[[abstract]]Using the complex function method, the dominant values of stress singularities at the tip of a semi-infinite crack which is arbitrarily inclined to and terminated at the bimaterial interface were studied. Numerical Values of the dominant singularities were computed for different values of the ratio of shear modulus, Poisson's ratio and crack inclination angle.[[fileno]]2020228010028[[department]]動機
The local stress-strain state in the vicinity of the crack tip in a composite is studied, taking int...
The local stress-strain state in the vicinity of the crack tip in a composite is studied, taking int...
Subject of this work is resolving problems of linear crack mechanics, description of stress and defo...
The mathematical procedure for analyzing stress singularities in infinite wedges has been developed ...
[[abstract]]In this paper, the effect of the variations of material combinations on the fracture beh...
Mode III problem for a semi-infinite crack terminating at bimaterial interface is investigated. The ...
Mode III problem for a semi-infinite crack terminating at bimaterial interface is investigated. The ...
The paper concentrates on a complete analytical and numerical analysis of stress field near crack wi...
The complex singularity associated with a crack at the interface between two dissimilar, isotropic a...
The influence of the geometry of a thin intermediate zone on the stress distribution has been invest...
The influence of the geometry of a thin intermediate zone on the stress distribution has been invest...
We present models using a dislocation density to characterize a crack to investigate the behavior of...
The fracture behaviors near the interface crack tip for mode II of orthotropic bimaterial are discus...
AbstractFor a crack impinging upon a bimaterial interface at an angle, the singular stress field is ...
The plane problem of a crack that terminates perpendicularly to a bimaterial interface was re-examin...
The local stress-strain state in the vicinity of the crack tip in a composite is studied, taking int...
The local stress-strain state in the vicinity of the crack tip in a composite is studied, taking int...
Subject of this work is resolving problems of linear crack mechanics, description of stress and defo...
The mathematical procedure for analyzing stress singularities in infinite wedges has been developed ...
[[abstract]]In this paper, the effect of the variations of material combinations on the fracture beh...
Mode III problem for a semi-infinite crack terminating at bimaterial interface is investigated. The ...
Mode III problem for a semi-infinite crack terminating at bimaterial interface is investigated. The ...
The paper concentrates on a complete analytical and numerical analysis of stress field near crack wi...
The complex singularity associated with a crack at the interface between two dissimilar, isotropic a...
The influence of the geometry of a thin intermediate zone on the stress distribution has been invest...
The influence of the geometry of a thin intermediate zone on the stress distribution has been invest...
We present models using a dislocation density to characterize a crack to investigate the behavior of...
The fracture behaviors near the interface crack tip for mode II of orthotropic bimaterial are discus...
AbstractFor a crack impinging upon a bimaterial interface at an angle, the singular stress field is ...
The plane problem of a crack that terminates perpendicularly to a bimaterial interface was re-examin...
The local stress-strain state in the vicinity of the crack tip in a composite is studied, taking int...
The local stress-strain state in the vicinity of the crack tip in a composite is studied, taking int...
Subject of this work is resolving problems of linear crack mechanics, description of stress and defo...