Seminarreihe "structure preserving numerical methods for hyperbolic equations" im Oberseminar Mathematische Strömungsmechanik: Philippe Helluy, Explicit schemes without Courant-Friedrichs-Levy condition for conservation laws based on a kinetic approach

This talk is part of the seminar series "structure preserving numerical methods for hyperbolic equations", click here for more details 

Abstract:

By a combination of well-established mathematical techniques, it is possible to construct a general nume-
rical method for solving any hyperbolic system of conservation laws with the following interesting features:
time-explicit, unconditionally stable, accepting unstructured arbitrary meshes, of arbitrary order and naturally
parallel. The scheme can be made entropy preserving or entropy dissipative, depending on the needed features.
We give an overview of the construction of the method and examples of application to multiphase compressible
flows and MHD simulations.

via Zoom video conference (request the Zoom link from klingen@mathematik.uni-wuerzburg.de)