| 1 | Introduction to Variational Analysis | [4] S235-250 / [1] Sayfa 1-14 |
| 2 | Variational Analysis and Euler's Equation | [4] S251-272 |
| 3 | Hamilton's Principle, Generalized Coordinates | [4] S 281-308 |
| 4 | Lagrangian Function and Euler-Lagrange Equations | [4] S 313-321 / [2] S 463-489 / [1] S 241-261 |
| 5 | Some Applications of Euler-Lagrange Equations | [4] S 321-346 |
| 6 | Canonical Equations of Motion | [4] S 346-353 / [2] S463-489 |
| 7 | Hamiltonin Dynamics | [4] S 353-358 / [2] S 489-500 |
| 8 | Dynamics of a System of Particles, Center of Mass, Linear and Angular Momentum, Energy | [4] S 358-381 / [2] S 614-670 |
| 9 | Collision of Two Particles, Elastic and Inelastic Collisions | [4] S 381-391 / [2] S 495-500 |
| 10 | Rocket Motion | [4] S 381-391 / [2] S 495-500 |
| 11 | Rotation About a Fixed Axis | [4] S 391-419 |
| 12 | Moment of Inertia and Its Calculation for Various Geometries | [4] S 419-431 |
| 13 | Motion in a Non-Inertial Referance Frame | [4] S 431-439 / [1] S 279-282 |
| 14 | Coriolis Force, Equations of Motion and Their Solutions | [4] S 431-439 / [1] S 279-282 |