Add to ORKGIn this paper we investigate fully discrete high-order accurate solutions for system of hyperbolic conservation laws. Second-, third- and fourth-order high resolution schemes are presented. Performance of the methods is assessed by solving test problems for time-dependent Euler equations of Gas Dynamics in one and two space dimensions. We use exact solutions and experimental data to validate the results.The Universit
Abstract. A class of finite volume methods based on standard high resolution schemes, but which allo...
An explicit algorithm which gives stable finite-difference schemes, of order of accuracy greater tha...
We extend a family of high-resolution, semi-discrete central schemes for hyperbolic systems of conse...
We investigate the fully discrete methodology and establish a formula from which two-level explicit...
This report investigates the general theory and methodology of high resolution numerical schemes for...
SIGLECNRS RS 14802 E / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
A time-dependent coordinate transformation of a constant coefficient hyperbolic system of equations ...
We present a fourth-order accurate finite-volume method for solving time-dependent hyperbolic system...
In this paper, we propose a novel approximation strategy for time-dependent hyperbolic systems of co...
In this paper we investigate fully discrete high-order TVD schemes for a scalar hyper- bolic conser...
We present a general, high-order, fully explicit relaxation scheme which can be applied to any syste...
The paper constructs a class of simple high-accurate schemes (SHA schemes) with third order approxim...
We design high-order schemes to approximate the weak solutions of hyperbolic systems of conservation...
This thesis is concerned with numerical methods for solving hyperbolic conservation laws. A generali...
Two challenges for computational fluid dynamics are problems that involve wave propagation over long...
Abstract. A class of finite volume methods based on standard high resolution schemes, but which allo...
An explicit algorithm which gives stable finite-difference schemes, of order of accuracy greater tha...
We extend a family of high-resolution, semi-discrete central schemes for hyperbolic systems of conse...
We investigate the fully discrete methodology and establish a formula from which two-level explicit...
This report investigates the general theory and methodology of high resolution numerical schemes for...
SIGLECNRS RS 14802 E / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
A time-dependent coordinate transformation of a constant coefficient hyperbolic system of equations ...
We present a fourth-order accurate finite-volume method for solving time-dependent hyperbolic system...
In this paper, we propose a novel approximation strategy for time-dependent hyperbolic systems of co...
In this paper we investigate fully discrete high-order TVD schemes for a scalar hyper- bolic conser...
We present a general, high-order, fully explicit relaxation scheme which can be applied to any syste...
The paper constructs a class of simple high-accurate schemes (SHA schemes) with third order approxim...
We design high-order schemes to approximate the weak solutions of hyperbolic systems of conservation...
This thesis is concerned with numerical methods for solving hyperbolic conservation laws. A generali...
Two challenges for computational fluid dynamics are problems that involve wave propagation over long...
Abstract. A class of finite volume methods based on standard high resolution schemes, but which allo...
An explicit algorithm which gives stable finite-difference schemes, of order of accuracy greater tha...
We extend a family of high-resolution, semi-discrete central schemes for hyperbolic systems of conse...