Physical basis of plastic/inelastic deformation of solids metals, polymers, granular/rock-like materials. Continuum constitutive models for small and large deformation of elastic-(visco)plastic solids. Analytical and numerical solution of selected boundary value problems. Applications to deformation processing of metals.
Doctor of Philosophy (PhD) in Mechanical Engineering
Data will be available soon!
| content serial | Description |
|---|
| 1 | Phenomenology of Plastic Deformation |
| 2 | Phenomenology of Plastic Deformation |
| 3 | Rate Independent Plasticity |
| 4 | Uniqueness and Extreme Theorems |
| 5 | Limit Analysis Theorems and Applications |
| 6 | Limit Analysis Theorems and Applications |
| 7 | Slip-Line Theory |
| 8 | Rate Dependent Plasticity |
| 9 | Unified Viscoelasticity Models |
| 10 | Numerical Methods |
| 11 | Numerical Methods |
| 12 | Evolution of Internal State |
| 13 | Anisotropy, aging, transient behavior, thermal recovery, temperature rate effects |
| 14 | Introduction to Other Damage/Deformation Mechanisms |
| 15 | Introduction to Other Damage/Deformation Mechanisms |
| 16 | Final Examination |
Start your application
