Decay of polymer equations and Poincare estiamtes
- Maria Schonbek (UC Santa Cruz)
Abstract
We study the decay and existence of solutions to some equations modeling polymeric flow. We consider the case when the drag term is corotational. We analyse the decay when when the space of elongations is bounded, and the spatial domain of the polymer is either a bounded domain
Some questions in relation to Poincaré type inequalities, and fluid equations in general, will be discussed