Qiang DuColumbia University,Zuoqiang ShiTsinghua University
Analysis of PDEsNumerical Analysis and Scientific Computingmathscidoc:1711.03001
In this paper, we introduce a nonlocal model for linear steady Stokes system with
physical no-slip boundary condition. We use the idea of volume constraint to enforce the no-slip
boundary condition. We prove that the nonlocal model is well-posed and the solution of the nonlocal
system converges to the solution of the original Stokes system when the nonlocality vanishes.