Copyright © 2013 Jung-Ki Lee et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. Amixed volume and boundary integral equationmethod (mixed VIEM-BIEM) is used to calculate the plane elastostatic field in an unbounded isotropic elastic medium containing multiple isotropic/orthotropic elliptical inclusions of arbitrary orientation and a circular/elliptical void subjected to remote loading. In order to investigate the influence of a circular/elliptical void on the interfacial stress field, a detailed analysis of the stress field at the interface between the matrix and the centr...
Within the framework of the Kirchhoff-Love isotropic and laminated plate theory, we study the intern...
An inclusion generates a stress concentration and it plays a crucial role both damage evolution and ...
This paper deals with interaction problems of elliptical and ellipsoidal inclusions under bending us...
A mixed volume and boundary integral equation method (mixed VIEM-BIEM) is used to calculate the plan...
Analytic solutions are presented for elastic fields induced by normal and shear eigenstrains in an e...
A boundary-domain integral equation is used to calculate the elastic stress and strain field in a fi...
An elliptical inclusion (covering both void and rigid inclusions) embedded in an infinite and finite...
An elliptical inclusion (covering both void and rigid inclusions) embedded in an infinite and finite...
This paper presents a boundary element analysis of elliptical cracks in two joined transversely isot...
We generalize a recent application of the equivalent inclusion method, Jin et al. (2011), to derive ...
We generalize a recent application of the equivalent inclusion method, Jin et al. (2011), to derive ...
We generalize a recent application of the equivalent inclusion method, Jin et al. (2011), to derive ...
We present the solutions for the boundary value problems of elasticity when a homogeneous and isotro...
In this paper, the volume integral equation method (VIEM) is introduced for the numerical analysis o...
This paper develops a numerical method for solving multiple three-dimensional inhomogeneous inclusio...
Within the framework of the Kirchhoff-Love isotropic and laminated plate theory, we study the intern...
An inclusion generates a stress concentration and it plays a crucial role both damage evolution and ...
This paper deals with interaction problems of elliptical and ellipsoidal inclusions under bending us...
A mixed volume and boundary integral equation method (mixed VIEM-BIEM) is used to calculate the plan...
Analytic solutions are presented for elastic fields induced by normal and shear eigenstrains in an e...
A boundary-domain integral equation is used to calculate the elastic stress and strain field in a fi...
An elliptical inclusion (covering both void and rigid inclusions) embedded in an infinite and finite...
An elliptical inclusion (covering both void and rigid inclusions) embedded in an infinite and finite...
This paper presents a boundary element analysis of elliptical cracks in two joined transversely isot...
We generalize a recent application of the equivalent inclusion method, Jin et al. (2011), to derive ...
We generalize a recent application of the equivalent inclusion method, Jin et al. (2011), to derive ...
We generalize a recent application of the equivalent inclusion method, Jin et al. (2011), to derive ...
We present the solutions for the boundary value problems of elasticity when a homogeneous and isotro...
In this paper, the volume integral equation method (VIEM) is introduced for the numerical analysis o...
This paper develops a numerical method for solving multiple three-dimensional inhomogeneous inclusio...
Within the framework of the Kirchhoff-Love isotropic and laminated plate theory, we study the intern...
An inclusion generates a stress concentration and it plays a crucial role both damage evolution and ...
This paper deals with interaction problems of elliptical and ellipsoidal inclusions under bending us...