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含孔隙、裂隙地层随钻多极子声波测井理论

DOI: 10.6038/cjg20140630, PP. 1999-2012

Keywords: 随钻声波,裂隙密度,含气饱和度,频散,衰减,灵敏度,艾里相

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Abstract:

储层岩石中普遍存在孔隙与裂隙,对钻井中的测井声波产生重要影响.基于孔、裂隙介质弹性波理论,导出了随钻声波测井的井孔声场表达式.据此考察了地层裂隙密度与含气饱和度的变化时井孔内随钻多极子模式波(斯通利波、弯曲波和螺旋波)的速度、衰减与灵敏度以及地层纵、横波的响应特征.裂隙密度与含气饱和度对模式波的速度频散与衰减都有影响,且两参数的值越大,影响越大.具体来说,速度对裂隙密度更敏感,而衰减对含气饱和度更敏感.具有"艾里相"特征的随钻偶极和四极子波在地层含气时产生强烈衰减,可以作为判断地层含气的一个明显指示.理论模拟与实际测井数据分析结果符合较好.

References

[1]  Brie A, Pampuri F, Marsala A F, et al. 1995. Shear sonic interpretation in gas-bearing sands. SPE Annual Technical Conference and Exhibition, 701-710.
[2]  Chen X L, Tang X M. 2012. Numerical study on the characteristics of acoustic logging response in the fluid-filled borehole embedded in crack-porous medium. Chinese J. Geophysics. (in Chinese), 55(6): 2139-2140.
[3]  Chen X L, Tang X M, Qian Y P. 2013. Simulation of multipole acoustic logging in cracked porous formations. Geophysics, 79(1): D1-D10.
[4]  Cui Z W. 2004. Theoretical and numerical study of modified Biot''s models, acous to electric well logging and acoustic logging while drilling excited by multipole acoustic source(in Chinese). Changchun: Jilin University.
[5]  Hao Jian-fei, Zhou Can-can, Li Xia, et al. 2012. Summary of shale gas evaluation applying geophysical logging. Progress in Geophysics, 27(4): 1624-1632.
[6]  Su Y D, Sun J M, Fan Y R, et al. 2006. On numerical study of the LWD multipole source propagation characteristics in slow formation. Well Logging Technology, 30(3): 205-207.
[7]  Li X Q, Chen H, He X, et al. 2013. Analyses on mode waves of acoustic logging while drilling in transversely isotropic formations. Chinese J. Geophysics. (in Chinese), 56(9): 3212-3222.
[8]  Tang X M. 2011. A unified theory for elastic wave propagation through porous media containing cracks-An extension of Biot''s poroelastic wave theory. Sci China Earth Sci, 41(6):784-795.
[9]  Tang X M, Chen X L, Xu X K. 2012. A cracked porous medium elastic wave theory and its application to interpreting acoustic data from tight formations. Geophysics, 77(6): D245-D252.
[10]  Tang X M, Qian Y P, Chen X L. 2013. Laboratory study of elastic wave theory for a cracked porous medium using ultrasonic velocity data of rock samples. Chinese J. Geophysics. (in Chinese), 56(12): 4226-4233
[11]  Tang X M, Wang T, Patterson D. 2002. Multipole acoustic logging-while-drilling. 72nd Annual International Meeting, SEG, Expanded Abstracts, 364-368.
[12]  Tang X M, Zheng C H. 2004. Quantitative Borehole Acoustic Methods (in Chinese). Beijing: Petroleum Industry Press: 20-39.
[13]  Thomsen L. 1985. Biot-consistent elastic moduli of porous rocks;low-frequency limit. Geophysics, 50(12): 2797-2807.
[14]  Wang R J, Qiao W X, Ju X D. 2012. Numerical study of formation anisotropy evaluation using cross dipole acoustic LWD. Chinese J. Geophysics. (in Chinese), 55(11): 3870-3882.
[15]  Wang H, Tao G, Wang B, et al. 2009. Wave field simulation and data acquisition scheme analysis for LWD acoustic tool. Chinese J. Geophysics. (in Chinese), 52(9): 2402-2409.

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