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Article << Previous     |     Next >>   Contents Vol 43(3)

Error analysis of the converted wave deduced by equivalent velocity assumption

Wei Wang 1 , Yun Wang 2 4 , Junjie Yin 3 and Xing Gao 1

1 The State Key Laboratory of Resources and Environmental Information System, Institute of Geographic Sciences and Natural Resources Research, Chinese Academy of Sciences, Beijing 100101, China.
2 Institute of Geochemistry, Chinese Academy of Sciences, Guiyang 550002, China.
3 China United Coal Bed Methane Co., Ltd., Beijing, 100011, China.
4 Corresponding author. Email: yunwang@mail.iggcas.ac.cn

Exploration Geophysics 43(3) 162-170 http://dx.doi.org/10.1071/EG11039
Submitted: 26 July 2011  Accepted: 17 March 2012   Published: 16 May 2012


 
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Abstract

Based on the assumption of the equivalent velocity and offset, the converted wave travel-time equation, which has a double square root due to the asymmetric ray-path of the down-going P-wave and the up-coming S-wave, can be transformed into a single square root equation if the common scatterpoint (CSP) gathers are binned. This method simplifies the equation and decreases the errors of converted wave migration transferred by P-wave velocity error, compared to the equivalent offset method (EOM) migration proposed by Bancroft, Geiger and Foltinek . In this paper, the errors caused by the introduction of equivalent velocity for the PS-wave are analysed in detail. The discrete errors and effects introduced by discretization of the equivalent offset are presented, and finally the conditions for applying CSP gathers for PS-wave processing under the control of reasonable error limits are derived.

Key words: converted wave, EOM, equivalent offset, equivalent velocity, error analysis.


References

Bancroft, J. C., and Geiger, H. D., 1996, Velocity sensitivity for equivalent offset prestack migration: a contrast in robustness and fragility: CSEG National Convention, Expanded Abstracts, 149–150.

Bancroft, J. C., and Wang, S., 1994, Converted-wave prestack migration and velocity analysis by equivalent offsets and CCP gathers: CREWES Research Report, 6, 28.1–28.7.

Bancroft, J. C., Geiger, H. D., and Foltinek, D., 1994, Prestack migration by equivalent offset and CSP gathers: CREWES Research Report, 6, 27.1–27.13.

Bancroft, J. C., Geiger, H., Wang, S., and Foltinek, D., 1995, Prestack migration by equivalent offset and CSP gathers: an update: CREWES Research Report, 7, 27.1–27.10.

Bancroft, J. C., Geiger, H. D., and Margrave, G. F., 1998, The equivalent offset method of prestack time migration: Geophysics, 63, 2042–2053
CrossRef |

Dai, H., and Li, X.-Y., 2007, Velocity model updating in prestack Kirchhoff time migration for PS converted waves: Part I – Theory: Geophysical Prospecting, 55, 525–547
CrossRef |

Li, X. Y., and Bancroft, J. C., 1997, Converted wave migration and common conversion point binning by equivalent offset: 67th Annual International Management Social Exploration Geophysics Expanded Abstracts, 1587–1590.

Wang, S., Bancroft, J. C., and Lawton, D. C., 1996, Converted-wave (P-SV) prestack migration and migration velocity analysis: 66th Annual International Management Social Exploration Geophysics Expanded Abstracts, 1575–1578.

Wei, W., Junjie, Y., Xuewei, L., Junmeng, Z., Yun, W., and Ying, H., 2007, Equivalent offset method and its application: Chinese Journal of Geophysics, 50, 1580–1587


   
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