Classical and computational solid mechanics 1. Introduction 2. Tensor analysis 3. Stress tensor 4. Analysis of strain 5. Conservation laws 6. Elastic and plastic behavior of materials 7. Linearized theory of elasticity 8. Solutions of problems in linearized theory of elasticity by potentials 9. Two dimensional problems in linearized theory of elasticity 10. Variational calculus energy theorems Saint Venants principle 11. Hamiltons principle wave propagation applications of generalized coordinates 12. Elasticity and thermodynamics 13. Irreversible thermodynamics and viscoelasticity 14. Thermoelasticity 15. Viscoelasticity 16. Large deformation 17. Incremental approach to solving some nonlinear problems 18. Finite element methods 19. Mixed and hybrid formulations 20. Finite element methods for plates and shells 21. Finite element modeling of nonlinear elasticity viscoelasticity plasticity viscoplasticity and creep Bibliography Author index Subject index