Séminaire D'Analyse Fonctionnelle etTechniques de Marseille) Unicité des solutions de navier-Stokes et http://www.desargues.univ-lyon1.fr/home/anf/seminaire.html
Canic's Colloquium [FSU Math] derived from the coupling between the Stokes equations for the flow and the Navierequations for the Andro Mikelic, Universite claude Bernard Lyon 1, France. http://web.math.fsu.edu/~mio/colloquium/canic.html
Extractions: Refreshments: Room 204 - Love Building, 3:00 pm. Abstract. The complexity of the cardiovascular system features a tremendous variety of districts like large arteries, vessels of medium caliber as well as capillaries. Except for the tiny capillaries, the blood flow can be assumed to behave like a continuum, as well as incompressible, except for some severe pathological situations. The incompressible Navier-Stokes equations can be used to model the flow in large, or incompressible Stokes equations in small arteries. To analyze some relevant properties of blood flow in specific arterial districts for specific medical problems, two important effects often need to be taken into account: pulsatile nature of the flow and the compliant nature of the vessel walls. Despite the incredible power of supercomputing now-a-days, it is still impossible to take all these effects into account in order to simulate large sections of the human cardiovascular system in a realistic time frame. This is why simplified models describing fluid-structure interaction between the pulsatile blood flow and the compliant vessel wall are crucial in fast, real-time calculations, often needed by medical specialists.
ACM Guide Subject Index methods based on velocityvorticity-pressure form of the NavierStokes equations forregular multivariate ARX systems Mohamed Boutahar , claude Deniau Systems http://portal.acm.org/subjects.cfm?row=L&idx=Least squares approximation&part=su
