Add to ORKGDislocations are line defects in the periodic structure of the crystals. In this thesis, we focus the variational analysis of the elastic energy induced by a finite family of dislocations. Moreover, we study the dynamics of a finite system of screw dislocations
We consider a variational antiplane lattice model and demonstrate that at zero temperature, there ex...
This article is concerned with the development of a discrete theory of crystal elasticity and disloc...
We propose and analyze a simple variational model for dislocations at semi-coherent interfaces. The ...
We present variational approaches (developed in [3,4,11]) to the study of statics and dynamics of sc...
We consider a simple discrete model for screw dislocations in crystals. Using a variational discret...
This thesis is devoted to the mathematical analysis of models describing the energy of defects in cr...
In this paper, we provide an existence result for the energetic evolution of a set of dislocation li...
We consider a simple discrete model for screw dislocations in crystals. Using a variational discrete...
Abstract. We present a variational framework for studying screw dislocations subject to antiplane sh...
We present a finite element method for the analysis of ductile crystals whose energy depends on the ...
This paper deals with the passage from discrete to continuous in modeling the static elastic propert...
A striking geometric property of elastic bodies with dislocations is that the deformation tensor can...
he mathematical modelling of defects in cristals (the dislocations) is crucial to understand the mic...
AbstractAs a simple model for lattice defects like grain boundaries in solid state physics we consid...
Abstract. We consider a variational antiplane lattice model and demonstrate that at zero temperature...
We consider a variational antiplane lattice model and demonstrate that at zero temperature, there ex...
This article is concerned with the development of a discrete theory of crystal elasticity and disloc...
We propose and analyze a simple variational model for dislocations at semi-coherent interfaces. The ...
We present variational approaches (developed in [3,4,11]) to the study of statics and dynamics of sc...
We consider a simple discrete model for screw dislocations in crystals. Using a variational discret...
This thesis is devoted to the mathematical analysis of models describing the energy of defects in cr...
In this paper, we provide an existence result for the energetic evolution of a set of dislocation li...
We consider a simple discrete model for screw dislocations in crystals. Using a variational discrete...
Abstract. We present a variational framework for studying screw dislocations subject to antiplane sh...
We present a finite element method for the analysis of ductile crystals whose energy depends on the ...
This paper deals with the passage from discrete to continuous in modeling the static elastic propert...
A striking geometric property of elastic bodies with dislocations is that the deformation tensor can...
he mathematical modelling of defects in cristals (the dislocations) is crucial to understand the mic...
AbstractAs a simple model for lattice defects like grain boundaries in solid state physics we consid...
Abstract. We consider a variational antiplane lattice model and demonstrate that at zero temperature...
We consider a variational antiplane lattice model and demonstrate that at zero temperature, there ex...
This article is concerned with the development of a discrete theory of crystal elasticity and disloc...
We propose and analyze a simple variational model for dislocations at semi-coherent interfaces. The ...