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The free boundary Euler equations in 3DPDE and Applied Math Seminar
|Speaker: ||Marcelo Disconzi, Vanderbilt|
|Related Webpage: ||http://www.disconzi.net/|
|Location: ||3106 MSB|
|Start time: ||Thu, Feb 4 2016, 4:10PM|
We study the incompressible free boundary Euler equations with surface tension in three spatial dimensions. After establishing local well-posedness of the equations, we show that, under natural hypotheses, solutions are near those of the Euler equations in a fixed domain if the surface tension is sufficiently large. This is a joint work with David Ebin.