| 1 | Introduction to energy theory, virtual work theorem, Betti reciprocity theorem | [1], p. 275-294 |
| 2 | Virtual work equation, the influence coefficients, Castigliano's theorem | [1], p. 295-304 |
| 3 | Stability, equilibrium, stability analysis methods, buckling elastic bars | [1], p. 313-321 |
| 4 | The general theory of buckling of bars, Euler cases, elastic stability limits | [1], p. 322-334 |
| 5 | Primitive faults in the column | [1], p. 335-336 |
| 6 | Emphasizes stability, Elastica, Secant formula, compound columns | [1], p. 336-350 |
| 7 | Dimensioning of buckling bars | [1], p. 350-360 |
| 8 | Energy methods, buckling multiplier - Midterm | [1], p. 361-368 |
| 9 | Inelastic buckling | [1], p. 368-374 |
| 10 | Variational principles and energy methods, elasticity theory of small deformations | [1], p. 375-398 |
| 11 | Total potential energy in bars | [1], p. 396-406 |
| 12 | Beams on elastic foundations, elastic body vibration free | [1], p. 407-414 |
| 13 | Large deformations in the theory of elasticity, branch problems in stability and energy measure | [1], p. 415-417 |
| 14 | Numerical solution methods, Rayleigh-Ritz method | [1], p. 418-424 |