Abstract
A solution of the problem of the stationary diffraction of waves by a circular aperture in an elastic half-plane is suggested. It is obtained by using the methods of separation of variables, re-expansion of cylindrical functions in plane waves and multiple reflections. A solution for a different type of incident wave is constructed. A solution to the similar problem of antiplane deformation was obtained using the method of reflected sources /1/. When there is plane deformation the problem of steady-state oscillations in /2/ is reduced to a system of Fredholm integral equations of the second kind.
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