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Lecture 16-Classical Ideal Gas (Microcanonical Ensemble)
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Classroom Contents
Statistical Mechanics
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- 1 Lecture 01-Discrete Probability
- 2 Lecture 02-Continous Probability
- 3 Lecture 03 Characteristic Function
- 4 Lecture 04-Gausssian Distribution
- 5 Lecture 05-Binomial Distribution
- 6 Lecture 06-Poisson Distribution
- 7 Lecture 07-Central Limit Theorem
- 8 Lecture 08-Many Random Variables
- 9 Lecture 09-Entropy and Probability
- 10 Lecture 10-Entropy Maximization
- 11 Lecture 11-Transformation of Random Variable
- 12 Lecture 12-Tutorial
- 13 Lecture 13-Mathematical Preliminaries 1
- 14 Lecture 14-Microcanonical Ensemble
- 15 Lecture 15-Two Level System (Microcanonical Ensemble)
- 16 Lecture 16-Classical Ideal Gas (Microcanonical Ensemble)
- 17 Lecture 17-Entropy of Mixing
- 18 Lecture 18-Classical Ideal Gas (Canonical Ensemble)
- 19 Lecture 19-Gibbs Canonical Ensemble
- 20 Lecture 20-Canonical Ensemble
- 21 Lecture 21-Classical Ideal Gas (Gibbs Canonical Ensemble)
- 22 Lecture 22-Two Level System (Canonical Ensemble)
- 23 Lecture 23-N Spins in a Uniform Magnetic Field
- 24 Lecture 24-Grand Canonical Ensemble
- 25 Lecture 25-Ideal Gas (Grand Canonical Ensemble)
- 26 Lecture 26-N Non - Interacting Spins in Constant Magnetic Field
- 27 Lecture 27-Quantum statistical mechanics
- 28 Lecture 28-Statistics of Fermions and Bosons
- 29 Lecture 29-Quantum to Classical Correspondance
- 30 Lecture 30-Vibrations of Solid (Low Temperature)
- 31 Lecture 31-Vibrations of Solid (Continuation)
- 32 Lecture 32 Free Electrons(Fermi Gas) in a Metal
- 33 Lecture 33 Free Electrons(Fermi Gas) in a Metal(Continuation)
- 34 Lecture 34 - Problem solving demo - part 1
- 35 Lecture 35 - Problem solving demo - part 2
