Programme :
Jeudi,
17 novembre 2005
14h30-15h20 : Emmanuel
MAITRE, IMAG, Grenoble
Eulerian formulation of fluid-structure coupling: application to cell motility and cardiomyocyte contraction
15h30-15h55 : Mohamed
BELHADJ, Paris Dauphine
Quelques Questions autour de la Filtration des Globules Blancs du Sang
16h-16h30 : Café
16h30 – 17h25 : Zakaria
BELHACHMI, Laboratoire de Mathématiques et Applications,
Metz,
Détection de fissures avec mesures aux bords
17h30-17h55 : Cornel MUREA, Laboratoire de
Mathématiques, Informatique et Applications, Mulhouse
Numerical control of normal velocities by normal stress in a fluid-structure interaction problem
19h30 : Dîner
Vendredi, 18 novembre 2005
9h-9h50 : Nuno
Miguel Diniz Dos Santos, INRIA
A partitioned FSI simulation of a valve using Fictitious Domain and Augmented Lagrangian Methods
10h00-10h25 : Samir AKESBI, Laboratoire de Mathématiques, Informatique et Applications, Mulhouse Analyse d'un algorithme de découplage pour un problème Fluide-Structure
10h30-11h Café
11h-11h50 : Benjamin Mauroy, Laboratoire MSC - Université Paris 7
Modélisation du poumon : points de vue théorique et numérique
The Department of Mathematics is
situated in the building no 14; (6, rue des Frères
Lumière)
The Workshop will take place in the building
no. 7, Amphitheatre "Gaston Berger"; (18, rue des
Frères Lumière)
7 : Amphithéatre "Gaston Berger", (18, rue
des Frères Lumière)
14 : Bâtiment Math, (6,
rue des Frères Lumière)
You can find the
campus map on the page http://www.uha.fr/web/plan/mulhouse.jsp
The participation to the meeting is open to all public. There are no registration fees.
S. Akesbi, phone : 03 89 33 60 34,
S. Anicic,
phone : 03 89 33 60 34
B. Brighi, phone : 03 89 33 64
23
C. Murea, e-mail : C.Murea@uha.fr
phone : 03 89 33 64 23, Fax : 03 89 33 66 53
Laboratoire de Mathématiques, Informatique et Applications
Université de Haute Alsace
Faculté des Sciences
et Techniques
6, rue des Frères Lumière
68093 MULHOUSE CEDEX
France
ABSTRACTS
Nuno Miguel Diniz Dos Santos, INRIA
A partitioned FSI simulation of a valve using Fictitious Domain and Augmented Lagrangian Methods When tackling fluid-structure problems different approaches are available. Here we intend to focus mainly on the Fictitious Domain/Lagrange multiplier method as a way to approximate valve movement. And even though we are not yet able to address the arising problems in its full complexity we believe that direct simulation might help answer some questions. To this extend we developed a partitioned FSI algorithm that is able to handle the implementation of simple or complex structures without changing the solver and the coupling algorithm, thus keeping the fluid and structure codes independent. A qualitative comparison with a model found in the literature is shown as well as some simulations and recent results.