Statistical Thermodynamics: Probability distributions and their properties, micro- and macrostates, microcanonical and canonical ensemble, partition functions, microscopic definition of entropy, generalized forces, ideal gas, fluctuations, equilibrium between two systems, extremum property of entropy, Maxwell velocity distribution, equipartition theorem, mixing entropy
Molecular Gas Dynamics: Molecular scales, Knudsen number, collision parameters, microscopic derivation of diffusive transport and transport coefficients (viscosity, heat conduction, diffusivity), distribution functions, relationship between moments of the distribution function and velocity, density and energy, equilibrium and Maxwell velocity distribution, binary impact, Boltzmann equation, relationship between moments of Boltzmann equation and classical fluid mechanics, BGK model for collision term, Chapman-Enskog theory: Derivation of Navier-Stokes equations from Boltzmann equation.
Organisational Matters
TuCan | Statistical Thermodynamics and Molecular Gas Dynamics |
Course | Bachelor 4CP – Electives |
Semester | Winter |
Lecturer |
Prof. Dr.-Ing. Christian Hasse Prof. Dr. rer. nat. Steffen Hardt |
Examination format |
Summer semester: Written exam Winter semester: Written exam |
Language | German |
Format | Lecture + Exercises |
Contact | Bich-Diep Nguyen M.Sc. |
Consultation hours |
Will be announced before each exam via Moodle Otherwise by arrangement |