Add to ORKGWe consider a 2 x system of conservation laws including a stiff relaxation term. Well-posedness of the system, the rate of convergence to equilibrium, and the rate of convergence for a finite difference scheme is discussed. Also a numerical example is presented. (orig.)Available from TIB Hannover: RN 8680(103) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekSIGLEDEGerman
Abstract. We propose a class of finite element schemes for systems of hyperbolic con-servation laws,...
In this paper, we prove a global error estimate for a relaxation scheme approximating scalar conserv...
AbstractWe are concerned with singular limits of stiff relaxation and dominant diffusion for general...
We analyze a simple system of conservation laws with a strong relaxation term. Wellposedness of the ...
Abstract. We study relaxation approximations to solutions of a 2 × 2 triangular system of conservati...
A stiff system of conservation laws is analyzed with a difference method. The existence of entropy-s...
Abstract. We analyze the convergence for relaxation approximation applied to conservation laws with ...
AbstractIn this paper we study the asymptotic equivalence of a general system of 1-D conservation la...
A stiff system of conservation laws is analyzed with a difference method. The existence of entropy-s...
This paper is interested in a system of conservation laws with a stiff relaxation term arised in vis...
A straightforward semi-implicit finite difference method approximating a system of conservation laws...
AbstractWe consider a scalar conservation law with stiff source term in the quarter plan. This equat...
Hyperbolic systems of conservation laws often have diffusive relaxation terms that lead to a small-r...
AbstractIn this paper we study the asymptotic equivalence of a general linear system of 1-dimensiona...
Hyperbolic system of conservation laws often have relaxation terms that, under a suitable scaling, l...
Abstract. We propose a class of finite element schemes for systems of hyperbolic con-servation laws,...
In this paper, we prove a global error estimate for a relaxation scheme approximating scalar conserv...
AbstractWe are concerned with singular limits of stiff relaxation and dominant diffusion for general...
We analyze a simple system of conservation laws with a strong relaxation term. Wellposedness of the ...
Abstract. We study relaxation approximations to solutions of a 2 × 2 triangular system of conservati...
A stiff system of conservation laws is analyzed with a difference method. The existence of entropy-s...
Abstract. We analyze the convergence for relaxation approximation applied to conservation laws with ...
AbstractIn this paper we study the asymptotic equivalence of a general system of 1-D conservation la...
A stiff system of conservation laws is analyzed with a difference method. The existence of entropy-s...
This paper is interested in a system of conservation laws with a stiff relaxation term arised in vis...
A straightforward semi-implicit finite difference method approximating a system of conservation laws...
AbstractWe consider a scalar conservation law with stiff source term in the quarter plan. This equat...
Hyperbolic systems of conservation laws often have diffusive relaxation terms that lead to a small-r...
AbstractIn this paper we study the asymptotic equivalence of a general linear system of 1-dimensiona...
Hyperbolic system of conservation laws often have relaxation terms that, under a suitable scaling, l...
Abstract. We propose a class of finite element schemes for systems of hyperbolic con-servation laws,...
In this paper, we prove a global error estimate for a relaxation scheme approximating scalar conserv...
AbstractWe are concerned with singular limits of stiff relaxation and dominant diffusion for general...