  We consider the Stokes equations on a bounded perforated domaincompleted with
non-zero constant boundary conditions on the holes. We investigate
configurations forwhich the holes are identical spheres and their number N goes
to infinity while their radius1/N tends to zero. We prove that, under the
assumption that there is no concentrationin the distribution of holes, the
solution is well approximated asymptotically by solving aStokes-Brinkman
problem.
