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

This article reviews rarefied gas flow computations based on nonlinear model Boltzmann
equations using deterministic high-order gas-kinetic unified algorithms (GKUA) in phase …

The correction procedure via reconstruction (CPR, formerly known as flux reconstruction) is
a framework of high order methods for conservation laws, unifying some discontinuous …

Large eddy simulation (LES) has been shown to be very promising in computing vortex-
dominated turbulent flows. The proliferation of high-order methods capable of handling …

In this paper, we present a new limiter for discontinuous Galerkin (DG) schemes, based on
subcell resolution through reconstructed flux correction, for hyperbolic conservation laws …

Ongoing climate change calls for fast and accurate weather and climate modeling. However,
when solving large-scale weather prediction simulations, state-of-the-art CPU and GPU …

In the last decade, there has been a lot of interest in developing high-order methods as a
viable option for unsteady scale-resolving-simulations which are increasingly important in …

The study focusses on the dispersion and diffusion characteristics of discontinuous spectral
element methods-specifically discontinuous Galerkin (DG)-via the spatial eigensolution …

Gas turbines are, and will continue to be, the backbone of narrow and wide body aircraft
propulsion. The main reason for the success of gas turbines is their power density, ie thrust …

This paper exploits the potential of a high-order implicit radial basis function-based
differential quadrature-finite volume (IRBFDQ-FV) method for effective simulation of inviscid …