In this paper, Extended Finite Element method (XFEM) is used to model the embedded coated inclusion composite. The coated inclusion with finite thickness is associated with two level-set functions, which describe its inside and outside interfaces. A simple integration rule is employed for numerical quadrature in elements cut by two interfaces. Accuracy and efficiency of the proposed approach are demonstrated through 3D numerical examples and applied to homogenization of such materials
The aim of this communication is to propose a procedure in order to dissociate the geometric descrip...
This thesis presents advances and applications of the eXtended Finite Element Method (XFEM). The nov...
When modeling crack growth in composite materials, one encounters strong (cracks) and weak (material...
International audienceThe particulate composite under consideration consists of arbitrarily shaped m...
In this paper, recent contributions to the modelling of coated inclusions by means of an eXtended Fi...
The aim of the present work is to model and analyze stresses around rounded rectangular inclusion en...
International audienceIn this paper, we highlight that, when the eXtended Finite Element Method (XFE...
Several engineering applications rely on particulate composite materials, and numerical modelling of...
Article introduces the Fast-Fourier transformation method (FFT) and an approximation method to calcu...
Composite materials are usually made of fibers and binding matrix. It\u27s always a challenge to mod...
Composite materials are usually made of fibers and binding matrix. It’s always a challenge to model ...
In many cases, a thin layer of some other elastic phase between an inclusion and the matrix is obser...
This thesis presents advances and applications of the eXtended Finite Element Method (XFEM). The no...
This paper deals with the use of eXtended Finite Element Method (XFEM) to perform local effects in ...
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
The aim of this communication is to propose a procedure in order to dissociate the geometric descrip...
This thesis presents advances and applications of the eXtended Finite Element Method (XFEM). The nov...
When modeling crack growth in composite materials, one encounters strong (cracks) and weak (material...
International audienceThe particulate composite under consideration consists of arbitrarily shaped m...
In this paper, recent contributions to the modelling of coated inclusions by means of an eXtended Fi...
The aim of the present work is to model and analyze stresses around rounded rectangular inclusion en...
International audienceIn this paper, we highlight that, when the eXtended Finite Element Method (XFE...
Several engineering applications rely on particulate composite materials, and numerical modelling of...
Article introduces the Fast-Fourier transformation method (FFT) and an approximation method to calcu...
Composite materials are usually made of fibers and binding matrix. It\u27s always a challenge to mod...
Composite materials are usually made of fibers and binding matrix. It’s always a challenge to model ...
In many cases, a thin layer of some other elastic phase between an inclusion and the matrix is obser...
This thesis presents advances and applications of the eXtended Finite Element Method (XFEM). The no...
This paper deals with the use of eXtended Finite Element Method (XFEM) to perform local effects in ...
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
The aim of this communication is to propose a procedure in order to dissociate the geometric descrip...
This thesis presents advances and applications of the eXtended Finite Element Method (XFEM). The nov...
When modeling crack growth in composite materials, one encounters strong (cracks) and weak (material...