This is an undergraduate course on statistical mechanics, a theoretical framework describing systems involving a large number of particles based on fundamental statistical postulates. In this course, we aim to provide a way of general understanding of equilibrium statistical properties (average and fluctuation) of a system with many constituents using statistical postulates and microscopic concepts. In the latter half of the course, selected important applications of statistical mechanics such as cluster expansion and renormalization group will be described, if it is allowed.
Tentative Course Outline (Topics to be covered)
The following schedule is only tentative and may change without notice.
- Introduction and postulate of statistical mechanics
- Statistical ensembles
- Quantum statistical mechanics
- Magnetism and Ising model
- Phase transitions and critical phenomena
- Landau approach and renormalization group
Tentative evaluation criteria
Mid (30%), Final (40%), Attendance, homework, quiz and class participation (30%). Be advised that it is only tentative and can be subject to a change.
"Note that for your privacy, your scores will be posted on KLMS where you can check yours only.
For an appeal for exams, you can come to my office (207, E6-6) in the afternoon (pm 2~4), 12/18 and 19."
