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OE 631 Fluid Dynamics for Ocean Engineering

Cavitation; two-dimensional flows; complex velocity and complex potential; concentrated and distributed singularities; lift-drag Kutta condition D'Alembert paradox; Blasius theorem; Karman vortex street; conformal mapping; Mobius transformation; Schwartz-Christoffel transformation; applications; added mass and virtual mass; Taylor's added mass theorem; Lagally theorem; Navier-Stokes' equation; exact solutions for parallel flow Couette flow Poiseuille flow unsteady problems: boundary layer Reynolds number; flat plate boundary layer; Von Karman integral method Pohlhausen solution.

Credits

3

Prerequisite

Distribution

Ocean Engineering Program