This is a one semester graduate course in Classical Mechanics. The main part of my lecture will be based on the textbook Mechanics by L.D. Landau and E.M. Lifshitz (Elsevier). This book is available in the University book store but can also be ordered online. The first lecture will be on Wednesday September 5th at 9.35 am.
The following is a list of topics to be discussed in this lecture.
| Lagrangian | Canonical Equations |
| Euler-Lagrange Equation | Canonical Transformations |
| Noether's Theorem | Poisson Brackets |
| Kepler's Problem | Liouville Theorem |
| Scattering | Hanilton-Jacobi Equations |
| Rutherford's Formula | Adiabatic Invariants |
| Small Oscillations | Chaotic Motion |
| Normal Modes | Poincar\'e Sections |
| Parametric Resonances | Invariant Tori |
| Rigid Body Motion | Maps |
| Euler Angles | Period Doubling |
| Asymmetric Top | Kolmogorov-Arnold-Moser Theorem |
TA: Zhengwen Zhang, Office Hours: Fridays 2-4 in C121.
Office Hours: Wednesday-Friday, 10.30-1.00
Click here to view the file.
With regards to holidays we will follow the offical University Calendar