| Time/place: |
Lecture
(eKVV):
Tue 10:00-12:00 (D6-135), Wed 08:30-10:00 (D6-135)
Tutorials
(eKVV):
Mon 14:00-16:00 (D6-135)
Instructor: Nicolas Borghini (borghini at physik dot uni-bielefeld dot de)
E6-123
Tutor: Renata Krupczak
Oral exam, registration at the end of the semester
|
| Homepage: |
http://www.physik.uni-bielefeld.de/~borghini/Teaching/Hydrodynamics
|
| News: |
First lecture: Tuesday, April 9
The tutorials will start in the following week
|
| Prerequisites: |
Classical mechanics, Special Relativity, Thermodynamics & Statistical physics
(Theoretische Physik I, II, III)
|
| Literature: |
* Faber: Fluid dynamics for physicists
* Fließbach: Lehrbuch zur theoretischen Physik:
Band I: Mechanik
* Guyon, Hulin, Petit, Mitescu: Physical hydrodynamics
* Landau & Lifshitz: Course of theoretical physics:
Vol. 6: Hydrodynamics
* Rezzolla & Zanotti: Relativistic hydrodynamics
(online access, list of corrections)
* Rieutord: Fluid dynamics
|
| Content: |
→ all pages in a single file
[version of April 9]
Basic notions on continuous media
April 9 Continuum hypothesis; local thermodynamic equilibrium; Lagrangian description
April 10 Eulerian description; mechanical stress
April 16 & 17 Kinematics of deformable bodies
Still to come:
- Conservation laws in non-relativistic fluids: Reynolds transport theorem; conservation of mass, linear momentum, energy
- Inviscid non-relativistic flows: hydrostatics; simple stationary flows; vortex dynamics; potential flows; waves
- Dissipative non-relativistic flows: simple stationary flows; dimensional analysis; flows at low Reynolds number; convective flows; turbulent flows
- Dynamics of relativistic fluids: conservation laws; simple solutions
- (time permitting) Hydrodynamic fluctuations / Numerical hydrodynamics / Stability
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| Links: |
* Illustrative videos by the (US) National Committee for Fluid Mechanics Films;
you can also check the accompanying film notes
* Further fluid mechanics movies are available here
* Online version of the NIST Handbook of mathematical functions
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