| Lesson | | Lecture Title |
| 23000 | Introduction |
| 23010 | Rigid Bodies |
| 23020 | Properties of the Inertia tensor |
| 23030 | Angular Momentum |
| 23040 | The Inertia Tensor |
| 23050 | Proof that Iij is a Tensor |
| 23060 | Euler's Equations |
| 23070 | Applications of Euler's Equations-Torque Free Top |
| 23080 | Euler Angles |
| 23090 | Application of Euler Angles to the Symmetric Top |
| 23100 | Motion in an Inertial Frame |
| 23110 | The Symmetric Top |
| 23120 | Normal Mode Oscillations-Many Degrees of Freedom |
| 23130 | The Normal Modes for Transverse Motion |
| 23140 | Periodic Boundary Conditions |
| 23150 | The Continuous String Problem |
| 23160 | Lagrangian for a Continuous String |
| 23170 | Hamilton's Principle for Continuous Systems |
| 23180 | General Solution to the Wave Equation |
| 23190 | General Wave Equation from Variational Principles |
| 23200 | Phase Velocity and Dispersion |
| 23210 | Superposition of Waves |
| 23220 | Group Velocity de Broglie Waves and the Quantum Mechanics of Free Particles |
| 23230 | Energy Conservation and Energy Flux |
| 23240 | Energy Conservation and Energy Flux II |
| 23250 | Introduction to Fluid Dynamics |
| 23260 | Fluid Motion |
| 23270 | The Continuity Equation |
| 23280 | Applications to Incompressible Hydrostatic Equilibrium |
| 23290 | Integration of Euler's Equations |
| 23300 | Example: Flow with Rotation |
| 23310 | Compressible Fluid Flow |
| 23320 | Sound Waves |
| 23330 | Fundamental Equations for an Ideal Fluid |
| 23340 | Application of Bernoulli's Equation |
| 23350 | Final Exam |