1. Explain the state of stress and strain in a deformable body and work with the associated equations. [a4]
2. Explain plane stress and plane strain phenomena and work with the associated equations. [a4]
3. Conduct the transformation of plane stress or plane strain components using Mohr's circle and stress trajectories. [a4, e]
4. Apply the concepts of principal stress and principal strains. [a4, e]
5. Work with stress-stain relationships and strain-displacement of elasticity. [a4, e]
6. Work with strain energy of deformable bodies. [a4, e]
7. Solve basic problems in two-dimensional plane elasticity. [a2, a4, e]
8. Work with various failure criteria of materials. [a4, e]
9. Solve basic problems in beam bending. [a4, e]
10. Solve basic problems in torsion of prismatic bars. [a2, a4, e]
11. Solve basic problems in two-dimensional axisymmetric elasticity. [a2, a4, e]
12. Solve basic problems in beams on elastic foundations. [a2, a4, e]
13. Solve mechanics of materials problems using energy methods. [a4, e]
14. Apply basic concepts of elastic stability for buckling of columns and beams. [a4, e]
15. Know the principles of plates and shells formulations. [a2, a4]