Lecture Description
This video lecture, part of the series Classical Physics by Prof. V. Balakrishnan, does not currently have a detailed description and video lecture title. If you have watched this lecture and know what it is about, particularly what Physics topics are discussed, please help us by commenting on this video with your suggested description and title. Many thanks from,
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Course Index
- Lecture 1: Mass, Length and Time
- Lecture 2: Classical Dynamics
- Lecture 3: Harmonic Oscillator
- Lecture 4: Harmonic Oscillator
- Lecture 5: Dimensional dynamical systems
- Lecture 6: Dimensional dynamical systems
- Lecture 7: The Principles of the Equations of Motion
- Lecture 8: Maxwell's Equations
- Lecture 9: Lagrangian for a charged particle in a EM field
- Lecture 10: Lagrangian and Hamiltonian Dynamics
- Lecture 11: Hamiltonian Systems
- Lecture 12: Integrability of Hamiltonian Systems
- Lecture 13: Emmy Noether, Symmetry, Invariance and Conservation Laws
- Lecture 14: Isotropic Oscillators, The Kepler Problem, Introduction to Statistical Physics
- Lecture 15: Chaotic Dynamics
- Lecture 16: Exponential Divergencies, Lyapunov Exponent, Bernoulli Map and Frobenius-Perron Equation
- Lecture 17: Lyapunov Exponent, Baker's Map, Arnold's cat map, Gauss continued fraction map
- Lecture 18: Questions & Answers
- Lecture 19: Questions & Answers
- Lecture 20: Statistical Mechanics: Isolated Systems, Fundamental Postulate of Equilibrium, Microcanonical Ensemble
- Lecture 21: Microcanonical Ensemble: Stirling's Formula, Poisson Distribution
- Lecture 22: Microstates of particles, Entropy, Density of States, Thermodynamics
- Lecture 23: Euler Relation, Enthalpy, Helmholtz / Gibbs Free Energies, Grand Potential, Field / State Variables, Gas Law
- Lecture 24: Density of States, Boltzmann/Gibbs Factor
- Lecture 25: Thermodynamics of Ideal Gases and its Statistic Mechanics
- Lecture 26: Probability and Maxwellian Distributions, Moment generating function, Excess Kurtosis, Levy distributions
- Lecture 27: Maxwellian distributions, Gunbel, Weibull & Frechet distribution, Phase Diagrams
- Lecture 28: Phase Diagrams, Model of Paramagnetism, dipole moment, Weiss molecular field theory
- Lecture 29: Ferromagnetism, spontaneous magnetization, Landau Theory
- Lecture 30: Landau Theory and critical exponents, Thermodynamic relations, Continuum limit of random walk
- Lecture 31: Questions & Answers
- Lecture 32: Lie Groups, homomorphism, kernel
- Lecture 33: Groups, compact and non-compact groups, Universal covering group
- Lecture 34: Group of proper rotation in 3D, Parametrization by Euler angles, unitary matrices, Noether's theorem
- Symmetry, Invariance and Conservation laws (Noether's theorem), Principles of Relativity
- Lecture 36: Lorentz invariance, Riemannian manifold, metric tensors, d'Alembert operator
- Lecture 37: EM Field tensor, dual tensor, Levi-Civita symbol in 4D, Lorentz transformations, time/space-like vectors
- Lecture 38: Lorentz transformations in EM fields
Course Description
Lecture Series on Classical Physics by Prof.V.Balakrishnan, Department of Physics, IIT Madras. Among the topics in the lectures are:
- Mass, Length and Time
- Classical Dynamics
- Harmonic Oscillator
- Harmonic Oscillator
- Dimensional dynamical systems
- Dimensional dynamical systems
- The P... (read more)
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