Octree-Advancing Front Method for Generation of Unstructured Surface and Volume Meshes
Harlan McMorris, Y. Kallinderis
Abstract
Harlan McMorris, Y. Kallinderis
Abstract
Amethodisdescribedforthegeneration ofunstructuredgridsforcomplexthree-dimensionalgeometriesincluding multibodydomains.Acombinedoctree-advancing frontmethod ispresentedforgenerationoftheunstructured surface mesh as well as the tetrahedral volume mesh. The unique feature of this generator is that a special octree provides the local length scales of the mesh, which can vary signi® cantly. This octree is automatically created and eliminates the need for a user-constructed background mesh to determine the grid-spacing and stretching parameters. The grid generator isrobust, isgeometry independent, and requires minimal userinteraction. A techniqueis also presented for generation of anisotropic surface meshes that result in a signi® cant reduction in the number of triangular faces. Automatic local remeshing is also employed to improve the quality of the tetrahedral mesh. The geometry independence of the octree-advancing front method is demonstrated through both surface and volume
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Amethodisdescribedforthegeneration ofunstructuredgridsforcomplexthree-dimensionalgeometriesincluding multibodydomains.Acombinedoctree-advancing frontmethod ispresentedforgenerationoftheunstructured surface mesh as well as the tetrahedral volume mesh. The unique feature of this generator is that a special octree provides the local length scales of the mesh, which can vary signi® cantly. This octree is automatically created and eliminates the need for a user-constructed background mesh to determine the grid-spacing and stretching parameters. The grid generator isrobust, isgeometry independent, and requires minimal userinteraction. A techniqueis also presented for generation of anisotropic surface meshes that result in a signi® cant reduction in the number of triangular faces. Automatic local remeshing is also employed to improve the quality of the tetrahedral mesh. The geometry independence of the octree-advancing front method is demonstrated through both surface and volume
Key concepts: Octree, Polygon mesh, Volume mesh, Mesh generation, Tetrahedron, Computational science, Surface (topology), Computer science