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Key
words - Computational Fluid
Dynamics, Scientific Computing and Control. Vortex methods, penalization method, vortex dynamics,
identification of coherent structures, active control using pulsed and
synthetic fluxes, passive control using porous media, coupling active
and passive control techniques, random methods, computing MEMS flows,
particle methods for porous media, modeling and optimizing water
distribution systems.
Mots clefs - Mécanique des
fluids numérique, Calcul Scientifique et Contrôle.
méthodes vortex,
couplage des contrôles actif et passif,
techniques aléatoires,
méthode de
pénalisation,
simulation directe des micro-actionneurs,
dynamique tourbillonnaire, identification des
structures cohérentes, contrôle actif à l’aide des
flux pulsés et synthétiques, contrôle passif par
des milieux poreux,
méthodes particulaires pour des milieux poreux,
modélisation des réseaux de
distribution d’eau.
The aim of my research work is to develop modeling tools for problems
of fluid mechanics in order to simulate, explain, predict and
manipulate some phenomena coming from physics and engineering
(identification of coherent structures, vortex dynamics, control
issues, porous media....). The challenges are to develop stable models
and adapted numerical methods, that can be used in realistic
situations, in order to recover the main physical features of studied
phenomena. With these modeling tools, numerical methods that can be
used for industrial applications are constructed. These applications
cover often practical needs to control vortex flows in the vicinity of
solid boundaries. The control consists in modifying the boundary layer
properties and vortex shedding procedure in order to reduce
aerodynamical forces or regularize the flow. Numerical methods are
adapted to specific situations and implemented in some engineering
codes. Finally, the obtained results are used to analyze and control
different flows. Furthermore, because of the complexity of studied
phenomena, special diagnostics tools are built to get a better
understanding of flow behavior. Computational techniques are designed
related to physical needs (e.g. penalization method, vortex methods...).
Various studies, covering
different
research topics with above mentioned methodology, are described in my HDR (Habilitation
à Diriger des Recherches). |
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