Seminar Analysis and Mathematical Physics: Ángel Castro (ICMAT, Madrid)

Traveling waves near shear flows

In this talk we will consider the existence of traveling waves arbitrarily close to  shear flows for  the 2D incompressible Euler equations. In particular we shall present some results concerning the existence of such solutions near the Couette, Taylor-Couette and the Poiseuille flows. In the first part of the talk we will introduce the problem and review some well known results on this topic. In the  second one some of the ideas behind the construction of our traveling waves  will be sketched.

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