OVERVIEW OF UNDERGRADUATE CURRICULUM DEVELOPMENT
Bernoulli’s equation. Local analysis (6 classes) Derivation of continuity and Navier-Stokes equations. Kinematics. Stream function and velocity potential . Simple viscous-flow solutions in Cartesian and polar coordinates . Reduction to Euler equations. Similitude (3 classes) Dimensional analysis. Buckingham Pi theorem. Dimensionless groups ... ................
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