On the Euler-Voigt system in a 3D bounded domain

27 April 2017
12:00
Abstract

We consider the Euler–Voigt equations in a bounded domain as an approximation for the 3D Euler equations. We adopt suitable physical conditions and show that the solutions of the Voigt equations are global, do not smooth out the solutions and converge to the solutions of the Euler equations, hence they represent a good model.

  • PDE CDT Lunchtime Seminar