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页岩中页岩气渗流系数计算模型 被引量:5

Calculation Model for the Permeability Coefficient of Shale Gas in Shale Matrix
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摘要 依据页岩气在页岩孔隙中的渗流行为,建立了页岩气释放、扩散耦合模型,利用Laplace变换方法,将耦合模型转化为Laplace空间上常微分方程初边值问题,并找到了压力解析解,求得了渗透系数.实例计算验证了渗流模型及解的可靠性,丰富了页岩气不定常渗流理论. According to the seepage behavior of shale gas in shale matrix,a coupling model for both the shale gas release and diffusion was established. With the Laplace transform method,the coupling model was converted to initial and boundary value problems of ordinary differential equations in the Laplace space. Then the analytical solution of pressure was found,and the permeability coefficient was obtained.The calculation of some specific examples prove reliability of the seepage model and correctness of the solution. The results indicate that the shale gas release process is mainly composed of two actions of adsorption and diffusion,in which the adsorption action has substantial influences on both the effective porosity and the permeability coefficient of the shales. This research enriches the unsteady seepage theory about shale gas.
出处 《应用数学和力学》 CSCD 北大核心 2014年第8期939-948,共10页 Applied Mathematics and Mechanics
基金 国家"十二五"科技重大专项课题"致密砂岩气有效开发与评价技术"(2011ZX05013-002)
关键词 页岩气 LAPLACE变换 解析解 渗透系数 shale gas Laplace transform analytical solution permeability coefficient
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  • 1Loucks R G, Reed R M, Ruppel S C, Jarvie D M. Morphology, genesis, and distribution of nonometer-scale pores in siliceous mudstones of the Mississippian Barnett shale [ J ]. Journal of Sedimentary Research, 2009, 79( 12): 848-861.
  • 2Curtis M E, Ambrose R J, Sonsergeld C H, Sondergeld C H. Structural characterization of gas shales on the micro- and nano-scales [ C ]//Proceeding of Canadian Unconventional Re- sources & International Petroleum Conference. Calgary, Alberta, Canada: Society of Petro- leum Engineers, 2010: SPE-137693-MS.
  • 3Sondergeld C H, Ambrose R J, Ral C S, Moncrieff J. Micro-structural studies of gas shales [ C ]//Proceeding of SPE Unconventional Gas Conference. Pittsburgh, Pennsylvania, USA: Society of Petroleum Engineers, 2010: SPE-131771-MS.
  • 4Darabi H, Ettehad A, Javadpour F, Sepehrnoori K. Gas flow in ultra-tight shale strata [ J ]. Journal of Fluid Mechanics, 2012, 710: 641-658.
  • 5Civan F. A review of approaches for describing gas transfer through extremely tight porous media[ C ]//Proceedings of the Third International Conference on Porous Media and Its Ap- lications in Science. Enaineerina. and Industru. Montecatini. Italy. 2010. 53-58.
  • 6段永刚,魏明强,李建秋,唐艳.页岩气藏渗流机理及压裂井产能评价[J].重庆大学学报(自然科学版),2011,34(4):62-66. 被引量:76
  • 7关富佳,吴恩江,邱争科,常铁龙.页岩气渗流机理对气藏开采的影响[J].大庆石油地质与开发,2011,30(2):80-83. 被引量:37
  • 8姚同玉,黄延章,李继山.页岩气在超低渗介质中的渗流行为[J].力学学报,2012,44(6):990-995. 被引量:40
  • 9Azom P N, Javadpour F. Dual-continuum modeling of shale and tight gas reservoirs[ C]//SPE Annual Technical Conference and Exhibition. San Antonio, Texas, USA: Society of Petrole- um Engineers, 2012: SPE-159584-MS.
  • 10Civan F. Effective correlation of apparent gas permeability in tight porous media[J]. Trans- port in Porous Media, 2010, 82(2) : 375-384.

二级参考文献129

共引文献308

同被引文献38

  • 1Roussel N P,Sharma M M. Strategies to minimize frac spacing and stimulate natural fracturesin horizontal completions [ C ] //SPE Annual Technical Conference and Exhibition. Society ofPetroleum Engineers. Denver, Colorado, USA, 2011. doi: org/10.2118/146104-MS.
  • 2Dahi-Taleghani A, Olson J E. Numerical modeling of multistranded-hydraulic-fracture propa-gation :accounting for the interaction between induced and natural fractures [ J ]. SPE Jour-nal, 2011,16(3) : 575-581.
  • 3Castonguay S T,Mear M E,Dean R H,Schmidt J H. Predictions of the growth of multiple in-teracting hydraulic fractures in three dimensions [ C ] //SPE Annual Technical Conference andExhibition. Society of Petroleum Engineers. New Orleans, Louisiana, USA, 2013.
  • 4Wu K,Olson J E. Simultaneous multifracture treatments: fully coupled fluid flow and fracturemechanics for horizontal wells[ J]. SPE Journal, 2015, 20(2) : 337-346.
  • 5Fries T P, Baydoun M. Crack propagation with the extended finite element method and a hy-brid explicit-implicit crack description [ J ]. International Journal for Numerical Methods inEngineering, 2012,89(12) : 1527-1558.
  • 6Arlanoglu C,Feng Y, Podnos E, Becker E, Gray K E_ Finite element studies of wellborestrengthening [ C ] //IADC/SPE Drilling Conference and Exhibition. Society of Petroleum En-gineers. Fort Worth, Texas, USA, 2014.
  • 7Fries T P,Belytschko T. The extended/generalized finite element method : an overview of themethod and its applications [ J ]. International Journal for Numerical Methods in Engineer-ing, 2010, 84(3) : 253-304.
  • 8Keshavarzi R, Mohammadi S. A new approach for numerical modeling of hydraulic fracturepropagation in naturally fractured reservoirs [ C ] //Proceedings of SPE/EAGE European Un-conventional Resources Conference & Exhibition~From Potential to Prodution. Vienna,Austria, 2012.
  • 9CHEN Zuo-rong. An ABAQUS implementation of the XFEM for hydraulic fracture problems[C]//ISRM International Conference for Effective and Sustainable Hydraulic Fracturing.International Society for Rock Mechanics. Brisbane, Australia, 2013.
  • 10Sepehri J, Soliman M Y, Morse S M. Application of extended finite element method to simu-late hydraulic fracture propagation from oriented perforations [ C ] //SPE Hydraulic Fractu-ring Technology Conference. Society of Petroleum Engineers. The Woodlands, Texas, USA,2015.

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