期刊
MATHEMATICS AND MECHANICS OF SOLIDS
卷 28, 期 8, 页码 1834-1844出版社
SAGE PUBLICATIONS LTD
DOI: 10.1177/10812865221133741
关键词
Three-phase composite; screw dislocation; image force; complex variable method; equilibrium position; anisotropic elasticity; isotropic elasticity
In this study, the problem of anti-plane elasticity associated with a screw dislocation in a three-phase composite material is solved using complex variable techniques. Analytical solutions are obtained for three typical cases and explicit expressions of the image force acting on the screw dislocation are derived. Numerical results show that at least one equilibrium position exists for the screw dislocation in each phase under certain conditions.
Using complex variable techniques, we solve the problem in anti-plane elasticity associated with a screw dislocation in a three-phase composite which is composed of an anisotropic elastic half-plane perfectly bonded to an isotropic elastic half-plane containing a circular elastic inhomogeneity. Analytical solutions are obtained for three typical cases: a screw dislocation in the isotropic half-plane in the exterior of the circular inhomogeneity, a screw dislocation inside the circular elastic inhomogeneity, a screw dislocation within the anisotropic half-plane. Explicit expressions of the image force acting on the screw dislocation are derived for each of the three cases. The numerical results indicate that at least one equilibrium position for the screw dislocation co-exists in each phase under certain conditions on the elastic constants.
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