Automatic Mesh Generation on a Polygonally Bounded Region

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  • Automatic Mesh Generation on a Polygona

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Abstract

Numerical experiments are carried out on the triangular mesh generation associated with the harmonic function on a polygonally bounded region. The inverse Laplace equation is solved under the Dirichlet boundary condition which is obtained as a result of coding to generate a uniform mesh. The automatic boundary value assignment produces the mesh having approximately the minimum variances in the distributions of areas and angles of the whole triangular elements.

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