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Learning Seminar on PDE and Applications

Shear Flows of Euler Equations in a Two-dimensional Strip.

Jeaheang Bang, Rutgers University

Date & time: Tuesday, 19 May 2020 at 1:40PM - 3:40PM

Abstract: It is an expository talk about the work of François Hamel and Nikolai Nadirashvili in 2017. They proved that, in a two-dimensional strip, a steady flow of Euler equations with tangential boundary conditions and with no stationary point is a shear flow. The proof is based on the study of geometric properties of the streamlines of the flow and on one-dimensional symmetry results for solutions of some semi-linear elliptic equations.

This talk will be held virtually on WebEx, copy and paste the following web address:

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