Seismic wave simulation of a complex foothill belt

Author:

Zhang Weihua12,Yang Li12,Si Wenpeng12,Liu Houyu3

Affiliation:

1. Sinopec Geophysics Research Institute, Nanjing, 211103, China

2. Sinopec Key Laboratory of Geophysics, Nanjing, 211103, China

3. Sinopec East China Oil and Gas Company, Nanjing, 210011, China

Abstract

Abstract Foothill belts ‘dual-complexity’ of the surface and underground structures hinders an accurate seismic imaging of complex geological structures. In this paper, the propagation law of the seismic wavefield in the foothill belt is studied through seismic forward modelling and its influences on the seismic data acquisition and imaging. A foothill belt with typical ‘dual-complexity’ characteristics is investigated. Single-shot records and their imaging effects simulated with different absorption coefficients and different near-surface structure models are analysed. The results suggest that strong surface waves and their scattered noise generated by the complex near surface in the foothill belt are the main reasons for the low signal-to-noise ratio and difficulties in the imaging process of seismic data. The viscoelastic-medium modelling method effectively suppresses the surface waves and their scattered noise, which improves the seismic data quality and imaging in the foothill belt, and thus is a suitable forward modelling method for the foothill belts.

Funder

National Science and Technology Major Project of China

Publisher

Oxford University Press (OUP)

Subject

Management, Monitoring, Policy and Law,Industrial and Manufacturing Engineering,Geology,Geophysics

Reference23 articles.

1. Numerical modeling of elastic-wave scattering by near-surface heterogeneities;Abdulaziz;Geophysics,2014

2. Application of complex topographic Gaussian beam amplitude-preserved pre-stack depth migration in foothill regions;Cao;Progress in Geophysics,2013

3. TTI wave-equation migration for Canadian Foothills depth imaging;Charles;The Leading Edge,2009

4. 3D elastic modeling of near-surface scattering;Christina,2004

5. Elastic-wave sensitivity propagation;Denli;Geophysics,2010

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