CONVERGENCE OF VORTEX METHODS FOR 3-D EULER EQUATIONS

摘要

In this paper we apply an approach introduced in [6] [7], where continuous norms and hign order estimates and extension are used, to study the convergence of vortex methods for the 3-D Euler equations in bounded domains as the initial vorticity ω_0 and the curl of the body force f are non-compactly supported functions. Convergence results are proved.