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Control and stabilization of the incompressible Euler equation with free surface

By Thomas Alazard

Appears in collection : Nonlinear Waves Trimester - June Conference

The incompressible Euler equation with free surface dictates the dynamics of the interface separating the air from a perfect incompressible fluid. This talk is about the controllability and the stabilization of this equation. The goal is to understand the generation and the absorption of water waves in a wave tank. These two problems are studied by two different methods: microlocal analysis for the controllability, and study of global quantities for the stabilization (multiplier method, Pohozaev identity, hamiltonian formulation, Luke’s variational principle, conservation laws...).

Information about the video

  • Date of recording 24/06/2016
  • Date of publication 04/07/2016
  • Institution IHES
  • Format MP4

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