Several engineering applications rely on particulate composite materials, and numerical modelling of the matrix–inclusion interface is therefore a crucial part of the design process. The focus of this work is on an original use of the equivalent eigenstrain concept in the development of a simplified eXtended Finite Element Method. Key points are: the replacement of the matrix-inclusion interface by a coating layer with small but finite thickness, and its simulation as an inclusion with an equivalent eigenstrain. For vanishing thickness, the model is consistent with a spring-like interface model. The problem of a spherical inclusion within a cylinder is solved. The results show that the proposed approach is effective and accurate
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
Based on the concepts of eigenstrain and equivalent inclusion of Eshelby for inhomogeneity problems,...
A novel computational model is presented using the eigenstrain formulation of the boundary integral ...
In this paper, recent contributions to the modelling of coated inclusions by means of an eXtended Fi...
In this paper, Extended Finite Element method (XFEM) is used to model the embedded coated inclusion ...
International audienceThe spring-layer interface model is widely used in describing some imperfect i...
The Eshelby equivalent inclusion method is generalized to calculate the stress fields related to sph...
The Eshelby equivalent inclusion method is generalized to calculate the stress fields related to sph...
AbstractStarting from Eshelby’s solution of the equivalent inclusion problem, an approximate solutio...
Starting from Eshelby’s solution of the equivalent inclusion problem, an approximate solution is pro...
Abstract. The spring-mass conditions are an efficient way to model imperfect contacts between elasti...
AbstractThis paper develops a fast semi-analytical model for solving the three-dimensional elasto-pl...
International audienceThe particulate composite under consideration consists of arbitrarily shaped m...
When analyzing bimaterial problems, often stress concentrations appear close to material interfaces ...
Tempering and firing practices decrease the strength of ceramic materials such as those used for tr...
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
Based on the concepts of eigenstrain and equivalent inclusion of Eshelby for inhomogeneity problems,...
A novel computational model is presented using the eigenstrain formulation of the boundary integral ...
In this paper, recent contributions to the modelling of coated inclusions by means of an eXtended Fi...
In this paper, Extended Finite Element method (XFEM) is used to model the embedded coated inclusion ...
International audienceThe spring-layer interface model is widely used in describing some imperfect i...
The Eshelby equivalent inclusion method is generalized to calculate the stress fields related to sph...
The Eshelby equivalent inclusion method is generalized to calculate the stress fields related to sph...
AbstractStarting from Eshelby’s solution of the equivalent inclusion problem, an approximate solutio...
Starting from Eshelby’s solution of the equivalent inclusion problem, an approximate solution is pro...
Abstract. The spring-mass conditions are an efficient way to model imperfect contacts between elasti...
AbstractThis paper develops a fast semi-analytical model for solving the three-dimensional elasto-pl...
International audienceThe particulate composite under consideration consists of arbitrarily shaped m...
When analyzing bimaterial problems, often stress concentrations appear close to material interfaces ...
Tempering and firing practices decrease the strength of ceramic materials such as those used for tr...
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
Based on the concepts of eigenstrain and equivalent inclusion of Eshelby for inhomogeneity problems,...
A novel computational model is presented using the eigenstrain formulation of the boundary integral ...