This article is cited in 1 paper

Grinding of triangular mesh in the problem of biharmonic optimization of complex surfaces

A. V. Smurygin

Physicotechnical Institute, Ural Branch of the Russian Academy of Sciences, Izhevsk

Abstract: The paper proposes the method of grinding of a triangular mesh for biharmonic optimization of surfaces. The method provides an approximate equality of the lengths of edges of the grid. Splitting of triangles is based on the properties of the inscribed circle. Issues of the quality of triangles, Delaunay condition are considered.

Keywords: surface, simplicial scheme, grinding of triangular mesh, biharmonic optimization, quality of triangles, Delaunay condition.

Received: 25.11.2015

 English version: Mathematical Models and Computer Simulations, 2017, 9:3, 377–382

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