Working within the framework of a mathematical theory of continuous distribution of inhomogeneities an attempt is made to show how to find locally homogeneous configurations of uniform simple elastic material bodies
We show how some differential geometric structures associated with a concept of a homogeneous space ...
International audienceA continuum model for discontinuous rock masses is presented here. The discret...
Material such as granular media, beam assembly are easily seen as discrete media. They look like geo...
This paper deals with one of the fundamental problems of the mathematical theory of inhemogeneities ...
While usually we don't know complete geometrical and physical information on the occurred inhomogene...
The theory of continuous distributions of inhomogeneities is shown to be applicable beyond its origi...
summary:We present a general geometrical theory of uniform bodies which includes three-dimensional C...
For materials with a continuous distribution of dislocations, equations of motion are derived from a...
Presents a unified treatment of the inhomogeneity theory using some of the tools of modern different...
aus der Einleitung: The theory of continuous distributions of material imperfections, dislocations i...
The study provides an overview of modelling possibilities for the mechanical behaviour of media. The...
The concept of material distribution is introduced as describing the geometric material structure of...
International audienceIn the recent years, lattice modelling proved to be a topic of renewed interes...
The mathematical theory of inhomogeneities in simple elastic materials is reformulated in terms of G...
International audienceExtensions of classical homogenization methods are presented that are used to ...
We show how some differential geometric structures associated with a concept of a homogeneous space ...
International audienceA continuum model for discontinuous rock masses is presented here. The discret...
Material such as granular media, beam assembly are easily seen as discrete media. They look like geo...
This paper deals with one of the fundamental problems of the mathematical theory of inhemogeneities ...
While usually we don't know complete geometrical and physical information on the occurred inhomogene...
The theory of continuous distributions of inhomogeneities is shown to be applicable beyond its origi...
summary:We present a general geometrical theory of uniform bodies which includes three-dimensional C...
For materials with a continuous distribution of dislocations, equations of motion are derived from a...
Presents a unified treatment of the inhomogeneity theory using some of the tools of modern different...
aus der Einleitung: The theory of continuous distributions of material imperfections, dislocations i...
The study provides an overview of modelling possibilities for the mechanical behaviour of media. The...
The concept of material distribution is introduced as describing the geometric material structure of...
International audienceIn the recent years, lattice modelling proved to be a topic of renewed interes...
The mathematical theory of inhomogeneities in simple elastic materials is reformulated in terms of G...
International audienceExtensions of classical homogenization methods are presented that are used to ...
We show how some differential geometric structures associated with a concept of a homogeneous space ...
International audienceA continuum model for discontinuous rock masses is presented here. The discret...
Material such as granular media, beam assembly are easily seen as discrete media. They look like geo...
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