On Iterative Methods for Incompressible Fluids with Mass Diffusion

Número: 
42
Ano: 
2004
Autor: 
Francisco Guillén González
P. Damázio
Marko A. Rojas Medar
Abstract: 

In this paper, we study the strong solutions of incompressible fluids with mass diffusion. We use an iterative method in order to approach the strong solutions and some convergence rates for this scheme are obtained, depending on weak, strong and more regular norms (latter only for strictly positive times).

Keywords: 
Fluids with mass diffusion
Strong solutions
Iterative method
Convergence rates
Arquivo: