Cited passages: Tong, Statistical Physics, first-order and continuous transitions; Tong, Statistical Physics, phase coexistence and latent heat.
Authored lecture-notes chapter. University of Cambridge, Department of Applied Mathematics and Theoretical Physics. Date role: No year inferred from filename, course date or crawl date..
Additional cited passages: chapter 5, §5.2, equations (5.192)–(5.194); §5.2.3, finite-system analyticity paragraph; §5.3.1, equations (5.202)–(5.206). The chapter retains the whole-work David Tong byline; no separately contributed chapter author or publication date is established.
Cited passages: David Tong, Statistical Physics, §§2.2.1 and 2.4: monatomic translational energy and diatomic rotation/vibration term counting.
Cited passages: David Tong, Statistical Physics, §§2.2.1 and 2.4: equipartition and diatomic gases.
Cited passages: David Tong, Statistical Physics, §3.4: discrete rotational spectrum, vibrational freezing and classical high-temperature limits.
Cited passages: David Tong, Statistical Physics, §3.4: quantum vibrational spectrum, thermal occupations and zero-point energy; Tong, Statistical Physics, section 3: quantum gases and the classical limit.
Additional cited passages: §3.1; §3.6.1, equation (3.127); §3.6.2, equation (3.130); §3.6.3. Whole-work authorship is David Tong; no separately contributed chapter byline or publication year is established.
Cited passages: David Tong, Statistical Physics, §4.2, equation 4.156 and “Quasi-Static Processes”: state energy versus heat and work; Tong uses work positive inward.
Cited passages: David Tong, Statistical Physics, section 4.1: equilibrium and thermal contact; David Tong, Statistical Physics, sections 4.2–4.3: ideal-gas internal energy and reversible adiabatic work; David Tong, Statistical Physics, §4.3.1: adiabatic expansion between the isothermal legs; David Tong, Statistical Physics, §4.4.2: Maxwell relations and the general heat-capacity difference; David Tong, Statistical Physics, §§4.2–4.3: work, heat, and adiabatic legs of a cycle; Tong, Statistical Physics, first law and heat capacities; Tong, Statistical Physics, §§4.2–4.3: quasi-static and reversible processes.
Chapter of Statistical Physics by David Tong, by David Tong. No chapter publication year is inferred from its HTML generation date.
Cited passages: Statistical Physics, §1.2.1, equation (1.2) and the independent-system entropy addition argument; §1.4: chemical potential differential; §1.4.3 Extensive and Intensive Quantities, equations (1.46)–(1.48) and the scaling discussion.
The whole-work byline is David Tong, University of Cambridge Part II Mathematical Tripos. No separately contributed chapter author, initial publication date or revision date is established.
Additional cited passages: §§1.2.1–1.2.2, printed pp. 5–10; §1.3, printed pp. 17–18, equation (1.19).

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