Abstract
The problem of antiplane deformation for a wedge-shaped region containing a uniformly moving screw dislocation is considered. A general solution of the problem is obtained using Laplace and Kontorovich-Lebedev integral transformations. It is shown during the solution that the method is suitable for a wedge apex angle greater than n. The limiting case, when the wedge-shaped region is a half-plane, is also considered. For this case the solution can be simplified considerably.
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