Godunov's method and several other methods for computing solutions to the equations of gas dynamics use Riemann solvers to resolve discontinuities at the interface between cells. A new method is proposed here for solving the Riemann problem based on a global existence proof for the solution to the Riemann problem. The method is found to be very reliable and computationally efficient
summary:This paper deals with a Riemann solution for scalar hyperbolic equations with discontinuous ...
An algorithm is presented by which the Riemann problem in gas dynamics can b solved for a non-convex...
In this paper, we develop a generalisation of Roe's Riemann solver to the case of a mixture of perfe...
AbstractWe study the domain of existence of a solution to a Riemann problem for the pressure gradien...
AbstractThe Riemann problems for two-dimensional zero-pressure gas dynamics are solved completely wh...
AbstractThe approximate three-state Riemann solver HLLE is formally extended to a nine-state two-dim...
AbstractA generalization of the Riemann problem for gas dynamical flows influenced by curved geometr...
AbstractA Riemann solver is presented for the Euler equations of gas dynamics with real gases. This ...
AbstractWe construct the solution of the Riemann problem for 2 × 2 isothermal gas dynamics in a duct...
We present a new Approximate Riemann Solver (ARS) for the gas dynamics equations in Lagrangian coord...
Abstract: This preprint deals with the elaboration of the algorithm for multicomponent gas...
We present a new Approximate Riemann Solver (ARS) for the gas dynamics equations in Lagrangian coord...
We report on our study aimed at deriving a simple method to numerically approximate the solution of ...
Abstract. In this note we give a proof of the existence of a solution to the Riemann problem in one-...
AbstractWe study the domain of existence of a solution to a Riemann problem for the pressure gradien...
summary:This paper deals with a Riemann solution for scalar hyperbolic equations with discontinuous ...
An algorithm is presented by which the Riemann problem in gas dynamics can b solved for a non-convex...
In this paper, we develop a generalisation of Roe's Riemann solver to the case of a mixture of perfe...
AbstractWe study the domain of existence of a solution to a Riemann problem for the pressure gradien...
AbstractThe Riemann problems for two-dimensional zero-pressure gas dynamics are solved completely wh...
AbstractThe approximate three-state Riemann solver HLLE is formally extended to a nine-state two-dim...
AbstractA generalization of the Riemann problem for gas dynamical flows influenced by curved geometr...
AbstractA Riemann solver is presented for the Euler equations of gas dynamics with real gases. This ...
AbstractWe construct the solution of the Riemann problem for 2 × 2 isothermal gas dynamics in a duct...
We present a new Approximate Riemann Solver (ARS) for the gas dynamics equations in Lagrangian coord...
Abstract: This preprint deals with the elaboration of the algorithm for multicomponent gas...
We present a new Approximate Riemann Solver (ARS) for the gas dynamics equations in Lagrangian coord...
We report on our study aimed at deriving a simple method to numerically approximate the solution of ...
Abstract. In this note we give a proof of the existence of a solution to the Riemann problem in one-...
AbstractWe study the domain of existence of a solution to a Riemann problem for the pressure gradien...
summary:This paper deals with a Riemann solution for scalar hyperbolic equations with discontinuous ...
An algorithm is presented by which the Riemann problem in gas dynamics can b solved for a non-convex...
In this paper, we develop a generalisation of Roe's Riemann solver to the case of a mixture of perfe...