Stability of finite volume schemes for hyperbolic systems in two space dimensions
Résumé
We study the stability of finite volume schemes for symmetric hyperbolic systems in two space dimensions, with the Lax-Friedrichs flux. We first show a sufficient condition for the L2-stability of the scheme on a general triangulation. Then we show that this stability condition can be improved when the triangulation is composed of equilateral triangles.
Loading...