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Generation of 1D and 2D grids

Part of the MS&A book series (MS&A, volume 2)

Abstract

As we have seen, the finite element method for the solution of partial differential equations requires a “triangulation” of the computational domain, i.e. a partition of the domain in simpler geometric entities (for instance, triangles or quadrangles in two dimensions, tetrahedra, prisms or hexahedra in three dimensions), called the elements, which verify a number of conditions. Similar partitions stand at the base of other approximation methods, such as the finite volume method (see Chap. 9) and the spectral element method (see Chap. 10). The set of all elements is the so-called computational grid (or, simply, grid, or mesh).

Keywords

Delaunay Triangulation Structure Grid Internal Vertex Regularization Technique Spectral Element Method 
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

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Copyright information

© Springer-Verlag Italia, Milan 2009

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