Course Instructor
Prof. Pak Ming HUI
Office: SC 209, Phone: 39436351, Email: pmhui(at)phy.cuhk.edu.hk
Consultation Hours: Stop by my office, or make appointment/send in your questions by emails
Teaching Assistant(s)
Mr. San Lam Jack NG
Email: slng(at)phy.cuhk.edu.hk
Consultation Hours: Friday 10:30 - 12:15 or send in questions via emails
Lectures/Tutorials/Discussion
Tuesdays 18:30 - 20:15 ARG G01 (Lee Shau Kee Architecture Building)
Thursdays 18:30 - 20:15 WMY 306 (Wu Ho Man Yuen Building)
[Both venues are close to the train station]
Course Materials
Course materials will be distributed via Blackboard system.
Enrolled students please check Blackboard for updates.
Other postgraduate students who want to sit in the course are weclome to attend the classes. Access to course materials can be made by separate arrangements. The course will be useful for those who need some statistical physics background in your research work on systems with many particles.
Textbook(s)/Reference Books
Class Notes will be provided
List of Reference is given in Class Notes (see Blackboard)
Assessment Scheme
As of 10 January 2022, the Scheme may be revised if the Covid-19 situation worsens
| Homework | 35%
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| Mid-term Examination | 25% (to be held on 15 March 2022 (Wednesday))
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| Final Examination | 40%
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[Students should submit their homework in one pdf file to the submission folder in the Blackboard system]
Academic Honesty (Must read)
Attention is drawn to University policy and regulations on honesty in academic work, and to the disciplinary guidelines and procedures applicable to breaches of such policy and regulations. Details may be found at http://www.cuhk.edu.hk/policy/academichonesty. CUHK has a zero tolerance policy towards academic dishonesty.
Students will be required to submit a signed declaration that they are aware of these policies, regulations, guidelines and procedures at the beginning of the course.
Course Outline
See Class Notes in Blackboard
Key Concepts of Thermodynamics: Partial derivatives, Energy (heat, work) and 1st Law, Entropy and 2nd Law, gases and other systems, Legendre transforms and Potentials, Maxwell's relations.
Principles of Statistical Mechanics: Boltzmann's formula S = k ln W, ensemble theories, partition functions, and selected applications
Fermi gas: Fermi-Dirac function - its physical meaning and applications
Bose gas: Bose-Einstein function - its physical meaning and applications
Some interacting systems: Interactions will lead to phase transitions (Van der Waals equation, magnetic systems)
Other topics (optional): Ising model, mean field theory, Landau Theory