There have been growing research interests in high-order discontinuous schemes over
recent years. With established theoretical basis and framework, more efforts have recently …

We compare high-order methods including spectral difference (SD), flux reconstruction (FR),
the entropy-stable discontinuous Galerkin spectral element method (ES-DGSEM), modal …

Leveraging the high-order nature of spectral element methods, this work introduces a
methodology that enables instantaneous, local analysis of turbulent flows through a …

Spectral discontinuous methods such as discontinuous Galerkin, spectral difference, or flux
reconstruction methods are by nature not able to cope with any discontinuity without …

Many time-dependent problems in the field of computational fluid dynamics can be solved in
a four-dimensional space-time setting. However, such problems are computationally …

The paper presents a generalized method for measuring the flow rate of multicomponent
flows, which is based on a combination of the method of differential pressure and the …

A Spectral Difference (SD) algorithm on tensor-product elements which solves the reacting
compressible Navier-Stokes equations (NSE) is presented. The classical SD algorithm is …

Résumé L'amélioration des outils d'ingénierie utilisés dans le design des dispositifs
industriels de combustion est indispensable afin de respecter les demandes de plus en plus …