Elasticity

Part I. General Consideration.- Chapter 1. Introduction.- Chapter 2. Equilibrium and Compatibility.- Part II. Two-Dimensional Problems.- Chapter 3. Plane Strain and Plane Stress.- Chapter 4. Stress Function Formulation.- Chapter 5. Problems in Rectangular Coordinates.- Chapter 6. End Effects.- Chapter 7. Body Forces.- Chapter 8. Problems in Polar Coordinates.- Chapter 9. Calculation of Displacements.- Chapter 10. Curved Beam Problems.- Chapter 11. Wedge Problems.- Chapter 12. Plane Contact Problems.- Chapter 13. Forces, Dislocations and Cracks.- Chapter 14. Thermoelasticity.- Chapter 15. Antiplane Shear.- Chapter 16. Moderately Thick Plates.- Part III. End Loading of the Prismatic Bar.- Chapter 17. Torsion of a Prismatic Bar.- Chapter 18. Shear of a Prismatic Bar.- Part IV. Complex-Variable Formulation.- Chapter 19. Prelinary Mathematical Results.- Chapter 20. Application to Elasticity Problems.- Part V. Three Dimensional Problems.- Chapter 21. Displacement Function Solutions.- Chapter 22. The Boussinesq Potentials.- Chapter 23. Thermoelastic Displacement Potentials.- Chapter 24. Singular Solutions.- Chapter 25. Spherical Harmonics.- Chapter 26. Cylinders and Circular Plates.- Chapter 27. Problems in Spherical Coordinates.- Chapter 28. Eigenstrains and Inclusions.- Chapter 29. Axisymmetric Torsion.- Chapter 30. The Prismatic Bar.- Chapter 31. Frictionless Contact.- Chapter 32. The Boundary-value Problem.- Chapter 33. The Penny-shaped Crack.- Chapter 34. Hertzian Contact.- Chapter 35. The Interface Crack.- Chapter 36. Anisotropic Elasticity.- Chapter 37. Variational Methods.- Chapter 38. The Reciprocal Theorem.

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• Mecânica clássica
• Matemática para engenheiros
• Mecânica dos fluidos
• Engenharia mecânica
• Mecânica dos sólidos
• Matemática aplicada

Elasticity;Transformation;Solid Mechanics;Stress Analysis;Operator