Part I. Mathematical Preliminaries: 1. Vectors and tensors
2. Basic integral theorems
3. Fourier series and Fourier integrals
Part II. Continuum Mechanics: 4. Kinematics of continuum
5. Kinetics of continuum
6. Thermodynamics of continuum
7. Nonlinear elasticity
Part III. Linear Elasticity: 8. Governing equations
9. Elastic beam problems
10. Solutions in polar coordinates
11. Torsion and bending of prismatic rods
12. Semi-infinite media
13. Isotropic 3-D solutions
14. Anisotropic 3-D solutions
15. Plane contact problems
16. Deformation of plates
Part IV. Micromechanics: 17. Dislocations and cracks: elementary treatment
18. Dislocations in anisotropic media
19. Cracks in anisotropic media
20. The Inclusion Problem
21. Forces and energy in elastic systems
22. Micropolar elasticity
Part V. Thin Films and Interfaces: 23. Dislocations in biomaterials
24. Strain relaxation in thin films
25. Stability of planar interfaces
Part VI. Plasticity and Viscoplasticity: 26. Phenomenological plasticity
27. Micromechanics of crystallographic slip
28. Crystal plasticity
29. The nature of crystalline deformation: localized plastic deformation
30. Polycrystal plasticity
31. Laminate plasticity
Part VII. Biomechanics: 32. Mechanics of a growing mass
33. Constitutive relations for membranes
Part VIII. Solved Problems: 34. Solved problems for chapters 1-33.
