We present a numerical method to simulate vesicles in fluid flows. This method consists of writing all the properties of the membrane as interfacial forces between two fluids. The main advantage of this approach is that the vesicle and the fluid models may be decoupled easily. A level set method has been implemented to track the interface. Finite element discretization has been used with arbitrarily high order polynomial approximation. Several polynomial orders have been tested in order to get a better accuracy. A validation on equilibrium shapes and “tank treading” motion of vesicle have been presented
We describe in this paper two applications of Eulerian level set methods to fluid-structure problems...
We describe in this paper two applications of Eulerian level set methods to fluid-structure problems...
The simulation of the dynamics of thin elastic surfaces is an essential component in applications ra...
CEMRACS'11: Multiscale Coupling of Complex Models in Scientific ComputingInternational audienceWe pr...
International audienceLevel set method seems to be one of the most suitable solution for simulation ...
International audienceA new framework for two-fluids flow using a Finite Element/Level Set method is...
This work, at the interface between the Applied Mathematics and Physics is connected about the numer...
International audienceThe numerical simulation of the deformation of vesicle membranes under simple ...
The interaction of an elastic structure and an incompressible fluid occurs in many phenomena in phys...
Abstract:- In this paper we study a methodology for the numerical simulation of stable structures of...
International audienceA fully Eulerian approach to predict fluids-membrane behaviours is presented i...
International audiencePhospholipidic membranes and vesicles constitute a basic element in real biolo...
Cell membranes are crucial to the life of cells and vesicles are important model systems for cell me...
International audienceSimulations of biomembranes have gained an increasing interest in the past yea...
We will discuss a parallel boundary integral method for simulating highly concentrated vesicle suspe...
We describe in this paper two applications of Eulerian level set methods to fluid-structure problems...
We describe in this paper two applications of Eulerian level set methods to fluid-structure problems...
The simulation of the dynamics of thin elastic surfaces is an essential component in applications ra...
CEMRACS'11: Multiscale Coupling of Complex Models in Scientific ComputingInternational audienceWe pr...
International audienceLevel set method seems to be one of the most suitable solution for simulation ...
International audienceA new framework for two-fluids flow using a Finite Element/Level Set method is...
This work, at the interface between the Applied Mathematics and Physics is connected about the numer...
International audienceThe numerical simulation of the deformation of vesicle membranes under simple ...
The interaction of an elastic structure and an incompressible fluid occurs in many phenomena in phys...
Abstract:- In this paper we study a methodology for the numerical simulation of stable structures of...
International audienceA fully Eulerian approach to predict fluids-membrane behaviours is presented i...
International audiencePhospholipidic membranes and vesicles constitute a basic element in real biolo...
Cell membranes are crucial to the life of cells and vesicles are important model systems for cell me...
International audienceSimulations of biomembranes have gained an increasing interest in the past yea...
We will discuss a parallel boundary integral method for simulating highly concentrated vesicle suspe...
We describe in this paper two applications of Eulerian level set methods to fluid-structure problems...
We describe in this paper two applications of Eulerian level set methods to fluid-structure problems...
The simulation of the dynamics of thin elastic surfaces is an essential component in applications ra...