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The strong interaction among cracks is investigated by using the dislocation model.
By using the dislocation model for the surface crack and images for the free surface, the analytical solutions for interaction between a screw dislocation near a mode III (anti-plane shear) surface crack; an internal crack; and a moving crack subjected to the dynamic antiplane stress have been derived.
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Meanwhile, interfacial dislocation structures were investigated for all of the three prominent facets by using the Δg method and the dislocation contrast extinction method.
In this paper, the thermo-elastic problem of interface crack branching in dissimilar anisotropic bi-media is studied by using the theory of Stroh's dislocation formalism, extended to thermo-elasticity in matrix notation.
For the screw dislocation problem with circular boundaries, we have proposed a natural approach to construct the screw dislocation solution by using the degenerate kernel.
By using the stress solution of a single dislocation in a half plane as the Green's function, the microcrack is simulated with distributed dislocations along the crack line.
The image force on the dislocation is then determined by using the Peach Keohler formula.
The image force acting on the piezoelectric screw dislocation is calculated by using the generalized Peach Koehler formula.
The image force acting on piezoelectric screw dislocation is calculated by using the generalized Peach Koehler formula.
The numerical results of image forces exerted on a generalized edge dislocation are carried out by using the generalized Peach Koehler equation.
Dundurs [2] solved the screw dislocation with circular inclusion problem by using the image technique.
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