| 1. |
Applied mathematics, Tensor analysis |
Review the lectures |
190minutes |
| 2. |
Stress concept: Stress tensor, Equilibrium of stress, Principal stress, Stress invariants, Deviator stress |
Review the lectures |
190minutes |
| 3. |
Strain concept 1: Deformation gradient tensor, Cauchy-Green deformation tensor, Strain tensor |
Review the lectures |
190minutes |
| 4. |
Strain concept 2: Strain tensor, Compatibility equations |
Review the lectures |
190minutes |
| 5. |
Elasticity 1: Elastic constitutive equations, Elastic moduli, Relationship between elastic moduli |
Review the lectures |
190minutes |
| 6. |
Elasticity 2: Plane stress, Plane strain, Principle of virtual work |
Review the lectures |
190minutes |
| 7. |
Elasticity 3: wo-dimensional stress analysis, Stress function |
Review the lectures |
190minutes |
| 8. |
Plasticity 1: Plastic deformation, Yield conditions |
Review the lectures |
190minutes |
| 9. |
Plasticity 2: Equivalent stress, Equivalent plastic strain, Elasto-plastic constitutive equation |
Review the lectures |
190minutes |
| 10. |
Viscoelasticity 1: Mechanical model for viscoelastic media, Viscoelastic constitutive equation, Viscoelastic characteristics |
Review the lectures |
190minutes |
| 11. |
Viscoelasticity 2: Viscoelastic stress analysis, Correspondence principle, Rheology |
Review the lectures |
190minutes |
| 12. |
Fracture mechanics 1: Stress field around a crack tip, Stress intensity factor, Energy release rate |
Review the lectures |
190minutes |
| 13. |
Fracture mechanics 2: Small scale yielding, J-integral, Cohesive model |
Review the lectures |
190minutes |
| 14. |
Final exam and review |
Review the lectures |
190minutes |
| Total. |
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2660minutes |