Hausdorff Dimension of Concentration for Isentropic Compressible Navier-Stokes Equations
Dr Xiangpeng Hu
Date & Time
26 Sep 2016 (Mon) | 04:30 PM - 05:30 PM
Venue
B6605, AC1
ABSTRACT
Abstract
In this talk, we will discuss the concentration phenomenon of the kinetic energy p|u|² ,associated to isentropic
compressible Navier-Stokes equations, in
n
with n=2,3 and the adiabatic constant ∈[1,n/2].
Expect a space-time set with Hasusdorff dimension less than to equal to Γ (n) +1 with
Γ (n)=max{(n),n-(n
/
(n)+1)}
and
(n)=(n(n-1)-n
/n-
),
no concentration phenomenon occurs.
[Light refreshments will be served outside the venue at 4:00-4:30 pm. Please come and join us.]