Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves
The inversion of surface-wave phase-velocity dispersion curves provides a reliable method to derive near-surface shear-wave velocity profiles. In this work, we invert phase-velocity dispersion curves estimated from 2D seismic-reflection data. These data cannot be used to image the first 50 m with se...
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todo:paper_09269851_v161_n_p15_Onnis2023-10-03T15:46:47Z Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves Onnis, L.E. Osella, A. Carcione, J.M. MASW Neighborhood algorithm Shear-wave velocity Spatial aliasing Surface waves Acoustic wave velocity Dispersion (waves) Phase velocity Seismic waves Seismology Sensitivity analysis Shear waves Surface waves MASW Neighborhood algorithm Phase-velocity dispersions Shear wave velocity Spatial aliasing Spatial partitioning Surface-wave analysis Wave phase velocities Shear flow algorithm seismic data seismic migration seismic reflection spatial analysis surface wave two-dimensional modeling velocity profile wave velocity The inversion of surface-wave phase-velocity dispersion curves provides a reliable method to derive near-surface shear-wave velocity profiles. In this work, we invert phase-velocity dispersion curves estimated from 2D seismic-reflection data. These data cannot be used to image the first 50 m with seismic-reflection processing techniques due to the presence of indistinct first breaks and significant NMO-stretching of the shallow reflections. A surface-wave analysis was proposed to derive information about the near surface in order to complement the seismic-reflection stacked sections, which are satisfactory for depths between 50 and 700 m. In order to perform the analysis, we had to overcome some problems, such as the short acquisition time and the large receiver spacing, which resulted in severe spatial aliasing. The analysis consists of spatial partitioning of each line in segments, picking of the phase-velocity dispersion curves for each segment in the f-k domain, and inversion of the picked curves using the neighborhood algorithm. The spatial aliasing is successfully circumvented by continuously tracking the surface-wave modal curves in the f-k domain. This enables us to sample the curves up to a frequency of 40 Hz, even though most components beyond 10 Hz are spatially aliased. The inverted 2D VS sections feature smooth horizontal layers, and a sensitivity analysis yields a penetration depth of 20–25 m. The results suggest that long profiles may be more efficiently surveyed by using a large receiver separation and dealing with the spatial aliasing in the described way, rather than ensuring that no spatially aliased surface waves are acquired. © 2018 Elsevier B.V. JOUR info:eu-repo/semantics/openAccess http://creativecommons.org/licenses/by/2.5/ar http://hdl.handle.net/20.500.12110/paper_09269851_v161_n_p15_Onnis |
institution |
Universidad de Buenos Aires |
institution_str |
I-28 |
repository_str |
R-134 |
collection |
Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA) |
topic |
MASW Neighborhood algorithm Shear-wave velocity Spatial aliasing Surface waves Acoustic wave velocity Dispersion (waves) Phase velocity Seismic waves Seismology Sensitivity analysis Shear waves Surface waves MASW Neighborhood algorithm Phase-velocity dispersions Shear wave velocity Spatial aliasing Spatial partitioning Surface-wave analysis Wave phase velocities Shear flow algorithm seismic data seismic migration seismic reflection spatial analysis surface wave two-dimensional modeling velocity profile wave velocity |
spellingShingle |
MASW Neighborhood algorithm Shear-wave velocity Spatial aliasing Surface waves Acoustic wave velocity Dispersion (waves) Phase velocity Seismic waves Seismology Sensitivity analysis Shear waves Surface waves MASW Neighborhood algorithm Phase-velocity dispersions Shear wave velocity Spatial aliasing Spatial partitioning Surface-wave analysis Wave phase velocities Shear flow algorithm seismic data seismic migration seismic reflection spatial analysis surface wave two-dimensional modeling velocity profile wave velocity Onnis, L.E. Osella, A. Carcione, J.M. Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves |
topic_facet |
MASW Neighborhood algorithm Shear-wave velocity Spatial aliasing Surface waves Acoustic wave velocity Dispersion (waves) Phase velocity Seismic waves Seismology Sensitivity analysis Shear waves Surface waves MASW Neighborhood algorithm Phase-velocity dispersions Shear wave velocity Spatial aliasing Spatial partitioning Surface-wave analysis Wave phase velocities Shear flow algorithm seismic data seismic migration seismic reflection spatial analysis surface wave two-dimensional modeling velocity profile wave velocity |
description |
The inversion of surface-wave phase-velocity dispersion curves provides a reliable method to derive near-surface shear-wave velocity profiles. In this work, we invert phase-velocity dispersion curves estimated from 2D seismic-reflection data. These data cannot be used to image the first 50 m with seismic-reflection processing techniques due to the presence of indistinct first breaks and significant NMO-stretching of the shallow reflections. A surface-wave analysis was proposed to derive information about the near surface in order to complement the seismic-reflection stacked sections, which are satisfactory for depths between 50 and 700 m. In order to perform the analysis, we had to overcome some problems, such as the short acquisition time and the large receiver spacing, which resulted in severe spatial aliasing. The analysis consists of spatial partitioning of each line in segments, picking of the phase-velocity dispersion curves for each segment in the f-k domain, and inversion of the picked curves using the neighborhood algorithm. The spatial aliasing is successfully circumvented by continuously tracking the surface-wave modal curves in the f-k domain. This enables us to sample the curves up to a frequency of 40 Hz, even though most components beyond 10 Hz are spatially aliased. The inverted 2D VS sections feature smooth horizontal layers, and a sensitivity analysis yields a penetration depth of 20–25 m. The results suggest that long profiles may be more efficiently surveyed by using a large receiver separation and dealing with the spatial aliasing in the described way, rather than ensuring that no spatially aliased surface waves are acquired. © 2018 Elsevier B.V. |
format |
JOUR |
author |
Onnis, L.E. Osella, A. Carcione, J.M. |
author_facet |
Onnis, L.E. Osella, A. Carcione, J.M. |
author_sort |
Onnis, L.E. |
title |
Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves |
title_short |
Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves |
title_full |
Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves |
title_fullStr |
Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves |
title_full_unstemmed |
Retrieving shallow shear-wave velocity profiles from 2D seismic-reflection data with severely aliased surface waves |
title_sort |
retrieving shallow shear-wave velocity profiles from 2d seismic-reflection data with severely aliased surface waves |
url |
http://hdl.handle.net/20.500.12110/paper_09269851_v161_n_p15_Onnis |
work_keys_str_mv |
AT onnisle retrievingshallowshearwavevelocityprofilesfrom2dseismicreflectiondatawithseverelyaliasedsurfacewaves AT osellaa retrievingshallowshearwavevelocityprofilesfrom2dseismicreflectiondatawithseverelyaliasedsurfacewaves AT carcionejm retrievingshallowshearwavevelocityprofilesfrom2dseismicreflectiondatawithseverelyaliasedsurfacewaves |
_version_ |
1807316561922359296 |