You are here
Introduction to Mathematical Fluid Dynamics
The Basic Library List Committee suggests that undergraduate mathematics libraries consider this book for acquisition.
There is no review yet. Please check back later.
Preface |
Acknowlegments |
1 Kinematics |
1 Introduction |
2 Lagrangian description |
3 Eulerian description |
4 Conservation of mass |
5 Circulation |
6 Some potential flows |
7 Vorticity |
8 Line vortex |
9 Vortex sheet |
2 Momentum Principle and Ideal Fluid |
10 Conservation of linear momentum |
11 Mixing and lift |
12 Equations of motion |
13 D'Alembert's theorem |
14 Kelvin's theorem |
15 Conservation of angular momentum |
3 Newtonian Fluid |
16 The Couette experiment |
17 Constitutive equation |
18 Kinetic theory |
19 Some viscous fluid motions |
4 Fluids of Small Viscosity |
20 Reynolds number |
21 A singular perturbation example |
22 Limit equations for the flat plate |
23 Discussion of Blasius' solution |
24 Limit equations with pressure gradient and wall curvature |
25 Similarity solutions |
26 Momentum integral |
27 Separation |
28 Wake |
5 Some Aspects of Rotating Fluids |
29 Bjerknes' theorem |
30 Rossby number |
31 Ekman layer |
32 Taylor-Proudman theorem |
6 Some Effects of Compressibility |
33 Thermodynamic state |
34 Flow initiation |
35 Conservation of energy |
36 Shock relations |
37 Shock structure |
38 Navier-Stokes equations |
Bibliography |
Index |
Dummy View - NOT TO BE DELETED