Joukowski Conformal Mapping

The Joukowski transform w = z + λ²/z maps a circle in the z-plane to an airfoil profile in the w-plane. By offsetting the circle's center, one obtains cambered, asymmetric airfoils with a sharp trailing edge — the foundation of classical thin-airfoil theory.

Center x = -0.10
Center y = 0.10
λ = 1.00
AoA α = 5°