FYSA2042 Statistical Physics, part B (4 cr)
Description
The grand canonical ensemble
Quantum statitics, identical particles
Bose-Einstein condensation
Black body radiation
Thermodynamics of photon gas
Lattice vibrations
Ideal Fermi gas, relativistic gas
Transport theory
Boltzmann equation and H-theorem
Relaxation time approximation
Principles of diffusion, heat and electric conductivity
Onsager’s reciprocity relations
Learning outcomes
After finishing the course the student knows
The principles of Einstein and Debye theories of heat capacities of solids
How to calculate averages using the grand canonical partition function
The canonical and grand canonical ensembles
How to ue chemical potential and it’s significance
The properties of classical and quantum ideal gases
Bose-Einstein and Fermi-Dirac statistics and their differences
Basic formulas of black body radiation
The physics of Bose-Einstein condensation
Principles of transport theory (as examples, Brownian motion, diffusion, and the Boltzmann equation in relaxation time approximation).
Description of prerequisites
FYSA2041 Statistical Physics, part A
FYSA2031 Quantum Mechanics, part A
Study materials
Luentomoniste
Literature
- Jouko Arponen ja Juha Honkonen, Statistinen Fysiikka, ISBN-13: 9789517451895, ISBN-10: 951745189X.
- Franz Mandl, Statistical Physics, ISBN-13: 978-0471915331, ISBN-10: 0471915335.
- Roger Bowley and Mariana Sanchez, Introductory Statistical Mechanics, ISBN-13: 978-0198505761 ISBN-10: 0198505760.
- Linda Reichl , A Modern Course in Statical Physics, ISBN-13: 978-3527413492 ISBN-10: 3527413499.
- R. K. Pathria ja P. D. Beale, Statistical Mechanics, ISBN: 9780123821898
Completion methods
Method 1
Method 2
Teaching (4 cr)
Exercises, exam.
Teaching
10/13–10/13/2023 Exam
3/4–4/26/2024 Lectures
5/17–5/17/2024 Exam
Independent study (4 cr)
Self-study and exam.