Con: Part I: The fundamentals of structural analysys. 1: Alpha C: Stress in structures. p. 3. 2: Beta C.: Stresses and coordinate axis rotations. p. 39. 3: Gamma C. : Displacements and strains. p. 70. 4: Delta C.: Strains in rotated coordinate systems. p. 100. 5: Epsilon C.: The mechanical behavior of engineeering materials. p. 118. 6: Zeta C.: Linearly elastic materials. p. 153. Parte II: Introduction to the theory of elasticity. 7: Eta C.: The theory of elasticity. p. 175. 8: Theta C.: Plane Stress theory of elasticity solutions. p. 201. 9: Iota C.: Part I and part II review questions. p. 220. Part III: The engineering theory for straight, long beams. 10: Kappa Chpater: Bending and extensional stresses in beams.p. 229. Lambda C.: Beam bending and extensional deflections. p. 274. 12: Mu C.: Additional beam bending topics. p. 311. 13: Nu C.: Uniform torsion of beams. p. 367. 14: Xi C.: Beam torsion approximate solutions. p. 405. 15: Omicron C.: Beam bending and torsion review questions. p. 439. 16: Pi C.: Beam shearing stresses due to shearing forces. p. 448. Part IV: Work and energy methods and derivative numerical methods. 17: Rho C.: Work and potential energy principles. p. 481. 18: Sigma C.: The unit load method for determinate structures. p. 523. 19: Tau C.: The unit load method for indeterminate str4uctures. p. 566. 20: Upsilon C.: Numerical Analyses**. p. 618. 21: Phi C.: Introduction to the finitec element method. p. 630. 22: Chi C.: Finite element truss problems. p. 688. 23: Psi C.: Basic aspects of multidimensional finite elements. p. 708. 24: Omega C.: Energy and Associated Numerical Methods Review. p. 747. Part V.: Thin plate theory and structural stability. 25: Yu C.: Thin plate theory. p. 757. 26: Ya C.: Elastic and Aeroelastic Instabilities. p. 794. Appendix I: Mathematics Review. p. 840. Appendix II: Additional topics. p. 850. Selected Answers. p. 867.
