Abstract
The problem of the reflection and transmission of a plane sound wave through a plane inhomogeneous elastic layer, the material of which possesses a general form of anisotropy while the liquids adjoining it are viscous, is considered. An analytic description of the acoustic fields outside the layer is obtained. The boundary-value problem for the system of ordinary differential equations, constructed in order to determine the displacement field in the elastic layer, is reduced to problems with initial conditions. The absorption coefficient is calculated numerically.
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