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On propagation and attenuation of Love waves

Proceedings of the Indian Academy of Sciences - Section A, 1979
The period equation for Love waves is derived for a layered medium, which is composed of a compressible, viscous liquid layer sandwiched between homogeneous, isotropic, elastic solid layer and homogeneous, isotropic half space. In general, the period equation will admit complex roots and hence Love waves will be dispersive and attenuated for this type ...
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Love Waves in the Upper Mantle

1967
In this chapter we investigate Love waves with periods for which they actively penetrate the upper part of the earth’s mantle.
Z. S. Andrianova   +3 more
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On love waves in heterogeneous media

pure and applied geophysics, 1968
Love waves in a half space with one homogeneous elastic layer overlying a semiinfinite medium having elastic properties varying with depth has been considered. The frequency equation for small wave lengths has been obtained, considering general variation, and has been shown to involve the first three derivatives of the rigidity of the heterogeneous ...
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Love waves in an inhomogeneous interstratum

pure and applied geophysics, 1970
The propagation of Love waves in an inhomogeneous interstratum, whose rigidity and density follow generalized power law variation, lying between two homogeneous half-spaces has been considered. The characteristic frequency equations have been obtained.
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Magneto-elastic love waves

pure and applied geophysics, 1970
The propagation of Love waves under the influence of an externally applied magnetic field is studied. The general phase velocity equation is derived and two special cases when the magnetic field is aligned with and transverse to the direction of wave propagation are discussed.
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Love Is in the Air . . . Waves

PsycCRITIQUES, 2012
Jana Hackathorn, J. Ian Norris
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A resonant metasurface for Love waves

2019
Elastic metamaterials comprise a broad class of artificially engineered media designed to control the propagation of elastic waves at sub-wavelength scales. This unique ability stems from the presence of resonant inclusions embedded in an elastic matrix which affect the wave propagation at specific frequency ranges.
Antonio Palermo   +2 more
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