The HLL approximate Riemann solver is a reliable, fast and easy to implement tool for the under-resolved computation of inviscid flows. When applied to multi-species flows, it generates pressure oscillations at material interfaces. This is a well-known behaviour of conservative solvers and has been addressed as a problem by several authors before. We show that for this particular solver, the generation of pressure oscillations can be desired and is consistent with the underlying physics
High-order accurate shock-capturing schemes are capable of properly resolving discontinuities with c...
We describe an approximate Riemann solver for the computation of hypervelocity flows in which there ...
International audienceThe Riemann solver with internal reconstruction (RSIR) of Carmouze et al. (201...
International audienceA simple, robust and accurate HLLC-type Riemann solver for two-phase 7-equatio...
The dynamics of inviscid multicomponent fluids may be modelled by the Euler equations, augmented by ...
In this paper, a simple Harten, Lax and van Leer (HLL) type Riemann solver, capable of resolving con...
We report on our study aimed at deriving a simple method to numerically approximate the solution of ...
Various forms of numerical shock instabilities are known to plague many contact and shear preserving...
The HLLEM approximate Riemann solver can capture discontinuities sharply, maintain positive definite...
An algorithm is presented by which the Riemann problem in gas dynamics can be solved for a non--conv...
An algorithm is presented by which the Riemann problem in gas dynamics can b solved for a non-convex...
The performance of high-resolution schemes is investigated for unsteady, inviscid and compressible m...
The 4 x 4 system of governing equations for two-layer shallow flow models is known to exhibit partic...
This article presents an all-Mach method for two-phase inviscid flow in the presence of surface tens...
This article presents an all-Mach method for two-phase inviscid flow in the presence of surface tens...
High-order accurate shock-capturing schemes are capable of properly resolving discontinuities with c...
We describe an approximate Riemann solver for the computation of hypervelocity flows in which there ...
International audienceThe Riemann solver with internal reconstruction (RSIR) of Carmouze et al. (201...
International audienceA simple, robust and accurate HLLC-type Riemann solver for two-phase 7-equatio...
The dynamics of inviscid multicomponent fluids may be modelled by the Euler equations, augmented by ...
In this paper, a simple Harten, Lax and van Leer (HLL) type Riemann solver, capable of resolving con...
We report on our study aimed at deriving a simple method to numerically approximate the solution of ...
Various forms of numerical shock instabilities are known to plague many contact and shear preserving...
The HLLEM approximate Riemann solver can capture discontinuities sharply, maintain positive definite...
An algorithm is presented by which the Riemann problem in gas dynamics can be solved for a non--conv...
An algorithm is presented by which the Riemann problem in gas dynamics can b solved for a non-convex...
The performance of high-resolution schemes is investigated for unsteady, inviscid and compressible m...
The 4 x 4 system of governing equations for two-layer shallow flow models is known to exhibit partic...
This article presents an all-Mach method for two-phase inviscid flow in the presence of surface tens...
This article presents an all-Mach method for two-phase inviscid flow in the presence of surface tens...
High-order accurate shock-capturing schemes are capable of properly resolving discontinuities with c...
We describe an approximate Riemann solver for the computation of hypervelocity flows in which there ...
International audienceThe Riemann solver with internal reconstruction (RSIR) of Carmouze et al. (201...