1. Introduction to advanced elasticity. Basic equations.
2. Stress and strain. Transformations of stresses and strains.
3. Plane stress: basic equations, Airy function, methods of solution.
4. Plane strain: basic equations, solution methods.
5. Thin slabs (Kirchhoff theory): basic equations, methods of solution (differential method).
6. Thick slabs (Mindlin theory): basic equations, differences between thin and thick slabs.
7. Shells: basic equations (membrane state and bendind state), axisymmetric slabs.
8. Shells: differential method.
9. Elastic halfspace: basic equations, methods of solution, comparison with 2D solutions.
10. Winkler and Mindlin foundation models.
11. Elastic stability: introduction, basic assumptions, Euler's solution.
12. Elastic stability: alternative approaches.
13. Non-linear material behaviour: introduction, types of non-linear behaviour, elastic-plastic material.
14. Solution of frames with plastic hinges.
2. Stress and strain. Transformations of stresses and strains.
3. Plane stress: basic equations, Airy function, methods of solution.
4. Plane strain: basic equations, solution methods.
5. Thin slabs (Kirchhoff theory): basic equations, methods of solution (differential method).
6. Thick slabs (Mindlin theory): basic equations, differences between thin and thick slabs.
7. Shells: basic equations (membrane state and bendind state), axisymmetric slabs.
8. Shells: differential method.
9. Elastic halfspace: basic equations, methods of solution, comparison with 2D solutions.
10. Winkler and Mindlin foundation models.
11. Elastic stability: introduction, basic assumptions, Euler's solution.
12. Elastic stability: alternative approaches.
13. Non-linear material behaviour: introduction, types of non-linear behaviour, elastic-plastic material.
14. Solution of frames with plastic hinges.