L'interaction d'une structure fine et inextensible avec un écoulement est connu pour donner lieu à une déstabilisation en-deça de la transition turbulente dans le fluide. Lorsque l'élasticité de courbure de la structure est faible, cette instabilité est de type Kelvin-Helmholtz. Elle est excitée par la différence d'inertie entre fluide et structure mais elle est stabilisée par la tension. Par simulation numérique, utilisant une approche de multiplicateur de Lagrange pour la tension, et approches analytiques, nous décrivons la déstabilisation qui en résulte
This thesis is divided into two parts. Part I is devoted to the development of numerical techniques ...
International audienceA nonlinear fluid-elastic model is proposed for the study of the dynamics of i...
(Received?; revised?; accepted?.- To be entered by editorial office) The flapping flag instability o...
We perform a global stability analysis of a flapping flag in the conventional configuration, in whic...
This work deals with the dynamics and stability of a flapping flag, with emphasis on the onset of fl...
A fully resolved direct numerical simulation approach for investigating flexible bodies forced by a ...
The flapping flag is a canonical fluid-structure interaction problem that describes a cantilever pla...
A two-dimensional model is developed to study the flutter instability of a flag immersed in an invis...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mechanical Engineering, 2013.Catalo...
A numerical simulation of a single flexible flag clamped vertically (here, vertical flag') in a...
The dynamics of an inverted flag are investigated experimentally in order to find the conditions und...
International audienceThe study of flag flutter or the vibration of flexible plates is of critical i...
Numerical simulations using the immersed boundary method were performed to investigate the flapping ...
AbstractThis paper numerically and analytically studies the onset of instability of a flag in unifor...
Using nonlinear vortex-sheet simulations, we determine the region in parameter space in which a stra...
This thesis is divided into two parts. Part I is devoted to the development of numerical techniques ...
International audienceA nonlinear fluid-elastic model is proposed for the study of the dynamics of i...
(Received?; revised?; accepted?.- To be entered by editorial office) The flapping flag instability o...
We perform a global stability analysis of a flapping flag in the conventional configuration, in whic...
This work deals with the dynamics and stability of a flapping flag, with emphasis on the onset of fl...
A fully resolved direct numerical simulation approach for investigating flexible bodies forced by a ...
The flapping flag is a canonical fluid-structure interaction problem that describes a cantilever pla...
A two-dimensional model is developed to study the flutter instability of a flag immersed in an invis...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mechanical Engineering, 2013.Catalo...
A numerical simulation of a single flexible flag clamped vertically (here, vertical flag') in a...
The dynamics of an inverted flag are investigated experimentally in order to find the conditions und...
International audienceThe study of flag flutter or the vibration of flexible plates is of critical i...
Numerical simulations using the immersed boundary method were performed to investigate the flapping ...
AbstractThis paper numerically and analytically studies the onset of instability of a flag in unifor...
Using nonlinear vortex-sheet simulations, we determine the region in parameter space in which a stra...
This thesis is divided into two parts. Part I is devoted to the development of numerical techniques ...
International audienceA nonlinear fluid-elastic model is proposed for the study of the dynamics of i...
(Received?; revised?; accepted?.- To be entered by editorial office) The flapping flag instability o...