PHYS5510 · Lecture recording

Lecture 3: State Counting, Ergodicity, and the Canonical Ensemble

Recorded September 16, 2026. The complete lecture, including its introduction and transitions.

13 parts1:26:32 totalEnglish · 简体中文 · 繁體中文
Complete script:
Part 01

Equal Probability and the Ergodic Hypothesis

10:24
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Part 02

Energy Shells and Boltzmann Entropy

06:24
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Part 03

Phase-Space Counting and the Gibbs Paradox

04:49
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Part 04

Thermodynamics from Entropy Derivatives

03:19
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Part 05

Two-Level Spins, Stirling Approximation, and Temperature

10:42
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Part 06

Time Averages, Integrability, and Glassy Relaxation

05:39
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Part 07

Rydberg Blockade and Quantum Many-Body Scars

03:24
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Part 08

Thermalization and the Limits of Equilibrium Assumptions

04:38
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Part 09

From a Heat Reservoir to Boltzmann Weights

08:02
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Part 10

Reservoir Assumptions and the Canonical Derivation

06:51
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Part 11

Partition Function and Helmholtz Free Energy

07:19
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Part 12

Energy Fluctuations, Heat Capacity, and Response

08:52
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Part 13

Worked Example: The Classical Harmonic Oscillator

06:07
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