Automatic generation of 3D meshes for complicated solids
Jinyu Zhou, Kun Zhou, K.R. Shao
Abstract
Jinyu Zhou, Kun Zhou, K.R. Shao
Abstract
To approach full automatic mesh generation, three problems have to be solved: (1) full automatic generation of geometry specifying the mesh from the solid model; (2) a constrained triangulation algorithm for adding a new point to an existing mesh; and (3) a description and realization of the user's mesh distribution desires which may be implied by the problem itself, as in the case of self-adaptive finite element analysis. The authors merge a novel mesh control idea (see J.M. Zhou, 1989) with the constrained Delaunay triangulation algorithm and an initial triangulation algorithm to achieve efficient, flexible, and reliable triangulation of complicated solids. A new strategy for adaptive mesh refinement is also included.>
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To approach full automatic mesh generation, three problems have to be solved: (1) full automatic generation of geometry specifying the mesh from the solid model; (2) a constrained triangulation algorithm for adding a new point to an existing mesh; and (3) a description and realization of the user's mesh distribution desires which may be implied by the problem itself, as in the case of self-adaptive finite element analysis. The authors merge a novel mesh control idea (see J.M. Zhou, 1989) with the constrained Delaunay triangulation algorithm and an initial triangulation algorithm to achieve efficient, flexible, and reliable triangulation of complicated solids. A new strategy for adaptive mesh refinement is also included.>
Key concepts: Delaunay triangulation, Mesh generation, Computer science, Polygon mesh, Triangulation, Constrained Delaunay triangulation, Bowyer–Watson algorithm, Algorithm