AbstractThe multigrid method based on multi-stage Jacobi relaxation, earlier developed by the authors for structured grid calculations with Euler equations, is extended to unstructured grid applications. The meshes are generated with Delaunay triangulation algorithms and are adapted to the flow solution
AbstractA flux-difference splitting based on the polynomial character of the flux-vectors is introdu...
An efficient iterative method has been developed for the accurate solution of the non-isenthalpic st...
Adaptive grid refinement is a technique to speed up the numerical solution of partial differential e...
AbstractThe multigrid method based on multi-stage Jacobi relaxation, earlier developed by the author...
A flux-difference splitting type algorithm is formulated for the steady Euler equations on unstructu...
AbstractMulti-stage versions of Jacobi relaxation are studied for use in multigrid methods for stead...
A multigrid algorithm has been developed for solving the steady-state Euler equations in two dimensi...
AbstractMulti-stage versions of Jacobi relaxation are studied for use in multigrid methods for stead...
This paper consists of two parts. In the first part we give a review of a good multigrid method for ...
A fast multigrid solver for the steady incompressible Euler equations is presented. Unlike timemarch...
AbstractA multigrid method for steady Euler equations based on polynomial flux-difference splitting ...
A locally refined multigrid method for solving the steady Euler equations of gas dynamics is present...
In this work the compressible Euler equations are solved using finite volume techniques on unstructu...
This paper consists of two parts. In the first part we give a review of a good multigrid method for ...
In the present study, a scheme capable of solving very fast and robust complex nonlinear systems of ...
AbstractA flux-difference splitting based on the polynomial character of the flux-vectors is introdu...
An efficient iterative method has been developed for the accurate solution of the non-isenthalpic st...
Adaptive grid refinement is a technique to speed up the numerical solution of partial differential e...
AbstractThe multigrid method based on multi-stage Jacobi relaxation, earlier developed by the author...
A flux-difference splitting type algorithm is formulated for the steady Euler equations on unstructu...
AbstractMulti-stage versions of Jacobi relaxation are studied for use in multigrid methods for stead...
A multigrid algorithm has been developed for solving the steady-state Euler equations in two dimensi...
AbstractMulti-stage versions of Jacobi relaxation are studied for use in multigrid methods for stead...
This paper consists of two parts. In the first part we give a review of a good multigrid method for ...
A fast multigrid solver for the steady incompressible Euler equations is presented. Unlike timemarch...
AbstractA multigrid method for steady Euler equations based on polynomial flux-difference splitting ...
A locally refined multigrid method for solving the steady Euler equations of gas dynamics is present...
In this work the compressible Euler equations are solved using finite volume techniques on unstructu...
This paper consists of two parts. In the first part we give a review of a good multigrid method for ...
In the present study, a scheme capable of solving very fast and robust complex nonlinear systems of ...
AbstractA flux-difference splitting based on the polynomial character of the flux-vectors is introdu...
An efficient iterative method has been developed for the accurate solution of the non-isenthalpic st...
Adaptive grid refinement is a technique to speed up the numerical solution of partial differential e...
DOI
Add to ORKG