Statistical Physics 0800-PA-STAPHY
Lectures
1. Basics of probability theory.
2. Stochastic processes, Markov chains and Langevin equation.
3. Entropy vs. information. States of maximal entropy
4. Description of statistical systems. Evolution and equilibrium states.
Thermodynamic formalisms.
5. Thermodynamics of gas systems:
a) perfect gas
b) nonideal gases (virial expansion, mean field theory)
6. Thermodynamics of magnetic systems:
a) paramagnetics and Curie law
b) Ising model of nearest neighbours
c) phase transition in a Curie-Weis-Kac model
7*. Grand canonical ensemble and theory of phase transitions
8. Quantum Statistical systems:
a) formalism of quantum mechanics
b) multilevel system: Bose-Einstein and Fermi-Dirac statistics
9. Quantum gases
a) electron gas in metal
b) stability of white dwarfs
c) Bose-Einstein condensation
d) photonic gas and thermal radiation
e) phonons and crystals
f) basics of superconductivity
* not obligatory
Exercise: selected topics of statistical physics
Total student workload
Learning outcomes - knowledge
Learning outcomes - skills
Learning outcomes - social competencies
Exploratory teaching methods
Online teaching methods
- content-presentation-oriented methods
Type of course
Prerequisites
Course coordinators
Assessment criteria
Written exam + oral discussion
50-60% - grade: 3
60-70% - grade: 3+
70-80% - grade: 4
80-90% - grade: 4+
90-100% - grade 5
Additional information
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