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应用地球物理  2016, Vol. 13 Issue (1): 103-115    DOI: 10.1007/s11770-016-0527-3
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基于双约束项的广义线性多波联合反演
方圆1,张丰麒2,王彦春1
1. 地下信息探测技术与仪器教育部重点实验室,中国地质大学(北京),北京 100083
2. 中国石化石油勘探开发研究院,北京 100083
Generalized linear joint PP–PS inversion based on two constraints
Fang Yuan1, Zhang Feng-Qi2, and Wang Yan-Chun1
1. Key laboratory of Geodetection (China University of Geosciences (Beijing)), Ministry of Education, Beijing 100083, China).
2. Petroleum Exploration and Production Research Institute, Beijing 100083, China.
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摘要 常规多波联合反演采用Zoeppritz方程的近似式构建正演方程,反演过程中需要假定背景纵横波速度比为常数,其反演精度不高,稳定性不好。本文提出了一种基于精确Zoeppritz方程的多波联合反演方法,结合贝叶斯方法进行广义线性反演。本方法基于精确Zoeppritz方程构建正演方程,避免了近似式反演在大角度时引起的误差;利用贝叶斯方法引入模型参数的先验分布信息,作为反演的正则化项,降低了反演的不适定性;反演目标函数中引入低频软约束,稳定了反演低频结果,提高了反演的鲁棒性;在求解反演目标函数时,利用快速算法,降低了反演的运算量。经过模型试算,证明了该方法的优越性和抗噪性;并在实际资料的应用中证明了该方法的实用性和有效性。
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方圆
张丰麒
王彦春
关键词多波联合反演   精确Zoeppritz方程   广义线性反演   贝叶斯反演   低频软约束     
Abstract: Conventional joint PP–PS inversion is based on approximations of the Zoeppritz equations and assumes constant VP/VS; therefore, the inversion precision and stability cannot satisfy current exploration requirements. We propose a joint PP–PS inversion method based on the exact Zoeppritz equations that combines Bayesian statistics and generalized linear inversion. A forward model based on the exact Zoeppritz equations is built to minimize the error of the approximations in the large-angle data, the prior distribution of the model parameters is added as a regularization item to decrease the ill-posed nature of the inversion, low-frequency constraints are introduced to stabilize the low-frequency data and improve robustness, and a fast algorithm is used to solve the objective function while minimizing the computational load. The proposed method has superior antinoising properties and well reproduces real data.
Key wordsjoint PP–PS inversion   Zoeppritz equations   generalized linear inversion   Bayesian statistics   low-frequency constraints   
收稿日期: 2015-09-11;
基金资助:

本研究由国家高技术研究发展计划(863计划)(编号:2013AA064201)资助。

引用本文:   
方圆,张丰麒,王彦春. 基于双约束项的广义线性多波联合反演[J]. 应用地球物理, 2016, 13(1): 103-115.
Fang Yuan,Zhang Feng-Qi,Wang Yan-Chun. Generalized linear joint PP–PS inversion based on two constraints[J]. APPLIED GEOPHYSICS, 2016, 13(1): 103-115.
 
[1] Alemie, W., and Sacchi, M. D., 2011, High-resolution three-term AVO inversion by means of a Trivariate Cauchy probability distribution: Geophysics, 76(3), R43−R55.
[2] Chen, J. S., and Glinsky, M. E., 2013, Stochastic inversion of seismic PP and PS data for reservoir parameter estimation: 83th Annual International Meeting, SEG, Expanded Abstracts, 1669-1773.
[3] Chen, T. H., Liu, Y., and Wei, X. C., 2006, Joint amplitude versus offset inversion of P-P and P-SV seismic data: Journal of China University of Petroleum, 30(1), 33−37.
[4] Hou, D. J., Liu, Y., Hu, G. Q., Wei, X. C., and Chen, T. S., 2014, Prestack multiwave joint inversion for elastic moduli based on bayesian theory: Chinese J. Geophys., 57(4), 1251-1264.
[5] Huang, H. D., Wang, Y. C., Guo, F., Zhang, S., Ji, Y. Z., and Liu, C. H., 2015, Zoeppritz equation-based prestack inversion and its application in fluid identification: Applied Geophysics, 12(2), 199-211.
[6] Huang, Z. Y., and Zhao, J. Z., 2004, Simultaneous P- and S-wave AVO inversion: Geophysical prospecting for petroleum, 43(4), 319−322.
[7] Jin, S., 1999, Characterizing reservoir by using jointly P- and S-wave AVO analyses: SEG Technical Program Expanded Abstracts, 687−690.
[8] Knott, C. G., 1899, Reflaxion and refraction of elastic waves with seismological applications: Phil Mag. Series 5, 48(290), 64−97.
[9] Larsen, J. A., 1999, AVO inversion by simultaneous PP and PS inversion: PhD Thesis, University of Calgary
[10] Stewart, R. R., 1990, Joint P and P-SV inversion: The CREWES Project Research Report, 2, 112−115.
[11] Ursin, B., and Tjaland, E., 1992, Information content of the elastic re?ection matrix: 62nd Annual International Meeting, SEG, Expanded Abstracts, 796−799.
[12] Veire, H. H., and Martin, L., 2006, Simultaneous inversion of PP and PS seismic data: Geophysics, 71(3), R1−R10.
[13] Vestrum, R. W., and Stewart, R. R., 1993, Joint P and P-SV inversion: application and testing: CREWES Research Report, 5, 131−137.
[14] Zoeppritz, K., 1919, On the reflection and propagation of seismic waves: Gottinger Nachrichten, I, 66−84.
[15] Zhang, C. T., Wang, S. X., Li, S. J., and Gao, R. S., 2010, Compressional and shear wave joint inversion technique research and its application: Oil Geophysical Prospecting, 45(4), 520−524
[16] Zhang, F. Q., Wei, F. J., Wang, Y. C., Wang, W. J., and Li, Y., 2013, Generalized linear AVO inversion with the priori constraint of trivariate cauchy distribution based on Zoeppritz equation: Chinese J. Geophys, 56(6), 2098−2115.
[17] Zhang, G. Z., Du, B. Y., Li, H. S., Chen, H. Z., Li, Z. Z., and Yin, X. Y., 2014, The method of joint pre-stack inversion of PP and P-SV waves in shale gas reservoirs: Chinese J. Geophys., 57(12), 4141-4149.
[18] Zhang, L. Y., Wang, Y. C., and Pei, J. Y., 2015, Three-component seismic data in thin interbedded reservoir exploration: Applied Geophysics, 12(1), 79-85.
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