A stable numerical algorithm is presented for an elastostatic problem involving a crack close to and in front of an inclusion interface. The algorithm is adaptive and based on an integral equation of Fredholm’s second kind. This enables accurate analysis also of rather difficult situations. Comparison with stress intensity factors of cracks close to straight infinite bimaterial interfaces are made. Key words: Bimaterial, crack, interface, stress intensity factor, integral equation of Fred-holm type
A numerical method for evaluating the stress intensity factors (SIFs) of a three-dimensional interfa...
The stress intensity factor (SIF) is an important factor for predicting the behaviour of cracks in m...
In this study, a simple method to determine the complex stress intensity factor of interface crack p...
Because of violently oscillating nature of stress and displacement fields near the crack tip, it is ...
AbstractThe elastostatic problem of a mode-I crack embedded in a bimaterial with an imperfect interf...
In this paper the stress intersity factors of an inclined elliptical crack near a bimaterial interfa...
Abstract. This paper presents the simple method to determine the complex stress intensity factor of ...
Abstract. We present algorithms for the crack- and inclusion problem in planar linear elasto-statics...
In this paper, stress intensity factor for a three dimensional planar interfacial crack is considere...
A method using functions of a complex variable is developed for evaluation of J1 and a modified J2 i...
A method using functions of a complex variable is developed for evaluation of J1 and a modified J2 i...
The concept of domain integral used extensively for J integral has been applied in this work for the...
In this paper, generalized stress intensity factors of a three-dimensional rectangular crack meeting...
The concept of domain integral used extensively for J integral has been applied in this work for the...
Numerical solutions of singular integral equations are discussed in the analysis of a planarrectangu...
A numerical method for evaluating the stress intensity factors (SIFs) of a three-dimensional interfa...
The stress intensity factor (SIF) is an important factor for predicting the behaviour of cracks in m...
In this study, a simple method to determine the complex stress intensity factor of interface crack p...
Because of violently oscillating nature of stress and displacement fields near the crack tip, it is ...
AbstractThe elastostatic problem of a mode-I crack embedded in a bimaterial with an imperfect interf...
In this paper the stress intersity factors of an inclined elliptical crack near a bimaterial interfa...
Abstract. This paper presents the simple method to determine the complex stress intensity factor of ...
Abstract. We present algorithms for the crack- and inclusion problem in planar linear elasto-statics...
In this paper, stress intensity factor for a three dimensional planar interfacial crack is considere...
A method using functions of a complex variable is developed for evaluation of J1 and a modified J2 i...
A method using functions of a complex variable is developed for evaluation of J1 and a modified J2 i...
The concept of domain integral used extensively for J integral has been applied in this work for the...
In this paper, generalized stress intensity factors of a three-dimensional rectangular crack meeting...
The concept of domain integral used extensively for J integral has been applied in this work for the...
Numerical solutions of singular integral equations are discussed in the analysis of a planarrectangu...
A numerical method for evaluating the stress intensity factors (SIFs) of a three-dimensional interfa...
The stress intensity factor (SIF) is an important factor for predicting the behaviour of cracks in m...
In this study, a simple method to determine the complex stress intensity factor of interface crack p...