Highly accurate special quadrature methods for Stokesian particle suspensions in confined geometries
Highly accurate special quadrature methods for Stokesian particle suspensions in confined geometries
Abstract Boundary integral methods are highly suited for problems with complicated geometries, but require special quadrature methods to accurately compute the singular and nearly singular layer potentials that appear in them. This article presents a boundary integral method that can be used to study the motion of rigid particles in …