Efficient computation of all speed flows using an entropy stable shock-capturing space-time discontinuous Galerkin method
Andreas HiltebrandANSYS Switzerland, Zürich, Switzerland
Siddhartha MishraETH Zürich, Switzerland and University of Oslo, Norway
Download Chapter PDF
A subscription is required to access this book chapter.
We present a shock-capturing space-time discontinuous Galerkin method to approximate all speed flows modeled by systems of conservation laws with multiple time scales. The method provides a very general and computationally efficient framework for approximating such systems on account of its ability to incorporate large time steps. Numerical examples ranging from computing the incompressible limit (robustness with respect to Mach number) of the Euler equations to accelerating convergence to steady state are presented for illustrating the method.