1992
DOI: 10.1111/j.1365-246x.1992.tb00579.x
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A source of significant transverse arrivals from an isotropicanisotropic interface, e.g. the Moho

Abstract: S U M M A R Y When a P-wave is incident on an isotropic-anisotropic boundary, the reflected S conversion will generally contain some transverse (SH) component. Numerical results show that the magnitude of this SH component is strongly related to the transmitted qP-wave and the form of the P-wave anisotropy (degree and orientation) in the lower medium, rather than the jump in shear wave velocities over the interface. Varying Poisson's ratio in the incident medium changes the amplitude of the reflected SV compon… Show more

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Cited by 9 publications
(6 citation statements)
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“…Finally, (7) shows that an 'anomalous' mode conversion from P-to-SH results from both shear-wave anisotropy, through the term proportional to dh, and from the term proportional to dy outside the dy. Guest and Thomson (1992) also discuss this effect. For small anisotropy and small aspect ratio, the second term in (7) is dominated by the first term.…”
Section: Modelling Resultsmentioning
confidence: 87%
“…Finally, (7) shows that an 'anomalous' mode conversion from P-to-SH results from both shear-wave anisotropy, through the term proportional to dh, and from the term proportional to dy outside the dy. Guest and Thomson (1992) also discuss this effect. For small anisotropy and small aspect ratio, the second term in (7) is dominated by the first term.…”
Section: Modelling Resultsmentioning
confidence: 87%
“…The source of large‐amplitude SmS arrivals has been explained by using different synthetic models such as a simple crustal structure [ Mori and Helmberger , 1996], a dipping Moho [ Kulhánek , 1990; Catchings and Kohler , 1996], or deep convex structure or deep lens [ Gao et al , 1996], and an isotropic crust/anisotropic upper mantle boundary [ Guest and Thomson , 1992]. From the proposed synthetic models given above, a simple crustal structure model lacking a Conrad discontinuity is not appropriate for the Sea of Marmara.…”
Section: Resultsmentioning
confidence: 99%
“…It relies upon a known local shear-wave conversion at the top of the reservoir formation, which gives rise to a measurable transverse component associated with the reservoir anisotropy. A similar phenomenon has been studied for the case of a reflection at an isotropic-anisotropic interface by Guest and Thomson (1992), and subsequently applied to upper mantle anisotropy.…”
Section: At Sea With Seismic Anisotropymentioning
confidence: 90%