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Existence of solutions for the equations modeling the motion of rigid bodies in an ideal fluid
(ACADEMIC PRESS INC ELSEVIER SCIENCE, 2010-12-01)
In this paper, we study the motion of rigid bodies in a perfect incompressible
fluid. The rigid-fluid system fils a bounded domain in R3. Adapting
the strategy from Bourguignon and Brezis [1], we use the stream lines
of ...
Detecting a moving obstacle in an ideal fluid by a boundary measurement
(ELSEVIER FRANCE-EDITIONS SCIENTIFIQUES MEDICALES ELSEVIER, 2008-08)
In this Note we investigate the problem of the detection of a moving obstacle in a perfect fluid occupying a bounded domain in R-2 from the measurement of the velocity of the fluid on one part of the boundary. We show that ...
On the 'viscous incompressible fluid plus rigid body' system with Navier conditions
(Gauthier-villars/editions ElsevierParisFrança, 2014)
Asymptotic analysis relating spectral models in fluid-solid vibrations
(1998-06)
An asymptotic study of two spectral models which appear in
uid{solid vibrations is
presented in this paper. These two models are derived under the assumption that the
uid is slightly
compressible or viscous, respectively. ...
Convection in a cylindrical plasma column with a free boundary
(1992)
It is shown that in a current-carrying cylindrical plasma with a free boundary, resistivity and thermal conductivity can lead to large-scale steady convection. Convection can take place for any azimuthal wave number m, ...
Stationary shapes for 2-d water-waves and hydraulic jumps
(2016)
A hydraulic jump is a physical phenomenon commonly observed in nature such as in open channel flows or spillways and is dependent upon the relation between the initial upstream fluid speed and a critical speed characterized ...