Carnegie Mellon
Department of Mathematical 

Vincent J. Ervin, Mathematical Sciences, Clemson University

"Numerical Approximation of Viscoelastic Fluid Flow"


Abstract: Following a brief introduction to viscoelastic fluids I will discuss the numerical approximation of time dependent viscoelastic fluid flow. Convergence results for a fully discrete approximation algorithm will be given and illustrated for a multicomponent fluid flow example. The High Weissenberg Number problem will then be discussed. A simpler linear problem will be introduced, and analyzed, and show to exhibit similar difficulties as the High Weissenberg Number problem.

TUESDAY, November 4, 2003
Time: 1:30 P.M.
Location: PPB 300