AbstractDynamic stress intensity factors (DSIFs) are important fracture parameters in understanding and predicting dynamic fracture behavior of a cracked body. To evaluate DSIFs for both homogeneous and non-homogeneous materials, the interaction integral (conservation integral) originally proposed to evaluate SIFs for a static homogeneous medium is extended to incorporate dynamic effects and material non-homogeneity, and is implemented in conjunction with the finite element method (FEM). The technique is implemented and verified using benchmark problems. Then, various homogeneous and non-homogeneous cracked bodies under dynamic loading are employed to investigate dynamic fracture behavior such as the variation of DSIFs for different materia...
The recently developed ordinary state-based peridynamics (OSPD) is further enhanced to study elastod...
AbstractThe present work deals with an evaluation of stress intensity factors (SIFs) along straight ...
The eXtended Finite Element Method (X FEM) is a versatile tool to model cracks and interfaces where ...
AbstractDynamic stress intensity factors (DSIFs) are important fracture parameters in understanding ...
Abstract. Dynamic stress intensity factor (DSIF) is an important fracture parameter in understanding...
Abstract In this paper, a domain formed interaction integral is derived for the evaluation of dynami...
AbstractAn interaction (energy) integral is derived for the computation of mixed-mode stress intensi...
In this study a simple effective procedure practically based upon the FEM for determination of the d...
AbstractThis work derives an interaction integral for the computation of mixed-mode stress intensity...
AbstractThis paper presents domain form of the interaction integrals based on three independent form...
AbstractA plane crack problem of nonhomogeneous materials with interfaces subjected to static therma...
In this work, the dynamic interaction between multiple cracks whose surfaces are symmetricallyimpact...
AbstractPiezoelectric materials and structures contain more or less electromechanical interfaces in ...
Functionally Graded Materials (FGMs) are regarded as one of the most promising candidates for future...
A new mathematical model is developed for the analytical study of two cracks in the upper plane of d...
The recently developed ordinary state-based peridynamics (OSPD) is further enhanced to study elastod...
AbstractThe present work deals with an evaluation of stress intensity factors (SIFs) along straight ...
The eXtended Finite Element Method (X FEM) is a versatile tool to model cracks and interfaces where ...
AbstractDynamic stress intensity factors (DSIFs) are important fracture parameters in understanding ...
Abstract. Dynamic stress intensity factor (DSIF) is an important fracture parameter in understanding...
Abstract In this paper, a domain formed interaction integral is derived for the evaluation of dynami...
AbstractAn interaction (energy) integral is derived for the computation of mixed-mode stress intensi...
In this study a simple effective procedure practically based upon the FEM for determination of the d...
AbstractThis work derives an interaction integral for the computation of mixed-mode stress intensity...
AbstractThis paper presents domain form of the interaction integrals based on three independent form...
AbstractA plane crack problem of nonhomogeneous materials with interfaces subjected to static therma...
In this work, the dynamic interaction between multiple cracks whose surfaces are symmetricallyimpact...
AbstractPiezoelectric materials and structures contain more or less electromechanical interfaces in ...
Functionally Graded Materials (FGMs) are regarded as one of the most promising candidates for future...
A new mathematical model is developed for the analytical study of two cracks in the upper plane of d...
The recently developed ordinary state-based peridynamics (OSPD) is further enhanced to study elastod...
AbstractThe present work deals with an evaluation of stress intensity factors (SIFs) along straight ...
The eXtended Finite Element Method (X FEM) is a versatile tool to model cracks and interfaces where ...