Seminarreihe "structure preserving numerical methods for hyperbolic equations" im Oberseminar Mathematische Strömungsmechanik: Jean-Luc Guermond

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

Abstract:

The objective of this talk is to present a fully-discrete approximation technique for the compressible Navier-
Stokes equations. The method is implicit-explicit, second-order accurate in time and space, and guaranteed to
be invariant domain preserving. The restriction on the time-step size is the standard hyperbolic CFL condition.
One key originality of the method is that it is guaranteed to be conservative and invariant domain preserving
under the standard hyperbolic CFL condition. This is a joint work with M. Maier, B. Popov and I. Tomas.

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