Abstract
The antiplane problem of anisotropic materials is studied by the Mellin transform technique. The material considered in this study possesses a symmetry plane at z=0. The general solutions of the anisotropic case are obtained in the Mellin transform domain, which are found to have a similar form as for the isotropic case. The exact full‐field solutions for stresses and displacement of the boundary‐value problem for anisotropic bimaterial wedge subjected to prescribed traction on the wedge surfaces are investigated in detail. The asymptotic behavior of the stress in the vicinity of the apex for an anisotropic bimaterial wedge is presented. The field solutions of interfacial crack along two anisotropic materials and a single anisotropic wedge subjected to a pair of concentrated point loads are expressed explicitly by infinite series. This solution is the Green's function for more general problems. The results show that the stress and displacement fields have reduced dependence on the elastic constants, signi...
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