Alexandre Munnier
30
Documents
Présentation
### Home
I'm associate professor (maître de conférences) at the [Institut Élie Cartan of Lorraine](http://www.iecl.univ-lorraine.fr/).
I am a member of the partial differential equations research group and the [SPHINX](https://www.inria.fr/equipes/sphinx) research team (INRIA Nancy).
### Contact
Postal address Bureau 211
Institut de Mathématiques Élie Cartan
Université de Lorraine
B.P. 239
F-54506 Vandoeuvre-lès-Nancy Cedex
France Phone (33) (0)3 83 68 45 41 Email alexandre.munnier\[at\]univ-lorraine.fr Research
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My research activities focus on the study of mathematical systems modeling the dynamical interaction of a fluid with a rigid or deformable structure. The motion of rigid solids immersed in a fluid or swimming fish are two examples of such systems.
More precisely, I mainly address the following issues...
### Modeling
About this process, which consists in deriving a system of equations from physical principles, I've compared, for fluid-structure interaction systems, the Newtonian approach (of Classical Mechanics) to the Lagrangian formalism (of Analytic Mechanics).
### Biolocomotion
The biolocomotion is the study of fish and aquatic mammals locomotion. I work on all of the features of this problem: modeling, well posedness of the mathematical equations of motion, control (with T.Chambrion), numerical simulations (with B. Pinçon).
### Collisions
I'm interested in studying the asymptotic behavior of immersed rigid solids when they get close and eventually collide with a wall.
### Detection
Fish are endowed with a lateral line, a sense organ allowing them to detect immersed obstacles. C. Conca and I work on inverse problems that consist in recovering the position and the velocity of immersed rigid solids, from some data of the fluid.
Publications
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When Fish MoonwalkAmerican Control Conference 2010, Jun 2010, Baltimore, United States
Communication dans un congrès
inria-00589470v1
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Geometric Eddington factor for radiative transfer problems2005, pp.271--293
Communication dans un congrès
hal-00097329v1
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On the motion and collisions of rigid bodies in an ideal fluid2006
Autre publication scientifique
inria-00001149v3
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Square integrable surface potentials on non-smooth domains and application to the Laplace equation in $L^2$2023
Pré-publication, Document de travail
hal-03942972v2
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Reconstruction of obstacles in a Stokes flow as a shape-from-moments problem2023
Pré-publication, Document de travail
hal-04218495v1
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Asymptotic limit for the stokes and navier-stokes problems in a planar domain with a vanishing hole2020
Pré-publication, Document de travail
hal-03017914v1
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Generalized Scallop Theorem for Linear Swimmers2010
Pré-publication, Document de travail
inria-00508646v1
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On the self-displacement of deformable bodies in an ideal fluid2006
Pré-publication, Document de travail
hal-00115929v1
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Calcul différentiel et équations différentiellesLicence. France. 2021
Cours
hal-03135214v1
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Méthodes numériquesLicence. France. 2020
Cours
hal-03135220v1
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Equations aux dérivées partiellesMaster. France. 2018
Cours
cel-01955823v1
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