| S# | Topic |
| 1. | Introduction to strength of materials, revision to stress, strain, types of stresses, analysis of internal forces |
2. | Analysis of plane stress, stresses on inclined planes, principal stresses and maximum shear stress, analytical method for finding normal, shear and maximum stress. |
| 3. | Graphical method for finding the stresses on inclined planes, principal stresses and maximum shear stress. |
| 4. | Problems related with stress analysis |
| 5. | Stress concentration, maximum stress at a discontinuity in a structural member using stress concentration factors |
| 6. | Stresses due to combined bending and torsion |
| 7. | Introduction to two dimensional (2D) or plane strain |
| 8. | Derivation of strain transformation equations for the case of plane strain |
| 9. | Mohr’s circle for plane strain |
| 10. | Problems on determination of the principal strains, principle planes, and maximum shear strain using Mohr’s circle |
| 11. | Introduction to strain rosette, experimental strain measurement |
| 12. | Problems of stain rosette |
| 13. | Horizontal shear stress in beams |
| 14. | Shear flow and shear centre |
| 15. | Built-up beams |
| 16. | Stress due to unsymmetrical bending |
| 17. | Problems on determination of stress due to unsymmetrical bending (Problems) |
| 18. | Stress in curved beams |
| 19. | Problems on determination of stress in curved beams |
| 20. | Creep and fatigue |
| 21. | Theories of failure |
| 22. | Inelastic action, limit torque, limit moment, residual stress |
Mechanics of Solids-II
By / June 13, 2024