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Real analytic local well-posedness for the Triple Deck
Sameer Iyer, Vlad Vicol
The Triple Deck model is a classical high order boundary layer model that has been proposed to describe flow regimes where the Prandtl theory is expected to fail. At first sight th…
On Global-in- Stability of Blasius Profiles
Sameer Iyer
We characterize the well known self-similar Blasius profiles, , as downstream attractors to solutions to the 2D, stationary Prandtl system. It was estab…
Stationary Inviscid Limit to Shear Flows
Sameer Iyer, Chunhui Zhou
In this note we establish a density result for certain stationary shear flows, , that vanish at the boundaries of a horizontal channel. We construct stationary solutions to 2…
Steady Prandtl Layers over a Moving Boundary: Non-Shear Euler flows
Sameer Iyer
In this article we establish the validity of Prandtl layer expansions around Euler flows which are not shear. The presence of non-shear flows at the leading order creates a singula…