Instructor: Dr. P. Singh

Office: 313MEC

Phone: 973-596-3326

Email: singhp@njit.edu

Website: http://www-ec.njit.edu/~singhp

Prerequisite: undergraduate fluid mechanics.

An introduction to the hydrodynamics of ideal fluids; two-dimensional potential flow and stream functions; conformal mapping; and differential equations of viscous flow. Boundary layer theory and dimensional analysis are introduced.

Incompressible Flow (1996)

Ronald L. Panton, John Wiley & Sons

1. An Introduction to Fluid dynamics (1976)

G.K Batchelor, Cambridge University Press

2. Fundaments Mechanics of Fluids (1974)

I.G. Currie, McGraw Hill

3. Hydrodynamics, 6^th ed. (1945)

H. Lamb, Dover

4. Fluid Mechanics (1959)

L.D. Landau and E.M. Lifshitz, Oxford: Pergamon Press

5. Theoretical Hydrodynamics (1960)

L.M. Milne-Thomson, Macmillan

6. Vector, Tensor and basic equation of fluid mechanics (1962)

R. Aris, Dover

2.1 Stress, deformation

2.2 Control volume approach

2.3 Conservation of mass

2.4 Conservation of momentum

2.5 Conservation of energy

2.6 Navier-Stokes equations

2.7 Dimensional Analysis

2.1 Pressure driven flows

2.2 Couette Flow

2.3 Exact Solutions

4.1 Streamfunction and velocity potential

4.2 Potential flows

4.3 Source and sink flows

4.4 Vortex and doublet flows

5.1 Boundary layer thickness

5.2 Governing equations

5.3 Blasius’ solution

5.4 Falkner-Skan solution

6.1 Stability

6.2 Numerical methods

6.3 Turbulence