AbstractA hybrid numerical flux scheme is proposed by adapting the carbuncle-free modified Harten-Lax-van Leer contact (HLLCM) scheme to smoothly revert to the Harten-Lax-van Leer contact (HLLC) scheme in regions of shear. This hybrid scheme, referred to as the HLLCT scheme, employs a novel, velocity-based shear sensor. In contrast to the non-local pressure-based shock sensors often used in carbuncle cures, the proposed shear sensor can be computed in a localized manner meaning that the HLLCT scheme can be easily introduced into existing codes without having to implement additional data structures. Through numerical experiments, it is shown that the HLLCT scheme is able to resolve shear layers accurately without succumbing to the shock inst...
This paper presents a new flux splitting scheme for the Euler equations. The proposed scheme termed ...
AbstractThis paper deals with the numerical solution of inviscid compressible flows. The three-dimen...
It is well known that high order numerical schemes exhibit oscillations around shocks but are very e...
Various forms of numerical shock instabilities are known to plague many contact and shear preserving...
In this paper, a simple Harten, Lax and van Leer (HLL) type Riemann solver, capable of resolving con...
A simple HLLE-type scheme is proposed for all Mach number flows. In the proposed scheme, no extra wa...
This paper presents numerical flux functions of compressible CFD methods for all speeds that can be ...
The carbuncle phenomenon has been regarded as a spurious solution produced by most of contact-preser...
Numerical shock prediction is a critical aspect of computing aerodynamic flows especially under hype...
This paper deals with the development of an improved Roe scheme that is free from the shock instabil...
Shock-capturing schemes often exhibit anomalous behaviors, such as the carbuncle phenomenon and the ...
International audiencePurpose - The purpose of this paper is to present a new hybrid Euler flux fonc...
This article presents a new cell-centered numerical method for compressible flows on arbitrary unstr...
The numerical simulation of shock waves in supersonic flows is challenging because of several instab...
Since the development of shock-capturing methods, the carbuncle phenomenon has been reported to be a...
This paper presents a new flux splitting scheme for the Euler equations. The proposed scheme termed ...
AbstractThis paper deals with the numerical solution of inviscid compressible flows. The three-dimen...
It is well known that high order numerical schemes exhibit oscillations around shocks but are very e...
Various forms of numerical shock instabilities are known to plague many contact and shear preserving...
In this paper, a simple Harten, Lax and van Leer (HLL) type Riemann solver, capable of resolving con...
A simple HLLE-type scheme is proposed for all Mach number flows. In the proposed scheme, no extra wa...
This paper presents numerical flux functions of compressible CFD methods for all speeds that can be ...
The carbuncle phenomenon has been regarded as a spurious solution produced by most of contact-preser...
Numerical shock prediction is a critical aspect of computing aerodynamic flows especially under hype...
This paper deals with the development of an improved Roe scheme that is free from the shock instabil...
Shock-capturing schemes often exhibit anomalous behaviors, such as the carbuncle phenomenon and the ...
International audiencePurpose - The purpose of this paper is to present a new hybrid Euler flux fonc...
This article presents a new cell-centered numerical method for compressible flows on arbitrary unstr...
The numerical simulation of shock waves in supersonic flows is challenging because of several instab...
Since the development of shock-capturing methods, the carbuncle phenomenon has been reported to be a...
This paper presents a new flux splitting scheme for the Euler equations. The proposed scheme termed ...
AbstractThis paper deals with the numerical solution of inviscid compressible flows. The three-dimen...
It is well known that high order numerical schemes exhibit oscillations around shocks but are very e...