Abstract
The problem of elastic wave propagation through the interface of two solids is considered under the boundary conditions of perfect contact and slip. These boundary conditions are carried out at the Stoneley wave propagation and the surface slip wave. They are realized also at the friction processes and used by the solving many problems. The dependences of reflection and refraction coefficients as functions of incidence angle of the longitudinal and transverse wave are calculated under the perfect contact and slip conditions. The obtained results are analyzed for two couples of contacting solids and two direction of the primary wave propagation. The critical angles of elastic waves reflection on the solids interface are determined and their connection with the contacting solids parameters are considered for the different type of the incident wave.
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