Lecture Notes

Lecture Notes

These are my lecture notes from Fall Semester 2019. These will be continuously updated over the course of the semester to make the notation more consistent, fill in gaps, and type up the handwritten notes.

Section Name Link
1-4 Lecture Notes (v11, Nov 02, 2019) PDF
5.1 Rotations PDF
5.2 Rotations, Rotating Frames PDF
5.3 Rotational Group PDF
5.4 Rotational Kinetic Energy, Moment of Inertia Tensor PDF
5.5 Parallel Axis Theorem, Euler Equations PDF
5.6 Spinning Tops PDF
6.1 Hamiltonian Mechanics PDF
6.2 Virial Theorem, Variational Principle PDF
6.3 Poisson Brackets, Canonical Transformation PDF
6.4 Symmetries and Canonical Transformations PDF
6.5 Harmonic Oscillator, Action-Angle Variables PDF
6.6 Liouville’s Theorem PDF
6.7 Generating Functions for Canconical Transformations PDF

Other Information

Problem solving strategies (by R. J. Furnstahl, based on “How to Solve It!” by G. Polya)