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Master - Fakultät für Physik und Astronomie

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Ruprecht-Karls-University Heidelberg 8<br />

Department of Physics and Astronomy<br />

Code: MKTP1<br />

Course Title: Theoretical Statistical Physics<br />

Programme: <strong>Master</strong> of Science (Physics)<br />

Type: Lecture with exercises<br />

Credit Points: 8<br />

Workload: 240 h<br />

Teaching Hours:<br />

3/week<br />

Mode:<br />

WPM<br />

Term:<br />

WS<br />

Module Parts:<br />

• Lecture on “Statistical Physics” (4 hours/week)<br />

• Exercise with homework (2 hours/week)<br />

Module Contents:<br />

• Fo<strong>und</strong>ations of statistics, information, entropy<br />

• Statistical description of physical systems<br />

• Ensembles, density of states<br />

• Irreversibility<br />

• State variables, ideal and real gases, thermodynamic potentials, the f<strong>und</strong>amental laws of<br />

thermodynamics<br />

• Material constants, equilibrium of phases and chemical equilibrium, law of mass action,<br />

ideal solutions<br />

• Fermi- and Bose-statistics, ideal quantum gases<br />

• Phase transitions, critical phenomena (Ising model)<br />

• Transport theory (linear response, transport equations, master equation, Boltzmann<br />

equation, diffusion)<br />

• The theory of the solid state as an example for a non-relativistic field theory<br />

• Applications, for example specific heat of solids, thermodynamics of the early universe<br />

etc.<br />

Objective: Firm grasp of the laws of thermodynamics and of the description of ensembles<br />

in the framework of classical and quantum statistics. Knowledge of applications to phase<br />

transitions and condensed matter, plasma and astrophysics.<br />

Necessary/useful Knowledge: Content of PEP3, PTP4<br />

Recommended Literature: announced by lecturer<br />

Specialties: Exercises with homework<br />

Form of Testing and Examination: Usually a 2-3 hours written examination.<br />

2012.1/v2

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