Directional one-way wave field separating numerical simulation of the seismic wave equation and reverse-time migration

  • DENG Yonghui ,
  • CHEN Kaiyuan ,
  • LIN Yibing ,
  • CHANG Chunying ,
  • HUANG Xin ,
  • XIAO Peng
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  • 1. Research Institute of Exploration and Development, PetroChina Daqing Oilfield Company Ltd., Daqing 163712, Heilongjiang, China; 2. Exploration Company, PetroChina Daqing Oilfield Company Ltd., Daqing 163453, Heilongjiang, China

Online published: 2014-08-15

Abstract

In order to further improve the knowledge of seismic wave propagation law, this paper applied Poynting vector to 2D directional one-way wave field separation numerical simulation of seismic wave equation for the first time. According to the Poynting vector wave field numerical characteristics, the seismic up-way wave, down-way wave, left-way wave and right-way wave fields are automatically recognized and separated during the seismic wave numerical simulation. Taking isotropic model, tilt layer model and Marmousi model as examples, we carried out the corresponding numerical simulation experiments. The computational results show that the presented method is correct and effective. It can get the directional one-way wave field in the snapshots of each iteration step, and finally get the numerical records with directional one-way wave field separation. The presented method is simple and easy to accomplish with small computational cost. Therefore, it has important application value in the different one-way wave identification and separation processing and in imaging stage of the practical seismic data.

Cite this article

DENG Yonghui , CHEN Kaiyuan , LIN Yibing , CHANG Chunying , HUANG Xin , XIAO Peng . Directional one-way wave field separating numerical simulation of the seismic wave equation and reverse-time migration[J]. Lithologic Reservoirs, 2014 , 26(4) : 130 -136 . DOI: 10.3969/j.issn.1673-8926.2014.04.019

References

[1] 陈可洋.高阶弹性波波动方程正演模拟及逆时偏移成像研究[D].大庆:大庆石油学院,2009.
[2] Dablain M A. The application of high-order differencing to the scalar wave equation[J]. Geophysics,1986,51(1):54-66.
[3] 张中杰,腾吉文,杨顶辉.声波与弹性波数值模拟中的褶积微分算子法[J].地震学报,1996,18(1):63-69.
[4] 程冰洁, 李小凡. 2.5 维地震波场褶积微分算子法数值模拟[J].地球物理学进展,2008,23(4):1099-1105.
[5] 朱生旺,魏修成.波动方程非规则网格任意阶精度差分法正演[J].石油地球物理勘探,2005,40(2):149-153.
[6] 陈可洋.边界吸收中镶边法的评价[J].中国科学院研究生院学报,2010,27(2):170-175.
[7] 廖振鹏,周正华,张艳红.波动数值模拟中透射边界的稳定实现[J].地球物理学报,2002,45(4):533-545.
[8] 马在田.地震成像技术有限差分法偏移[M].北京:石油工业出版社,1989.
[9] 刘洪林,陈可洋,杨微,等.高阶交错网格有限差分法纵横波波场分离数值模拟[J].地球物理学进展,2010,25(3):877-884.
[10] 陈可洋.一阶速度-应力Biot 双相各向同性介质弹性波波场分离数值模拟[J].计算物理,2011,28(3):404-412.
[11] Yoon K,Marfurt K J,Starr W. Challenges in reverse-time migration[C]. 74th SEG Annual International Meeting,Denver,Colorado,2004:1057-1060.
[12] Sava P C,Formel S. Angle-domain common-image gathers by wavefield continuation methods[J]. Geophysics,2003,68(14):1065-1074.
[13] Fomel S. Theory of 3-D angle gathers in wave-equation seismic imaging[J]. Journal of Petroleum Exploration and Production Technology,2011,1:11-16.
[14] Sava P,Formel S. Time-shift imaging condition in seismic migration[J]. Geophysics,2006,71(6):209-217.
[15] Xu Sheng,Zhang Yu,Tang Bing. 3D angle gathers from Reverse time migration[J]. Geophysics,2011,76(2):77-92.
[16] 陈可洋,吴清岭,范兴才,等.地震波叠前逆时偏移脉冲响应研究与应用[J].石油物探,2013,52(2):163-170.
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