Unstructured grid meshes used in most commercial CFD codes inevitably adopt collocated variable solution schemes. These schemes have several shortcomings, mainly due to the interpolation of the pressure gradient, that lead to slow convergence. In this publication we show how it is possible to use a much more stable staggered mesh arrangement in an unstructured code. Several alternative groupings of variables are investigated in a search for the optimum scheme
Compact finite-difference schemes have been recently used in several Direct Numerical Simulations of...
We review in this paper a class of schemes for the numerical simulation of compressible flows. In or...
This paper reports a multi-block unstructured method for incompressible flows and the performance co...
There are many branches of engineering science that require solution of fluid flow problems. Some of...
A number of two dimensional staggered unstructured discretisation schemes for the solution of fluid ...
There are usually two kinds of grid arrangements used to solve the fluid flow problems: staggered gr...
A two dimensional staggered unstructured discretisation scheme for the solution of fluid flow proble...
The adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstruc...
The adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstruc...
This work presents the numerical results obtained when staggered and collocated grids were used in t...
The last decade has witnessed a vigorous and sustained research effort on unstructured methods for c...
In this paper, we report the development of a parallel mesh multiplication code to subdivide a base ...
International audienceA specific (hybrid) arrangement of variables is discussed to solve reactive co...
The major issue addressed in this thesis is the development of a Mach-uniform method that uses a sta...
International audienceWe present in this paper a class of schemes for the numerical simulation of co...
Compact finite-difference schemes have been recently used in several Direct Numerical Simulations of...
We review in this paper a class of schemes for the numerical simulation of compressible flows. In or...
This paper reports a multi-block unstructured method for incompressible flows and the performance co...
There are many branches of engineering science that require solution of fluid flow problems. Some of...
A number of two dimensional staggered unstructured discretisation schemes for the solution of fluid ...
There are usually two kinds of grid arrangements used to solve the fluid flow problems: staggered gr...
A two dimensional staggered unstructured discretisation scheme for the solution of fluid flow proble...
The adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstruc...
The adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstruc...
This work presents the numerical results obtained when staggered and collocated grids were used in t...
The last decade has witnessed a vigorous and sustained research effort on unstructured methods for c...
In this paper, we report the development of a parallel mesh multiplication code to subdivide a base ...
International audienceA specific (hybrid) arrangement of variables is discussed to solve reactive co...
The major issue addressed in this thesis is the development of a Mach-uniform method that uses a sta...
International audienceWe present in this paper a class of schemes for the numerical simulation of co...
Compact finite-difference schemes have been recently used in several Direct Numerical Simulations of...
We review in this paper a class of schemes for the numerical simulation of compressible flows. In or...
This paper reports a multi-block unstructured method for incompressible flows and the performance co...