Explores viscous fluid dynamics, including the Navier-Stokes equation and Poiseuille law, as well as drag forces on spheres and aerodynamics experiments.
Covers centrifugal instabilities, Rayleigh criterion, experimental setups, Navier-Stokes equations, base flow analysis, and comparison between theory and experiments.
Delves into deriving the Kalman-Hauad-Morning relation in stationary turbulence, emphasizing homogeneity and isotropy assumptions, and culminates in the common Howard-Mohnen relation.
