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1 | 1 | --- |
2 | | -title: "Teaching experience 2" |
| 2 | +title: "Computational Plasticity" |
3 | 3 | collection: teaching |
4 | | -type: "Workshop" |
5 | | -permalink: /teaching/2015-spring-teaching-1 |
6 | | -venue: "University 1, Department" |
7 | | -date: 2015-01-01 |
8 | | -location: "City, Country" |
| 4 | +type: "Lecture" |
| 5 | +permalink: /teaching/computational-plasticity/ |
| 6 | +venue: "Ruhr University Bochum" |
| 7 | +date: Summer semester 2026 |
| 8 | +role: Lecturer |
| 9 | +location: "Bochum, Germany" |
9 | 10 | --- |
10 | 11 |
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11 | | -This is a description of a teaching experience. You can use markdown like any other post. |
| 12 | +## Course content |
12 | 13 |
|
13 | | -Heading 1 |
14 | | -====== |
| 14 | +The lecture covered: |
15 | 15 |
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16 | | -Heading 2 |
17 | | -====== |
| 16 | +- Basics of continuum mechanics and finite element methods |
| 17 | +- Phenomenology and atomistic origin of elastic and plastic deformation |
| 18 | +- Concepts of continuum plasticity, including yield criteria, flow rules, and isotropic and kinematic hardening |
| 19 | +- Rate-dependent and rate-independent formulations of continuum plasticity |
| 20 | +- Numerical solution schemes for elasto-plasticity, including operator split methods, return mapping, and consistent tangent moduli |
| 21 | +- Computational aspects of small- and large-strain formulations |
| 22 | +- Concepts of crystal plasticity, including dislocation slip, flow rules, hardening models, and consistent tangent moduli |
| 23 | +- Plasticity of polycrystals, including Sachs, Taylor, and self-consistent models |
| 24 | +- Numerical solution schemes for crystal plasticity |
| 25 | +- Structure, implementation, and application of an Abaqus UMAT |
18 | 26 |
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19 | | -Heading 3 |
20 | | -====== |
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