PHYS3031 Thermodynamics and Statistical Physics
 Course information  |  Notice board  |  Download area  |  Upload area  | Discussion Forum PHY Home Course Pages

PHYS3031 Thermodynamics and Statistical Physics

This course emphasizes the understanding of the fundamental concepts and basic theories of thermodynamics, and the analytical skills needed to analyze various thermodynamic systems. In addition to a classical approach to equilibrium thermodynamics and their applications, essential concepts in statistical physics including the relationship between microstates and entropy in an isolated system, the Boltzmann distribution, density of states, Fermi-Dirac and Bose-Einstein distributions will be discussed.
Lecturer

Prof. GOH Swee Kuan
Office: SCNB 304
Tel: 3943 6155
Email: skgoh@cuhk.edu.hk
Consultation Hour: Monday 17:00-18:00

Teaching Assistant(s)

Mr. Chen Yifan
Office: SCNB 313
Email: arthurchenyifan@gmail.com
Consultation Hour: Monday 15:30 - 17:15

Mr. WONG Hiu Wing
Office: SCNB 313
Email: sam_hiuwing@yahoo.com.hk
Consultation Hour: Tuesday & Thursday 15:30 - 16:15

Mr. Zhang Wei
Office: SCNB 315
Email: wzhang@phy.cuhk.edu.hk
Consultation Hour: Thursday 15:30 - 17:15


Lecture Class

Monday 11:30 - 13:15 (ICS L1)
Wednesday 12:30 - 13:15 (ICS L1)

Tutorial Class

Wednesday 13:30 - 14:15 (ICS L1)

Exercise Class

Monday 18:30 - 19:15 (LHC G01)
Thursday 09:30 - 10:15 (LHC G03)
Thursday 18:30 - 19:15 (LHC G01)

Reference book(s)

Adkins, Equilibrium thermodynamics, Cambridge Univ. Press
Blundell and Blundell, Concepts in Thermal Physics, Oxford Univ. Press

Assessment Scheme

Homework 20% 30%*
Mid-term [4th of March 12:30 - 14:15] 30% 0%*
Final Exam. 50% 70%*
*alternative assessment scheme, as communicated through the email to the whole class on 23 February 2020

Course Outline

Thermodynamics (about 2/3 of the course):
  • Thermodynamic variables
  • The first law of thermodynamics
  • The second law of thermodynamics
  • Entropy
  • Thermodynamic potentials
  • Phase transitions

    Statistical physics (about 1/3 of the course):
  • Microscopic interpretation of entropy
  • Equilibrium distributions (Fermi-Dirac, Bose-Einstein, Maxwell-Boltzmann)
  • Density of states
  • Ideal Fermi gas and Bose gas