MS7-12B Property-preserving finite element methods for computational fluid dynamics

Fri, 28/04/2023
13:45 - 15:45
Rédaction 3
Chaired by:
Prof. Dmitri Kuzmin (TU Dortmund University)

Contributions in this session:

  • On the TVD property of second order methods for 2D scalar conservation laws
    L. Krivodonova*, A. Smirnov
  • High order quasi-conservative discontinuous Galerkin schemes for hyperbolic systems in primitive variables
    E. Gaburro*, W. Boscheri, S. Chiocchetti, M. Ricchiuto
  • Entropy-Stable Gauss Collocation Methods for Magneto-Hydrodynamics
    A. Rueda-Ramírez*, J. Chan, F. Hindenlang, G. Gassner
  • Direct Enforcement of Entropy Balance in a Discontinuous Galerkin method
    L. Alberti*, E. Carnevali, A. Colombo, A. Crivellini, A. Nigro
  • Doubly monotonic slope-and-bound interpolators to cancel the “numerical wetting” of transport schemes
    J. Perlat*, A. Llor