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The Energy and Entropy Paradigm introduces both classical thermodynamics and statistical mechanics, with an information theory emphasis. This course is designed to follow the interlude course that presents a series of mathematical techniques necessary to solve numerous thermodynamics problems including work with partial derivatives, total differentials, exact and inexact differentials, and the cyclic chain rule. In the beginning of the course, students will be introduced to the terminology necessary to understand thermodynamic processes. The course will then present the first and second thermodynamic laws. Utilizing the techniques learned in the interlude, students will use the first thermodynamic law, in conjunction with Legendre Transforms, to derive Maxwell's relations. Throughout Energy and Entropy, the class will frequently be placed in small groups and asked to physically present how thermodynamic partial derivatives could be measured (see name the experiment). These activities collaborate with the integrated laboratory exercises to present thermodynamics with a physically observable approach. After working with classical thermodynamics, the course provides an introduction to statistical mechanics, exposing students to the concepts of maximum fairness and the probability of microstates. The course concludes with a culmination of thermodynamics and statistical mechanics in a calculation of the total internal energy of a diatomic gas.

Notes from Allen Wassermann.

An Introduction to Thermal Physics - Daniel V. Schroeder add links

Course Webpage Spring 2012