PDE Seminar

Title: The existence of weak, small energy solutions for the equations of motion of 3D compressible, viscous fluid flows with the no-slip boundary conditions
Speaker: Professor Mikhail Pereplitsa
Speaker Info: University of Massachusetts at Amherst
Brief Description:
Special Note:

We consider the equations of motion of a compressible, viscous, isentropic fluid in a bounded domain of $R^3$ with the no-slip boundary conditions. Given a constant, equilibrium state we construct a global in time, regular weak solution, provided that initial data are close to the quilibrium when measured by weak norms and discontinuities in the initial density decay near the boundary.
Date: Thursday, January 12, 2006
Time: 4:10pm
Where: Lunt 105
Contact Person: Prof. Gui-Qiang Chen
Contact email: gqchen@math.northwestern.edu
Contact Phone: 847-491-5553
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