Fundamentals. Integral and Differential Forms of The Conservation Equations For Mass, Momentum and Energy. Theorems Of Kelvin, Helmholtz, Bernoulli and Crocco. Irrotational Incompressible Flow. Velocity Potential. The Laplace And Boundary Conditions. Two-dimensional Source and Vortex. Doublet/ Flow Around a Rotating Cylinder. The Kutta-zukowskii Theorem. Theory of Wing Sections. Vortex Filaments. Biot-savart Law. Lifting-line Theory. Induced Drag. Elliptic Wing. The Horse-shoe Model. Ground Effect and Wind-tunnel Corrections.

Faculty: Aerospace Engineering
|Undergraduate Studies

Pre-required courses

(104215 - Complex Functions A and 104228 - Partial Differential Equations/m and 114051 - Physics 1) or (104215 - Complex Functions A and 104223 - Partial Differen.equa.and Fourier Series and 114074 - Physics 1p) or (104215 - Complex Functions A and 104220 - Partial Differential Equations/t and 114074 - Physics 1p)


Course with no extra credit

84303 84356


Course with no extra credit (contains)

84355


Semestrial Information