Surface wave dispersion curves are inverted to obtain 1D local VS model. The inversion is based on a layered model and the result is non-unique. A linear relationship can be found between weighted average S-wave velocity at different depths and surface-wave phase velocity at different wavelengths. This relationship, if known for a category of models, can be used to directly estimate an approximated velocity profile from the dispersion curve without the need for inverting. We show on a synthetic case that the error between estimated and true velocity is of the same order of that obtained by inversion.
Approximate Direct Estimate of S-wave Velocity Model from Surface Wave Dispersion Curves / Socco, Laura; Comina, Cesare. - ELETTRONICO. - (2015), pp. 1-5. (Intervento presentato al convegno EAGE Near Surface Geoscience 2015 - 21st European Meeting of Environmental and Engineering Geophysics tenutosi a Torino, Italia nel 6-9 Settembre 2015) [10.3997/2214-4609.201413714].
Approximate Direct Estimate of S-wave Velocity Model from Surface Wave Dispersion Curves
SOCCO, LAURA;COMINA, CESARE
2015
Abstract
Surface wave dispersion curves are inverted to obtain 1D local VS model. The inversion is based on a layered model and the result is non-unique. A linear relationship can be found between weighted average S-wave velocity at different depths and surface-wave phase velocity at different wavelengths. This relationship, if known for a category of models, can be used to directly estimate an approximated velocity profile from the dispersion curve without the need for inverting. We show on a synthetic case that the error between estimated and true velocity is of the same order of that obtained by inversion.Pubblicazioni consigliate
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https://hdl.handle.net/11583/2620043
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