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Error bounds for Finite Element solutions of elliptic variational inequalities of second kind
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F. T. Suttmeier
Published/Copyright:
November 15, 2010
Abstract
In this note, we extend our studies on finite element Galerkin schemes for elliptic variational inequalities of first to the one of second kind. Especially we perform the corresponding a posteriori error analysis for a model of the flow of a Bingham fluid.
Received: 2001-06-11
Published Online: 2010-11-15
Published in Print: 2001-December
© VSP 2001
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Articles in the same Issue
- A finite element problem issued from fictitious domain techniques
- Convergence of mimetic finite difference discretizations of the diffusion equation
- Overlapping Domain Decomposition methods with distributed Lagrange multipliers
- On the construction of a vertex space preconditioner for Morley element
- Error bounds for Finite Element solutions of elliptic variational inequalities of second kind
Keywords for this article
a posteriori error estimate;
variational inequality;
finite element method;
adaptivity
Articles in the same Issue
- A finite element problem issued from fictitious domain techniques
- Convergence of mimetic finite difference discretizations of the diffusion equation
- Overlapping Domain Decomposition methods with distributed Lagrange multipliers
- On the construction of a vertex space preconditioner for Morley element
- Error bounds for Finite Element solutions of elliptic variational inequalities of second kind
