This paper presents a procedure for the discretization of 2D domains using a Delaunay triangulation. Improvements over existing similar methods are introduced, proposing in particular a multi-constraint insertion algorithm, very effective in the presence of highly irregular domains, and the topological-structure used together with its primitives. The method obtained requires limited input and can be applied to a wide class of-domains. Quadrilateral subdivisions with a control of the aspect ratio of the generated elements can a] so be reached. Further it is suitable for evolutionary problems, Which require continuous updating of the, discretization. Presented applications and comparisons with other discretization methods demonstrate the effectiveness of the procedure.

An improved procedure for 2D unstructured Delaunay mesh generation

SIMONI, LUCIANO;
2003

Abstract

This paper presents a procedure for the discretization of 2D domains using a Delaunay triangulation. Improvements over existing similar methods are introduced, proposing in particular a multi-constraint insertion algorithm, very effective in the presence of highly irregular domains, and the topological-structure used together with its primitives. The method obtained requires limited input and can be applied to a wide class of-domains. Quadrilateral subdivisions with a control of the aspect ratio of the generated elements can a] so be reached. Further it is suitable for evolutionary problems, Which require continuous updating of the, discretization. Presented applications and comparisons with other discretization methods demonstrate the effectiveness of the procedure.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/2486887
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