A procedure is presented for efficient generation of high-quality unstructured grids suitable for CFD simulation of high Reynolds number viscous flow fields. Layers of anisotropic elements are generated by advancing along prescribed normals from solid boundaries. The points are generated such that either pentahedral or tetrahedral elements with an implied connectivity can be be directly recovered. As points are generated they are temporarily attached to a volume triangulation of the boundary points. This triangulation allows efficient local search algorithms to be used when checking merging layers, The existing advancing-front/local-reconnection procedure is used to generate isotropic elements outside of the anisotropic region. Results are ...
The use of unstructured meshes in the simulation of a computational field to solve a real world prob...
AbstractA hybrid grid generation technique and a multigrid/parallel algorithm are presented in this ...
Methods which allow for construction of flow feature aligned meshes in two- and three-dimensions hav...
In this thesis, an approach is presented for the generation of grids suitable for the simulation of ...
A set of algorithms building a program package for the generation of twoandthree-dimensional unstruc...
A new method of generating unstructured triangular/tetrahedral grids with high-aspect-ratio cells is...
A novel grid-stitching algorithm has been developed for generating Cartesian-like grids for viscous ...
A three dimensional finite volume scheme based on hybrid grids both tetrahedral and hexahedral cells...
An hybrid mesh generation algorithm for two-dimensional viscous flows at high-Reynolds number is pre...
We describe a semi-structured method for the generation of high-order hybrid meshes suited for the s...
grantor: University of TorontoUnstructured grids are used in numerical models applied to ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77270/1/AIAA-1996-32-959.pd
IntroductionUnless the boundary element method (see Brebbia and Wrobel 1980), mesh less methods such...
This report describes the research work undertaken at the Massachusetts Institute of Technology. The...
The application of an unstructured grid methodology on a three-dimensional high-lift configuration i...
The use of unstructured meshes in the simulation of a computational field to solve a real world prob...
AbstractA hybrid grid generation technique and a multigrid/parallel algorithm are presented in this ...
Methods which allow for construction of flow feature aligned meshes in two- and three-dimensions hav...
In this thesis, an approach is presented for the generation of grids suitable for the simulation of ...
A set of algorithms building a program package for the generation of twoandthree-dimensional unstruc...
A new method of generating unstructured triangular/tetrahedral grids with high-aspect-ratio cells is...
A novel grid-stitching algorithm has been developed for generating Cartesian-like grids for viscous ...
A three dimensional finite volume scheme based on hybrid grids both tetrahedral and hexahedral cells...
An hybrid mesh generation algorithm for two-dimensional viscous flows at high-Reynolds number is pre...
We describe a semi-structured method for the generation of high-order hybrid meshes suited for the s...
grantor: University of TorontoUnstructured grids are used in numerical models applied to ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77270/1/AIAA-1996-32-959.pd
IntroductionUnless the boundary element method (see Brebbia and Wrobel 1980), mesh less methods such...
This report describes the research work undertaken at the Massachusetts Institute of Technology. The...
The application of an unstructured grid methodology on a three-dimensional high-lift configuration i...
The use of unstructured meshes in the simulation of a computational field to solve a real world prob...
AbstractA hybrid grid generation technique and a multigrid/parallel algorithm are presented in this ...
Methods which allow for construction of flow feature aligned meshes in two- and three-dimensions hav...