Add to ORKGThe adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstructured meshes customary of commercial codes. By adopting an algebraic approach, a discretization of the convective terms that reduces to the well know staggered method of Harlow and Welch is presented. The scheme properties are presented along with benchmark simulations concerning turbulent flows, achieving exact conservation of momentum and kinetic energy
channel flow Abstract. We propose to discretize the convective and diffusive operators in the (incom...
Most simulation methods for compressible flow attain numerical stability at the cost of swamping the...
We present a numerical scheme for the solution of Euler equations based on staggered discretizations...
The adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstruc...
The adoption of symmetry-preserving discretizationsis presented in terms of the collocated, unstruct...
We propose to perform turbulent flow simulations in such manner that the difference operators do hav...
A fully-conservative discretization is presented in this paper. The same principles followed by Vers...
A fully-conservative discretization is presented in this paper. The same principles followed earlier...
Unstructured grid meshes used in most commercial CFD codes inevitably adopt collocated variable solu...
We propose to perform turbulent flow simulations in such manner that the difference operators do hav...
We propose to perform turbulent flow simulations in such manner that the difference operators do hav...
There are many branches of engineering science that require solution of fluid flow problems. Some of...
A three-dimensional unstructured mesh discretization of the rotational from of the incompressible Na...
We propose to discretize the convective and diffusive operators in the (incom- pressible) Navier-Sto...
International audienceEnergy-conserving discretizations are widely regarded as a fundamental require...
channel flow Abstract. We propose to discretize the convective and diffusive operators in the (incom...
Most simulation methods for compressible flow attain numerical stability at the cost of swamping the...
We present a numerical scheme for the solution of Euler equations based on staggered discretizations...
The adoption of symmetry-preserving discretizations is presented in terms of the collocated, unstruc...
The adoption of symmetry-preserving discretizationsis presented in terms of the collocated, unstruct...
We propose to perform turbulent flow simulations in such manner that the difference operators do hav...
A fully-conservative discretization is presented in this paper. The same principles followed by Vers...
A fully-conservative discretization is presented in this paper. The same principles followed earlier...
Unstructured grid meshes used in most commercial CFD codes inevitably adopt collocated variable solu...
We propose to perform turbulent flow simulations in such manner that the difference operators do hav...
We propose to perform turbulent flow simulations in such manner that the difference operators do hav...
There are many branches of engineering science that require solution of fluid flow problems. Some of...
A three-dimensional unstructured mesh discretization of the rotational from of the incompressible Na...
We propose to discretize the convective and diffusive operators in the (incom- pressible) Navier-Sto...
International audienceEnergy-conserving discretizations are widely regarded as a fundamental require...
channel flow Abstract. We propose to discretize the convective and diffusive operators in the (incom...
Most simulation methods for compressible flow attain numerical stability at the cost of swamping the...
We present a numerical scheme for the solution of Euler equations based on staggered discretizations...