Abstract
We present explicit expression of the polarization vector for surface waves and slip waves in an anisotropic elastic half-space, and Stoneley waves and interfacial slip waves in two dissimilar anisotropic elastic half-spaces. An unexpected result is that, in the case of interfacial slip waves, the polarization vector for the material in the half-space x2≥0 does not depend explicitly on the material property in the half-space x2≤0. It depends on the material property in the half-space x2≤0 implicitly through the interfacial slip wave speed υ. The same is true for the polarization vector for the material in the half-space x2≤0.
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