International audienceMembrane theory may be regarded as a special case of the Cosserat theory of elastic surfaces, or, alternatively, derived from three-dimensional elasticity theory via asymptotic or variational methods. Here we obtain membrane theory directly from the local equations and boundary conditions of the three-dimensional theor
We present an asymptotic analysis of a mesoscale energy for bilayer membranes that has been introduc...
The dynamics of a membrane is a coupled system of a moving elastic surface and an incompressible mem...
Curvature elasticity is used to derive the equilibrium conditions that govern the mechanics of membr...
A justification of the two-dimensional nonlinear “membrane” equations for a plate made of a Saint Ve...
A membrane is a thin structure that can endure the bending moment. It is usually thought of as a smo...
International audienceThis paper gives all the two-dimensional membrane models obtained from formal ...
International audienceBiological membranes are often idealized as incompressible elastic surfaces wh...
We construct a cut finite element method for the membrane elasticity problem on an embedded mesh usi...
A MATHEMATICAL theory of elastic materials valid for membrane like bodies has been presented in the ...
Abstract--Applying the asymptotic expansion technique to the three-dimensional equations of non-line...
A Galerkin finite element method for the membrane elasticity problem on a meshed surface is construc...
SIGLEAvailable at INIST (FR), Document Supply Service, under shelf-number : 22495, issue : a.1995 n....
High precision membranes are used in many current space applications. This paper presents a fully no...
Abstract. We present an asymptotic analysis of a mesoscale energy for bilayer membranes that has bee...
Practical applications of membrane structures include diaphragms in switches and transducers, fluid ...
We present an asymptotic analysis of a mesoscale energy for bilayer membranes that has been introduc...
The dynamics of a membrane is a coupled system of a moving elastic surface and an incompressible mem...
Curvature elasticity is used to derive the equilibrium conditions that govern the mechanics of membr...
A justification of the two-dimensional nonlinear “membrane” equations for a plate made of a Saint Ve...
A membrane is a thin structure that can endure the bending moment. It is usually thought of as a smo...
International audienceThis paper gives all the two-dimensional membrane models obtained from formal ...
International audienceBiological membranes are often idealized as incompressible elastic surfaces wh...
We construct a cut finite element method for the membrane elasticity problem on an embedded mesh usi...
A MATHEMATICAL theory of elastic materials valid for membrane like bodies has been presented in the ...
Abstract--Applying the asymptotic expansion technique to the three-dimensional equations of non-line...
A Galerkin finite element method for the membrane elasticity problem on a meshed surface is construc...
SIGLEAvailable at INIST (FR), Document Supply Service, under shelf-number : 22495, issue : a.1995 n....
High precision membranes are used in many current space applications. This paper presents a fully no...
Abstract. We present an asymptotic analysis of a mesoscale energy for bilayer membranes that has bee...
Practical applications of membrane structures include diaphragms in switches and transducers, fluid ...
We present an asymptotic analysis of a mesoscale energy for bilayer membranes that has been introduc...
The dynamics of a membrane is a coupled system of a moving elastic surface and an incompressible mem...
Curvature elasticity is used to derive the equilibrium conditions that govern the mechanics of membr...