This page was last updated 12/03/2015 13:20:18
Lecture I: Basics of Lagrangian Mechanics - posted 28 September
Lecture II: Symmetry and Conservation Laws: Scale Symmetry - posted 28 September 2015
Lecture III: Hamiltonian Mechanics, Liouville's Theorem, Poincare Recurrence - posted 28 September 2015
Lecture IV: Ray and Eikonal Theory - posted 30 September 2015
Lecture V: Hamilton-Jacobi Theory - posted 5 October 2015
Lecture VI: Adiabatic Invariants and Applications - posted 5 October 2015
Lecture VII: Action-Angle Variables - posted 21 October 2015
Lecture VIII: Pondermotive Force - reposted 21 October 2015
Lecture IX: Parametric Instability - reposted 2 November 2015
Lecture X: Coupled Small Oscillations - posted 2 November 2015
Lecture XI: Modes of Linear Chains - posted 2 November 2015
Lecture XII: General Mechanics of Continuua --> An Introduction - posted 4 November 2015
Lecture XIII: Adiabatic Theory and Wave Action Density --> Towards Quasi-Particle Models - reposted 24 November 2015
Lecture XIII Supplement: Wave Action Density and Modulations - posted 1 December 2015
Lecture XIV: Introduction to Acoustic Radiation-An Application of Wave Energetics - posted 3 December 2015
Fluids: Introduction and Potential Flow - Winter 2013
Introduction to Acoustics and Acoustic Radiation - Winter 2013
Lectures 2-3: Reductive Perturbation Theory and Mode Jumping - Winter 2014
Lectures 4-5: Poisson Brackets and Canonical Transformation - Winter 2014
Lectures 5-6: Adiabatic Invariants and Lectures 5-6: Supplement: More on Adiabatic Invariants - Winter 2014
Lectures 7: Adiabatic Theory for Continuua? - Winter 2014
Lecture 8: Action-Angle Variables - Winter 2014
Lecture 13: Resonant Tori-Their Destruction-RFS W15 - Winter 2015
Poincare Recurrence - Winter 2015
Lecture 14: Magnetic Field Lines as Dynamical Systems - Winter 2015
Lecture 15: Chirikov, Chaos and KAM - Winter 2015
Lectures 16-17: Calculating in the Chaotic Regime and Lectures 16-17: MORE on Calculating in the Chaotic Regime - Winter 2015
Lectures 14-15: Boltzmann Equation - Winter 2014
Lectures 14-15: H-Theorem - Winter 2014
Lectures 15-16: Physics of Boltzmannia and Hydrodynamic Equations - Winter 2014
Lecture 17: Chapman-Enskog Methods and Entropy Production, Part I - Winter 2014
Lecture 18: Transport and Chapman-Enskog II - Winter 2014
Lectures 18-19: Elementary Physics of Random Walks and Diffusion - Winter 2014
Lecture 1: Basics of Lagrangian Mechanics and Lagrangians, continued: Symmetry and Conservation - Physics 200A, Fall 2013
Lecture 2: Virial Theorem, etc. - Physics 200A, Fall 2013
Lecture 3: Ray and Eikonal Theory and Eikonal Theory Supplement - Physics 200B, Winter 2015
Lecture 4: Hamiltonian Mechanics and Liouville's Theorem - Physics 200B, Winter 2015
Lecture 5: Hamilton Jacobi I and Hamilton Jacobi II - Physics 200B, Winter 2015
Lecture 6: Self Focusing - Physics 200A, Fall 2013
Lecture 7: Small Oscillations I - Physics 200A, Fall 2013
Lecture 8: Small Oscillations II - Linear Chains - Physics 200A, Fall 2013
Lecture 9: Parametric Instability and OV of Nonlinear Oscillators - Physics 200B, Winter 2015
Lecture 10: Pondermotive Force - Physics 200B, Winter 2015
Lecture 11: Adiabatic Invariants and Adiabatic Invariants II - Physics 200B, Winter 2015
Lecture 12: Introduction to Continuua - Physics 200A, Fall 2013
Lecture 13: Wave Equation - Physics 200A, Fall 2013
Lecture 14: Adiabatic Theory for Continuua - Physics 200B, Winter 2015
Lectures 15-18: Elasticity Theory -
Lecture 19: Reductive Perturbation Theory and Mode Jumping - Physics 200B, Winter 2015
Lecture 20: Noisey Oscillator -