Ebook: Mixed and Hybrid Finite Element Methods

Research on non-standard finite element methods is evolving rapidly and in this text Brezzi and Fortin give a general framework in which the development is taking place. The presentation is built around a few classic examples: Dirichlet's problem, Stokes problem, Linear elasticity. The authors provide with this publication an analysis of the methods in order to understand their properties as thoroughly as possible.

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Research on non-standard finite element methods is evolving rapidly and in this text Brezzi and Fortin give a general framework in which the development is taking place. The presentation is built around a few classic examples: Dirichlet's problem, Stokes problem, Linear elasticity. The authors provide with this publication an analysis of the methods in order to understand their properties as thoroughly as possible.

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Research on non-standard finite element methods is evolving rapidly and in this text Brezzi and Fortin give a general framework in which the development is taking place. The presentation is built around a few classic examples: Dirichlet's problem, Stokes problem, Linear elasticity. The authors provide with this publication an analysis of the methods in order to understand their properties as thoroughly as possible.
Content:
Front Matter....Pages i-ix
Variational Formulations and Finite Element Methods....Pages 1-35
Approximation of Saddle Point Problems....Pages 36-88
Function Spaces and Finite Element Approximations....Pages 89-132
Various Examples....Pages 133-176
Complements on Mixed Methods for Elliptic Problems....Pages 177-199
Incompressible Materials and Flow Problems....Pages 200-273
Other Applications....Pages 274-323
Back Matter....Pages 324-352

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Research on non-standard finite element methods is evolving rapidly and in this text Brezzi and Fortin give a general framework in which the development is taking place. The presentation is built around a few classic examples: Dirichlet's problem, Stokes problem, Linear elasticity. The authors provide with this publication an analysis of the methods in order to understand their properties as thoroughly as possible.
Content:
Front Matter....Pages i-ix
Variational Formulations and Finite Element Methods....Pages 1-35
Approximation of Saddle Point Problems....Pages 36-88
Function Spaces and Finite Element Approximations....Pages 89-132
Various Examples....Pages 133-176
Complements on Mixed Methods for Elliptic Problems....Pages 177-199
Incompressible Materials and Flow Problems....Pages 200-273
Other Applications....Pages 274-323
Back Matter....Pages 324-352
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