Начальный этап деформирования упругого полупространства при кинематическом воздействии

Abstract

The elastic oscillations of a half-space in case of the kinematics influence set on its surface are described in article. Axisymmetric statement of the second boundary value problem is considered. The problem is solved by using of an expansion in a series on cylindrical functions. The numerical example on finding of moving on depth of a half-space is considered at known kinematics impact on surfaces.