo, Peter Wittwer, Yong Zhou · Mathematical Models and Methods in Applied Sciences · 2011
We consider the problem of a body moving within an incompressible fluid at constant speed parallel to a wall, in an otherwise unbounded domain. We give a detailed description of the asymptotic behavior on the fluid flow in a half-space using as a starting point the theory of existence of solutions which is obtained by interpreting the coordinate perpendicular to the wall as time variable.