Mathematical Problems in Fluid Dynamics
Date: 19 January - 28 May 2021
Location: MSRI, Berkeley, CA
Event type: Extended Format
Organisers: Thomas Alazard (ENS), Hajer Bahouri (Paris-Est), Mihaela Ifrim (Wisconsin), Igor Kukavica (USC), David Lannes (Bordeaux), Daniel Tataru (Berkeley)
Fluid dynamics is one of the classical areas of partial differential equations, and has been the subject of extensive research over hundreds of years. It is perhaps one of the most challenging and exciting fields of scientific pursuit simply because of the complexity of the subject and the endless breadth of applications.
The focus of the program is on incompressible fluids, where water is a primary example. The fundamental equations in this area are the well-known Euler equations for inviscid fluids, and the Navier-Stokes equations for the viscous fluids. Relating the two is the problem of the zero viscosity limit, and its connection to the phenomena of turbulence. Water waves, or more generally interface problems in fluids, represent another target area for the program. Both theoretical and numerical aspects will be considered.
Professor Jean-Marc Delort (Paris 13) has been appointed as a Clay Senior Scholar to participate in this program.
CMI Enhancement and Partnership Program
