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Numerical Analysis of Algorithms for Infinitesimal Associated and Non-Associated Elasto-Plasticity
Abstract
The thesis studies nonlinear solution algorithms for problems in infinitesimal elastoplasticity and their numerical realization within a parallel computing framework. New algorithms like Active Set and Augmented Lagrangian methods are proposed and analyzed within a semismooth Newton setting. The analysis is often carried out in function space which results in stable algorithms. Large scale computer experiments demonstrate the efficiency of the new algorithms- doc-type:doctoralThesis
- Text
- info:eu-repo/semantics/doctoralThesis
- dissertation
- info:eu-repo/semantics/publishedVersion
- Numerical Analysis
- Elastoplasticity
- Semismooth Newton
- Augmented Lagrange
- Active Set
- Finite Elements
- Parallel Computing
- Mathematical Modeling
- ddc:510
- Mathematics
- info:eu-repo/classification/ddc/510