Critical Phenomena and Statistical Fields Theory for Ph.D. and M.Sc. students (Fall 2022)
This course is devoted to Critical Phenomena, Phase Transition and Statistical Field Theory
Some topics to teach are as follows:
- Thermodynamic Limit
- Finite size effects
- Phase transition
- Mean Field theory
- Renormalization Group
- Operator Product Expansion
- Course subjects and program (Download)
- Lecture notes on critical Phenomena provided by Prof. Vahid Karimipour
- Mean field Theory (see link)
- Effective Theory (see link)
- Lecture Notes on Thermodynamics and Statistical Mechanics (A Work in Progress), (See also this link) by Prof. Daniel Arovas.
My lecture (Movies)
Other my lectures (Link)
1401/07/10 Preliminary part (Download)
1401/07/14 (Download)
1401/07/17 (Download)
1401/07/19 (Download)
1401/07/24 (Download)
1401/07/28 (Download)
1401/08/01 (Download)
1401/08/03 (Download)
1401/08/08 (Download)
1401/08/12 (Download)
1401/08/15 (Download) (Mathematica Codes for Transfer Matrices (with and without magnetic fields for 1D Ising model)
1401/08/17 (Download)
1401/08/22 (Download)
1401/08/24 (Download)
1401/08/29 (Download)
1401/09/01 (Download)
1401/09/06 (Download)
1401/09/08 (Download)
1401/09/13 (Download)
1401/09/15 (Download)
1401/09/20 (Download)
1401/09/22 (Download)
1401/09/27 (Download)
1401/09/29 (Download)
1401/10/04 (Download)
1401/10/11 (Download)
Exams:
First midterm (Mainly based on Observable quantities near critical point and Mean-Field theory, Date 1401/09/10) (Download) (Answer-Key)
Second midterm (Mainly based on Landau-Ginzburg theory, Date: 1401/10/08) (Download) (Answer-Key)
Marks (Download)
Exercises:
# Set 1 (Download)
# Set 2 (Download)
# Set 3 (Download) The due date was extended to 24 Aban
# Set 4 (Download) The due date was extended to 8 Azar
# Set 5 (Download)
# Set 6 (Download)
# Set 7 (Download)
# Set 8 (Download)
# Set 9 (Download)
