AbstractA strain energy approach (SEA) is developed to compute the general stress intensity factors (SIFs) for isotropic homogeneous and bi-material plates containing cracks and notches subject to mode I, II and III loading conditions. The approach is based on the strain energy of a control volume around the notch tip, which may be computed by using commercial finite element packages. The formulae are simple and easy to implement. Various numerical examples are presented and compared to corresponding published results or results that are computed using different numerical methods to demonstrate the accuracy of the SEA. Many of those results are new, especially for the cases of bi-material notches where the problem is quite complicated
The eXtended Finite Element Method (X FEM) is a versatile tool to model cracks and interfaces where ...
This article deal with problems of cracks in bodies with bimaterial interface. The approaches based...
AbstractFailure in anisotropic/isotropic bi-materials starts at the interface, and the interfacial f...
Because of violently oscillating nature of stress and displacement fields near the crack tip, it is ...
AbstractIn this paper, a new boundary element (BE) approach is proposed to determine the singular st...
The study of bi-material notches becomes a topical problem as they can model efficiently geometrical...
Bi-material interface and multi-layer systems are widely observed in modern microelectronic applicat...
In this paper, a new boundary element (BE) approach is proposed to determine the singular stress fie...
This paper analyzes a square crack in a transversely isotropic bi-material solid by using dual bound...
AbstractThe present work deals with an evaluation of stress intensity factors (SIFs) along straight ...
Two advances in the numerical techniques of utilizing the BIE method are presented. The boundary unk...
The stress intensity factor (SIF) is an important factor for predicting the behaviour of cracks in m...
We introduce an alternative method in computational fracture mechanics to evaluate Stress Intensity ...
The analysis of cracked brittle mechanical components considering linear elastic fracture mechanics ...
The article deals with the problem of a sharp corner, the tip of which is located on the bi-material...
The eXtended Finite Element Method (X FEM) is a versatile tool to model cracks and interfaces where ...
This article deal with problems of cracks in bodies with bimaterial interface. The approaches based...
AbstractFailure in anisotropic/isotropic bi-materials starts at the interface, and the interfacial f...
Because of violently oscillating nature of stress and displacement fields near the crack tip, it is ...
AbstractIn this paper, a new boundary element (BE) approach is proposed to determine the singular st...
The study of bi-material notches becomes a topical problem as they can model efficiently geometrical...
Bi-material interface and multi-layer systems are widely observed in modern microelectronic applicat...
In this paper, a new boundary element (BE) approach is proposed to determine the singular stress fie...
This paper analyzes a square crack in a transversely isotropic bi-material solid by using dual bound...
AbstractThe present work deals with an evaluation of stress intensity factors (SIFs) along straight ...
Two advances in the numerical techniques of utilizing the BIE method are presented. The boundary unk...
The stress intensity factor (SIF) is an important factor for predicting the behaviour of cracks in m...
We introduce an alternative method in computational fracture mechanics to evaluate Stress Intensity ...
The analysis of cracked brittle mechanical components considering linear elastic fracture mechanics ...
The article deals with the problem of a sharp corner, the tip of which is located on the bi-material...
The eXtended Finite Element Method (X FEM) is a versatile tool to model cracks and interfaces where ...
This article deal with problems of cracks in bodies with bimaterial interface. The approaches based...
AbstractFailure in anisotropic/isotropic bi-materials starts at the interface, and the interfacial f...