Начальное деформирование упругого полупространства при кинематическом воздействии

Abstract

The elastic oscillations of a half-space in case of the kinematical influence set on its surface are described in the article. Nonaxisymmetric statement of the second boundary value problem is consi­dered. The problem is solved by using of expansion in Fourier series. The numerical example on finding of movings on depth of the half-space is considered at the known kinematical impact on it's surface.