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横波预测技术在苏里格气田储层预测中的应用 被引量:17

Reservoir prediction based on shear wave in Sulige Gas Field
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摘要 横波资料的缺乏严重制约了苏里格气田A区储层岩性、物性及流体识别等工作的开展,以往横波预测结果精度低,识别能力差,已不能满足储层预测需求。为此,基于地质、钻井、测井、地震等资料,针对苏里格气田A区上古生界砂泥岩地层的实际情况,确定了构建Xu-White模型所需的各项岩石物理参数,进行了横波预测研究,结合岩石物理分析、叠前弹性参数反演等技术实现由点到面的储层预测,获得的预测横波曲线与实测横波曲线吻合度较高。结果表明:1使用纵横波速度比、剪切模量以及拉梅模量/剪切模量、体积模量/剪切模量可有效划分砂、泥岩,利用拉梅模量/剪切模量—纵波阻抗、体积模量/剪切模量—纵波阻抗、泊松比—纵波阻抗交会等是识别流体的有效手段;2利用文中方法预测的盒8段储层、气层厚度与实钻数据误差小,储层分布与该区地质规律一致。 Reservoir lithology and properties,and fluid identifications in the area A,Sulige Gas Field have had huge difficulties due to the lack of shear wave velocity.Inaccurate shear wave velocity prediction leads to poor reservoir characterization.We first determine rock physical parameters based on geological,drilling,logging,and seismic data for XuWhite model building.Then we predict shear wave velocity in the study area,and the predicted shear velocity is well matched with logging data.Finally we carry out reservoir identification with rock physics analysis and prestack seismic inversion.The following observations are obtained:1Sandstone and shale can be classified with P-and Swave velocity ratios,shear modulus,lamda/shear modulus,and bulk modulus/shear modulus;and fluid can be identified with the crossplots of lame modulus/shear modulus vs P-wave impedance,bulk modulus/shear modulus vs impedance,and Poisson's ratio vs P-wave impedance.2Gas layer thickness prediction,reservoir identification and reservoir distribution prediction with the proposed approach are well matched with drill data and real geological conditions.
出处 《石油地球物理勘探》 EI CSCD 北大核心 2016年第1期165-172,23,共8页 Oil Geophysical Prospecting
基金 国家自然科学基金项目(41274136)资助
关键词 横波预测 岩石物理分析 叠前同时反演 苏里格气田 S-wave prediction petrophysics analysis prestack simultaneous inversion Sulige Gas Field
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  • 1何自新,付金华,席胜利,付锁堂,包洪平.苏里格大气田成藏地质特征[J].石油学报,2003,24(2):6-12. 被引量:297
  • 2杨华,魏新善.鄂尔多斯盆地苏里格地区天然气勘探新进展[J].天然气工业,2007,27(12):6-11. 被引量:86
  • 3陆基孟主编.地震勘探原理(下册).山东东营:中国石油大学出版社,2006,114-122.
  • 4Gassmann F. Uber die Elastizit/it por6ser Medien. Veirteljahrss-chrift der Naturforschenden Gesellschaft in Ztirich,1951, 96(1): 1-9.3.
  • 5Blot M A. Theory of propagation of elastic waves in a fluid saturated porous solid, I- Low frequency range and II-Higher-frequency range. Journal of the A- coustical Society of America, 1956, 28(2) .. 168-191.
  • 6Mavko G, Mukerji T and Dvorkin J. The Rock Phys- ics Handbook. Cambridge University Press, 1998.
  • 7Xu Shiyu and White R E. A new velocity model for clay-sand mixtures. Geophysical Prospecting, 1995, 43(1) .. 91-118.
  • 8Xu Shiyu and White R E. A physical model for shear- wave velocity prediction. Geophysical Prospecting, 1996, 44(4) ..687-717.
  • 9Han D H and Batzle M L. Gassmanns equation and fluid-saturation effects on seismic velocity. Geophy- sics,2004,69(2) :398-405.
  • 10Keys R G, XuShiyu. An approximation for the Xu- White velocity model. Geophysics,2002, 67(5) :1406- 1414.

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