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Título:
Autor:
Precio: Desconocido
Editorial:
Año: 2013
Tema:
Edición: 1ª
Sinopsis
ISBN: 9780821887738
The authors study the unconstrained (free) motion of an elastic solid B in a Navier-Stokes liquid L occupying the whole space outside B, under the assumption that a constant body force b is acting on B. More specifically, the authors are interested in the steady motion of the coupled system {B,L}, which means that there exists a frame with respect to which the relevant governing equations possess a time-independent solution. The authors prove the existence of such a frame, provided some smallness restrictions are imposed on the physical parameters, and the reference configuration of B satisfies suitable geometric properties.
Table of Contents
Introduction
Notation and preliminaries
Steady free motion: Definition and formulation of the problem
Main result
Approximating problem in bounded domains
Proof of main theorem
Bodies with symmetry
Appendix A. Isolated orientation
Bibliography