Program
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All scientific activities in this program will be available online so that those who can't attend in person are able to participate. If you are not a member of the program and would like to participate in any of the online activities, please fill out this REGISTRATION FORM.
ONLINE SCIENTIFIC ACTIVITIES
Connections Workshop: Mathematical problems in fluid dynamics
Introductory Workshop: Mathematical problems in fluid dynamics
Topical Workshop: Recent Developments in Fluid Dynamics
Five Minute Talks
Tuesday, February 9th from 8:00 - 12:00
Wednesday, February 10th from 8:00 - 12:00
Organizer: Annalaura Stingo
Schedule of Talks
SEMINARS (all times listed are Pacific Time)
Free surface flows in fluid dynamics (UCB Chancellor Professor Course)
Speaker: Thomas Alazard
Monday, Wednesday, Friday 10:10-11:00am
Model problems in fluid dynamics
Organizer: Herbert Koch
Mondays 8:30 - 9:30am
Water waves and other interface problems
Organizers: Mihaela Ifrim, Daniel Tataru
Tuesdays 8:00 - 9:00am and 9:30 -10:30am
Euler/Navier Stokes
Organizer: Hajer Bahouri & Igor Kukavica
Thursdays 8:00 - 9:00am and 9:30 - 10:30am
Applied fluids
Organizer: David Lannes
Fridays 8:30 - 9:30am
Career Development Seminar
Organizers: Siddhant Agrawal & Thibault de Poyerre
Fridays 11:00am - 12:00pm
PROGRAM DESCRIPTION
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.
Bibliography
Keywords and Mathematics Subject Classification (MSC)
Tags/Keywords
geometry
Microlocal analysis
harmonic analysis
integrable systems
dispersive pde’s
fluid dynamics
January 20, 2021 - January 22, 2021 | [Moved Online] Connections Workshop: Mathematical problems in fluid dynamics |
January 25, 2021 - February 05, 2021 | [Moved Online] Introductory Workshop: Mathematical problems in fluid dynamics |
April 12, 2021 - April 30, 2021 | [Moved Online] Recent Developments in Fluid Dynamics |