An adaptive mesh-refining algorithm allowing for an \(H^1\) stable \(L^2\) projection onto Courant finite element spaces (Q706341)
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scientific article; zbMATH DE number 2132295
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An adaptive mesh-refining algorithm allowing for an \(H^1\) stable \(L^2\) projection onto Courant finite element spaces |
scientific article; zbMATH DE number 2132295 |
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An adaptive mesh-refining algorithm allowing for an \(H^1\) stable \(L^2\) projection onto Courant finite element spaces (English)
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8 February 2005
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The paper deals with triangulations of a two-dimensional compact polyhedral manifold \(\Omega\) into triangles. The author designs a red-green-blue refining adaptive algorithm which refines a coarse mesh \({\mathcal T}_0\) successively such that each triangle is divided into one, two, three, or four subtriangles.
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finite element method
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adaptive algorithm
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newest-vertex algorithm
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mesh-refinement
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