Fluid Dynamics |
Contents
Basic Concepts 112 | 1 |
Kinematics of the Flow Field 1467 | 13 |
Conservation of Momentum 68140 | 68 |
Irrotational Motion 141184 | 141 |
Motion in two dimensions 185311 | 167 |
Vortex Motion 312365 | 312 |
Waves 366397 | 366 |
Irrotational Motion in Three dimensions 398449 | 398 |
Dimensional Analysis 508530 | 508 |
Exact Solutions of the NavierStokes Equation 531607 | 532 |
Laminar Boundary Layer flow | 611 |
past a wedge 628 12 5 2 Potential flow around a corner 629 | 629 |
equation for the boundary layer 634 12 8 Momentum and energy | 636 |
Discontinuous Motion | 655 |
Lubrication Theory | 685 |
bearing 693 One dimensional journal bearings Infinitely long | 694 |
413 Excercises 415422 8 7 Three dimensional source and sink | 413 |
with regard to a sphere 425 Excercises 427 8 10 Motion of | 423 |
Viscous Fluid Flow 450507 | 450 |
Common terms and phrases
a₁ angular velocity axis Bernoulli's equation boundary conditions boundary layer C₁ centre circle complex potential Consider const constant coordinates cos² cosh coth mh density determined direction distance doublet dx dy dz equation of continuity equation of motion flow fluid particle force given Hence infinite infinity integrating irrotational k₁ k₂ Laplace equation liquid mass P₁ P₂ parallel plane plate potential flow pressure Proved radius Reynolds number rotation shear stress sin² Solution source of strength sphere stream function stream lines streamlines surface T₁ U₁ velocity components velocity potential viscous vortex vortices wave X-axis Z-plane ди ди др дх ду эф მის მს ᎧᎾ