The scope of this contribution is to present an overview of the theory of structured deformations of continua, together with some applications. Structured deformations aim at being a unified theory in which elastic and plastic behaviours, as well as fractures and defects can be described in a single setting. Since its introduction in the scientific community of rational mechanicists [10], the theory has been put in the framework of variational calculus [8], thus allowing for solution of problems via energy minimization. Some background, three problems and a discussion on future directions are presented
The convective description of kinematics of finite elasto-plastic deformations is presented. From th...
In this paper we present a formalism which describes in a global fashion deformations of continua wi...
For a specific notion of convergence, a representation formula for the energy of a structured deform...
In this work we briefly describe the theory of (first-order) structured deformations of continua as ...
Structured deformations are objects conceived to describe geometrically the changes occurring in the...
The purpose of these lectures is to extend the basic ideas of the theory of one-dimensional structur...
Second-order structured deformations of continua provide an extension of the multiscale geometry of ...
The theory of structured deformations shows good potential to deal with mechanical problems where mu...
International audienceThe influence of cohesive-frictional crack sliding on the response of quasi-br...
We review recent theories of non-classical, structured deformations and integral representations for...
The fracture pattern in stressed bodies is defined through the minimization of a two-field pseudo-sp...
Abstract. Structured deformations are used to refine the basic ingredients of continuum field theori...
International audienceThis note deals with structured deformations introduced by Del Piero and Owen....
The main goal of this work is to examine various aspects of `inelastic continuum mechanics': first, ...
AbstractThe present paper investigates deformations within a solid body assuming that the deformatio...
The convective description of kinematics of finite elasto-plastic deformations is presented. From th...
In this paper we present a formalism which describes in a global fashion deformations of continua wi...
For a specific notion of convergence, a representation formula for the energy of a structured deform...
In this work we briefly describe the theory of (first-order) structured deformations of continua as ...
Structured deformations are objects conceived to describe geometrically the changes occurring in the...
The purpose of these lectures is to extend the basic ideas of the theory of one-dimensional structur...
Second-order structured deformations of continua provide an extension of the multiscale geometry of ...
The theory of structured deformations shows good potential to deal with mechanical problems where mu...
International audienceThe influence of cohesive-frictional crack sliding on the response of quasi-br...
We review recent theories of non-classical, structured deformations and integral representations for...
The fracture pattern in stressed bodies is defined through the minimization of a two-field pseudo-sp...
Abstract. Structured deformations are used to refine the basic ingredients of continuum field theori...
International audienceThis note deals with structured deformations introduced by Del Piero and Owen....
The main goal of this work is to examine various aspects of `inelastic continuum mechanics': first, ...
AbstractThe present paper investigates deformations within a solid body assuming that the deformatio...
The convective description of kinematics of finite elasto-plastic deformations is presented. From th...
In this paper we present a formalism which describes in a global fashion deformations of continua wi...
For a specific notion of convergence, a representation formula for the energy of a structured deform...