
Accession Number : ADA134538
Title : Diffusion on Viscous Fluids, Existence and Asymptotic Properties of Solutions,
Corporate Author : WISCONSIN UNIVMADISON MATHEMATICS RESEARCH CENTER
Personal Author(s) : BeiraodaVeiga,H
PDF Url : ADA134538
Report Date : Sep 1983
Pagination or Media Count : 21
Abstract : This document considers the motion of a mixture of two fluids, with a diffusion effect obeying Fick's law. The author considers the full nonlinear problem and doesn't assume that lambda/micron is small. He proves the existence of a (unique) local solution, the existence of a global solution for small data, and the exponential decay to the equilibrium solution.
Descriptors : *Equations of motion, *Solutions(Mixtures), *Diffusion, *Viscosity, Fluids, Salt water, Salts, Water, Boundary value problems, Global, Asymptotic normality, Mathematical models, Nonlinear systems
Subject Categories : Numerical Mathematics
Fluid Mechanics
Distribution Statement : APPROVED FOR PUBLIC RELEASE