summary:The paper deals with the dimensional reduction from 2D to 1D in magnetoelastic interactions. We adopt a simplified, but nontrivial model described by the Landau-Lifshitz-Gilbert equation for the magnetization field coupled to an evolution equation for the displacement. We identify the limit problem by using the so-called energy method
In this paper a general solution of the equations in the linearized theory of magnetoelasticity, whi...
International audienceThis work puts forth two families of fully explicit continuum or phenomenologi...
International audienceThe study takes place in the context of magneto-elastic coupling. A new magnet...
summary:The paper deals with the dimensional reduction from 2D to 1D in magnetoelastic interaction...
Starting from a two-dimensional theory of magneto-elasticity for fiber-reinforced magnetic elastomer...
A rate-independent model for the quasistatic evolution of a magnetoelastic plate is advanced and ana...
A nonlinear two-dimensional theory is developed for thin magnetoelastic films capable of large defor...
A simple variational theory for the macroscopic behavior of materials with high anisotropy is derive...
We develop a reduced model for hard-magnetic, thin, linear-elastic shells that can be actuated throu...
Journal articleIn this paper the equations governing the deformations of infinitesimal (incremental)...
The model of a magneto-elastic body, studied by Chipot, Shafrir, Valente and Vergara Caarelli [3], i...
We consider the coupled system of the Landau--Lifshitz--Gilbert equation and the conservation of lin...
We prove the existence of energy-minimizing configurations for a two-dimensional, variational model ...
This paper provides examples of the numerical solution of boundary-value problems in nonlinear magne...
This doctoral thesis is concerned with the mathematical modeling of magnetoelastic materials and the...
In this paper a general solution of the equations in the linearized theory of magnetoelasticity, whi...
International audienceThis work puts forth two families of fully explicit continuum or phenomenologi...
International audienceThe study takes place in the context of magneto-elastic coupling. A new magnet...
summary:The paper deals with the dimensional reduction from 2D to 1D in magnetoelastic interaction...
Starting from a two-dimensional theory of magneto-elasticity for fiber-reinforced magnetic elastomer...
A rate-independent model for the quasistatic evolution of a magnetoelastic plate is advanced and ana...
A nonlinear two-dimensional theory is developed for thin magnetoelastic films capable of large defor...
A simple variational theory for the macroscopic behavior of materials with high anisotropy is derive...
We develop a reduced model for hard-magnetic, thin, linear-elastic shells that can be actuated throu...
Journal articleIn this paper the equations governing the deformations of infinitesimal (incremental)...
The model of a magneto-elastic body, studied by Chipot, Shafrir, Valente and Vergara Caarelli [3], i...
We consider the coupled system of the Landau--Lifshitz--Gilbert equation and the conservation of lin...
We prove the existence of energy-minimizing configurations for a two-dimensional, variational model ...
This paper provides examples of the numerical solution of boundary-value problems in nonlinear magne...
This doctoral thesis is concerned with the mathematical modeling of magnetoelastic materials and the...
In this paper a general solution of the equations in the linearized theory of magnetoelasticity, whi...
International audienceThis work puts forth two families of fully explicit continuum or phenomenologi...
International audienceThe study takes place in the context of magneto-elastic coupling. A new magnet...