Lecturers
Prof. Dr. Ferdinand Evers,
Dr. Martin Puschmann (
martin.puschmann(AT)ur.de)
Teaching units
- We offer all teching units in a hybrit format. We recommend following the lectures and exercises in class whenever possible.
- The first lecture and planary exercise will be taught on 27.04.2022.
- The exercises start on 25/26.04.2022.
Lecture (4 SWS)
- Wednesdays: 8:30?– 10:00
Room: H33 - Donnerstags: 8:30 – 10:00
Room: H34
Plenary exercises, questions, discussions
- Wednesdays: 10.15 – 11.45
Room: PHY 9.2.01
Exercise (2 SWS)
- We finally offer three exercise groups, but you can choose between four possible candidates. Please apply for several groups; we eliminate the one of least interest.
- Mondays, 14:15 – 15:45
Room: PHY 9.1.08 - Tuesdays, 08:30 – 10:00
Room: PHY 7.1.21 - Tuesdays, 08.30 – 10.00
Room: PHY 9.1.10 - Tuesdays, 14.15 – 15.45
Room: H33
- We provide one excersice sheet per week. They will be distributed via GRIPS Wednesdays and discussed the week after.
- We highly suggest solving the exercises in advance. Additionally to the discussion during the exercise units, the sheets can be updated via Grips to obtain more detailed feedback to individual solutions.
- The first sheet (sheet 0),?reviewing mathematical basics, is discussed in the first week of class. It will be uploaded the week before.
Exam
Syllabus
Content
- Introduction
- Basic concepts of statistics
- Physical input into statistical theory
- Microcanonical ensemble
- Canonical ensemble
- Grand Canonical ensembles
- Thermodynamic averages
- Entropy and probability
- Thermodynamic state variables
- Thermal fluctuations
- The first and second law of thermodynamics
- Thermodynamic relations
- Inhomogeneous systems
- Interlude: Systems of identical particles
- Quantum gases: fermions
- Quantum gases: bosons
- Spin systems and magnetic phase transitions
- Virial expansion for diluted systems
- Liquid-vapor phase transition in van-der-Waals gases
- Phase transitions and critical phenomena
- Non-equilibrium dynamics: Boltzmann equation
Literature
- Statistische Theorie der W?rme: Gleichgewichtsph?nomene, W. Brenig, Springer (1992).
- Statistische Mechanik, F. Schwabl, Springer (2006).
- Statistische Physik: Lehrbuch zur Theoretischen Physik IV, T. Fliessbach (2018).
- Grundkurs Theoretische Physik 6: Statistische Physik, W. Nolting (2013).
Background reading
- Fundamentals of statistical and thermal physics, F. Reif, Mc-Graw Hill (1965).
- Statistical Physics,
L. D. Landau and E. M. Lifshitz, Pergamon Press (1976).