Recent progress in flux vector splitting is reviewed with the aim to obtain high resolution and robustness for hypersonic reacting flow simulations. The numerical behaviour of promising AUSM and CUSP discretization variants is reported and compared. these schemes can be combined with explicit multistage time stepping and multigrid. Large chemical source terms introduce stiffness into the system of equations which is removed by point implicit treatment. the present results demonstrate that efficient 3D simulations of viscous reacting flows with large contrast generated by strong shocks are now feasible
A two-dimensional, axisymmetric, full Navier-Stokes solver has been developed with equilibrium and n...
Two Newton-like methods, i.e. the sparse finite difference Newton method and the sparse quasi-Newton...
Recent progress in the development of robust and accurate discretization methods for the compressibl...
A single step second-order accurate flux-difference-splitting method has been developed for solving ...
Multiple length and time scales exist in high-speed reacting flows and need to be treated with due c...
The paper describes a solver for the compressible inviscid flow equations which is based on a flux v...
AbstractIn this paper a high-order finite-volume method is studied to solve hypersonic steady chemic...
A robust and efficient multigrid method for computing inviscid and viscous high-speed steady-state r...
International audienceHigh-speed turbulent flows are encountered in most space-related applications ...
A survey of some popular upwind flux-difference schemes, both explicit and implicit, has been carrie...
Purpose – To develop a high-order compact finite-difference method for solving flow problems contain...
This paper presents a parallel multigrid method for computing inviscid and viscous high speed steady...
The interaction of an impinging shock with the bow-shock generated by a blunt geometry is examined n...
Abstract: The present work is concerned with the numerical simulation of hypersonic blunt body flows...
The development of shock-capturing finite difference methods for hyperbolic conservation laws has be...
A two-dimensional, axisymmetric, full Navier-Stokes solver has been developed with equilibrium and n...
Two Newton-like methods, i.e. the sparse finite difference Newton method and the sparse quasi-Newton...
Recent progress in the development of robust and accurate discretization methods for the compressibl...
A single step second-order accurate flux-difference-splitting method has been developed for solving ...
Multiple length and time scales exist in high-speed reacting flows and need to be treated with due c...
The paper describes a solver for the compressible inviscid flow equations which is based on a flux v...
AbstractIn this paper a high-order finite-volume method is studied to solve hypersonic steady chemic...
A robust and efficient multigrid method for computing inviscid and viscous high-speed steady-state r...
International audienceHigh-speed turbulent flows are encountered in most space-related applications ...
A survey of some popular upwind flux-difference schemes, both explicit and implicit, has been carrie...
Purpose – To develop a high-order compact finite-difference method for solving flow problems contain...
This paper presents a parallel multigrid method for computing inviscid and viscous high speed steady...
The interaction of an impinging shock with the bow-shock generated by a blunt geometry is examined n...
Abstract: The present work is concerned with the numerical simulation of hypersonic blunt body flows...
The development of shock-capturing finite difference methods for hyperbolic conservation laws has be...
A two-dimensional, axisymmetric, full Navier-Stokes solver has been developed with equilibrium and n...
Two Newton-like methods, i.e. the sparse finite difference Newton method and the sparse quasi-Newton...
Recent progress in the development of robust and accurate discretization methods for the compressibl...