Lecture 1 - Ideal fluids, Velocity potential, Potential flows
Lecture 2 - Stream function, Orthogonality of streamlines and equipotential lines
Lecture 3 - Complex variables, Analyticity, Cauchy - Riemann equations, Complex potential, Complex velocity
Lecture 4 - Elementary flows : Uniform flow, Source and Sink, Free vortex
Lecture 5 - Flow in a bend, Flow around a sharp edge
Lecture 6 - Superposition of source and sink : doublet flow
Lecture 7 - Superposition of uniform flow and doublet
Lecture 8 - Superposition of uniform flow, doublet and free vortex
Lecture 9 - Superposition of source and uniform flow
Lecture 10 - Problem solving session - 1
Lecture 11 - Problem solving session - 2
Lecture 12 - Method of images, Forces on a body, Blasius theorem
Lecture 13 - Calculation of forces using derived flow field
Lecture 14 - Introduction to conformal transformation
Lecture 15 - Singularities and their transformations
