STRÖMNINGSMEKANIK/FLUID MECHANICS 5C1223, 2007

Kurs information
updated 2007-01-15
Professor:

Prof. Dan Henningson (DH)

tel: 790 90 04

henning@mech.kth.se

Övningsledare:

Philipp Schlatter (PS)

tel: 790 71 76

pschlatt@mech.kth.se
Bok:

Fluid Mechanics,  P.K. Kundu & I.M. Cohen, 3rd edition

Lecture notes

Hemarbete:

Homework 1 due February 9, 2007

Homework 2 due March 23, 2007
Lab:

Experimental lab scheduled during course.
Address: Teknikringen 8

Tenta:

Tenta

Kopior av appendix B i Kundu & Cohen kan användas
Betyg:

Totalt antal poäng





Downloads:

Lecture notes
Course homepage

Vecka 3, 2007 Kurser Moment Lokaler Grupper Lärare Anmärkning
1 Ons 17 jan 15:00-17:00 5C1223 Frl E36 F3F DH Lecture 1 (3.1-3.3):
Introduction and motivation of Navier-Stokes eq.
Kinematics: Lagrange/Euler coordinates, material derivative
2 Tor 18 jan 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 1 (2.1-2.16):
Tensors
3 Tor 18 jan 13:00-15:00 5C1223 Frl E36 F3F DH Lecture 2 (3.6-3.12):
Kinematics: Relative motion
4 Fre 19 jan 08:00-10:00 5C1223 Ovn E36 F3F PS Recitation 2:
Euler/Lagrange coordinates and relative motion
 
Vecka 4, 2007
5 Mån 22 jan 08:00-10:00 5C1223 Frl D32 F3F DH Lecture 3 (4.1-4.7):
Reynolds transport theorem, continuity eq., momentum eq. and stress tensor
6 Tis 23 jan 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 3:
Conservation equations and stress tensor
7 Tor 25 jan 08:00-10:00 5C1223 Frl D32 F3F DH Lecture 4 (4.10-4.14, 8.2):
Newtonian fluid, Navier-Stokes eq., dimensionless form, energy eq., Boussinesq approximation
8 Fre 26 jan 13:00-15:00 5C1223 Ovn Q21 F3F PS Recitation 4:
Stress tensor and Rankine vortex
 
Vecka 5, 2007
9 Mån 29 jan 08:00-10:00 5C1223 Frl E33 F3F DH Lecture 5 (9.1-9.6):
Exact solutions to Navier-Stokes eq.
10 Tis 30 jan 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 5:
Exact solution to Navier-Stokes eq.
11 Tor 1 feb 15:00-17:00 5C1223 Frl Q11 F3F DH Lecture 6 (9.7-9.11, 4.8)
Exact solutions and integral form of Navier-Stokes eq.
12 Fre 2 feb 13:00-15:00 5C1223 Ovn D31 F3F PS Recitation 6:
More exact solutions to Navier-Stokes eq.
 
Vecka 6, 2007
13 Mån 5 feb 08:00-10:00 5C1223 Frl E33 F3F DH Lecture 7 (5.1-5.5):
Vorticity equations and Kelvin theorem
14 Tis 6 feb 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 7:
Axisymmetric flow and irrotational vortices
15 Tor 8 feb 15:00-17:00 5C1223 Frl Q15 F3F DH Lecture 8 (3.4, 3.13, 4.16):
Stream function, velocity potential and Bernoulli's eq.
16 Fre 9 feb 15:00-17:00 5C1223 Ovn E32 F3F PS Recitation 8:
Vorticity, Bernoulli and stream function
Homework 1 due
 
Vecka 7, 2007
17 Mån 12 feb 08:00-10:00 5C1223 Frl E33 F3F DH Lecture 9 (6.1-6.8):
2D inviscid flow and the complex potential
18 Tis 13 feb 08:00-10:00 5C1223 Ovn E34 F3F LB Recitation 9:
Model of a submarine
19 Tor 15 feb 10:00-12:00 5C1223 Frl Q15 F3F DH Lecture 10 (6.9-6.11, 14.14):
Circular cylinder, drag and lift
20 Fre 16 feb 13:00-15:00 5C1223 Ovn D32 F3F LB Recitation 10:
More potential flow
 
Vecka 8, 2007
21 Mån 19 feb 08:00-10:00 5C1223 Frl E33 F3F DH Lecture 11 (10.1-10.5):
Boundary-layer equations and Blasius flow
22 Tis 20 feb 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 11:
Similarity and wake flow
23 Tor 22 feb 15:00-17:00 5C1223 Frl E33 F3F DH Lecture 12 (10.7-10.9):
Effect of pressure gradients, separation
24 Fre 23 feb 15:00-17:00 5C1223 Ovn E33 F3F PS Recitation 12:
Drag on circular cylinder and separation
 
Vecka 9, 2007
25 Mån 26 feb 08:00-10:00 5C1223 Frl E33 F3F PS Lecture 13 (13.1-13.9):
Turbulent flow: Reynolds average and turbulent cascade
26 Tis 27 feb 08:00-10:00 5C1223 Ovn E36 F3F PS Recitation 13:
Turbulent flow
27 Ons 28 feb 15:00-17:00 5C1223 Frl E53 F3F PS Lecture 14 (13.11-13.13):
Wall turbulence and turbulence modelling/CFD
28 Fre 2 mar 08:00-10:00 5C1223 Ovn E32 F3F PS Recitation 14:
Turbulent boundary layers
Problems from old exams
 
Vecka 12, 2007
29 Mån 19 mar 08:00-10:00 5C1223 Frl E34 F3F DH Lecture 15 (7.1-7.10, 7.18-7.21):
Wave eq., phase and group velocity, dispersion
Gravity waves, internal waves
30 Tis 20 mar 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 15:
Phase and group velcity, gravity waves
31 Ons 21 mar 08:00-10:00 5C1223 Frl D32 F3F DH Lecture 16 (12.1-12.6, 12.13):
Instability, normal modes, Kelvin-Helmholtz instability
Examples of laminar-turbulent transition
32 Tor 22 mar 08:00-10:00 5C1223 Ovn E34 F3F PS Recitation 16:
Normal modes
- Fre 23 mar - 5C1223 - - - - Homework 2 due
 
Vecka 13, 2007
33 Ons 28 mar 14:00-18:00 5C1223 TEN Q33 F3F   Exam