4.6 Article

Large-offset P-wave traveltime in layered transversely isotropic media

期刊

GEOPHYSICS
卷 86, 期 3, 页码 C65-C74

出版社

SOC EXPLORATION GEOPHYSICISTS
DOI: 10.1190/GEO2020-0415.1

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资金

  1. European Union's Horizon 2020 research and innovation program [777778]
  2. European Regional Development Fund (ERDF) through the Interreg V-A SpainFranceAndorra program POCTEFA 2014-2020 Project PIXIL [EFA362/19]
  3. Spanish Ministry of Science and Innovation (FEDER/AEI) [PID2019-108111RB-I00]
  4. BCAM Severo Ochoa accreditation of excellence [SEV20170718]
  5. Basque government through the BERC 2018-2021 program
  6. Elkartek project 3KIA [KK-2020/00049]
  7. Elkartek project MATHEO [KK201900085]
  8. grant Artificial Intelligence in BCAM [EXP. 2019/00432]
  9. Consolidated Research Group MATHMODE [IT1294-19]

向作者/读者索取更多资源

In this research, a new traveltime approximation method has been developed that maintains accuracy near zero offset and exhibits correct asymptotic behavior at infinitely large offsets. The parameters of this new method depend on various properties such as zero-offset traveltime, normal moveout velocity, and anellipticity. This approximation method can be used for calculating traveltime and ray parameters, as well as estimating subsurface parameters.
Large-offset seismic data processing, imaging, and velocity estimation require an accurate traveltime approximation over a wide range of offsets. In layered transversely isotropic media with a vertical symmetry axis, the accuracy of traditional traveltime approximations is limited to near offsets. We have developed a new traveltime approximation that maintains the accuracy of classic equations around the zero offset and exhibits the correct curvilinear asymptote at infinitely large offsets. Our approximation is based on the conventional acoustic assumption. Its equation incorporates six parameters. To define them, we use the Taylor series expansion of the exact traveltime around the zero offset and a new asymptotic series for the infinite offset. Our asymptotic equation indicates that the traveltime behavior at infinitely large offsets is dominated by the properties of the layer with the maximum horizontal velocity in the sequence. The parameters of our approximation depend on the effective zero-offset traveltime, the normal moveout velocity, the anellipticity, a new large-offset heterogeneity parameter, and the properties of the layer with the maximum horizontal velocity in the sequence. We have applied our traveltime approximation (1) to directly calculate traveltime and ray parameter at given offsets, as analytical forward modeling, and (2) to estimate the first four of the aforementioned parameters for the layers beneath a known high-velocity layer. Our large-offset heterogeneity parameter includes the layering effect on the reflections' traveltime.

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