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水平井多级脉冲气体加载压裂机理研究与应用
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摘要
为进一步提高水平井的产量和最终采收率,改善开采的经济效益,本文对水平井多级脉冲气体加载压裂展开了系统的研究与应用,并编制相关软件对压裂水平井进行方案优化设计,具有重要的科学意义与明确的应用前景。从优化方法出发本文研究内容与主要成果为:
     (1)根据水平井的结构特点,对多级脉冲加载压裂装置和延时控制装置在井筒中的作用特点进行了分析,设计出了合理的装药结构,并评价了该技术的安全可靠性。
     (2)根据弹性力学理论和断裂力学理论,在裸眼完井、射孔完井条件下,建立了爆燃压裂水平井井筒周围应力场分布的新模型以及裂缝起裂压力和起裂角的计算模型,并进行了求解。
     (3)通过设计室内冲击实验模拟多级脉冲爆燃气体压裂等强动载条件对油气水井附近油层的处理。对比了动载破裂压力与静载破裂压力的差值、动静载破裂压力差值与抗拉强度的比值、动载破裂压力与静载破裂压力的比值四个物理量与加载速率关系,根据实验数据数值回归动载、静载破裂压力表达式,以修正爆燃压裂水平井起裂压力。
     (4)根据爆燃压裂水平井井下工作条件,参考流体质量、动量和能量守恒方程建立裂缝内爆燃气体流动模型;采用设定裂缝内气体压力分布函数的方法,实现流动模型的数值求解;在岩石弹性理论下,建立了多级脉冲压裂作用下水平井预存裂缝起裂张开位移公式;根据叠加原理推导了水平井爆燃压裂各项荷载作用下裂缝尖端应力强度因子,建立裂缝延伸判据,利用裂尖能量守恒方程确定裂缝扩展速度;将多级脉冲压裂气体响应模型与气体流动模型相结合,实现了爆燃气体流动和裂缝扩展藕合求解;根据具体储层、施工参数对水平井多级脉冲气体加载压裂中各级压裂过程进行了模拟计算,确定具体的裂缝形态;利用能量平衡理论反映裂缝动态扩展的特性,并对多级脉冲与单级脉冲作用效果进行了对比。
     (5)利用建立的数学模型开发水平井多级脉冲气体加载压裂模拟计算软件,并对影响水平井爆燃压裂效果的主要因素展开了系统的数值优化设计,分析了不同裂缝参数对产能的影响,为现场施工提供指导。
     (6)进行了多级脉冲气体加载压裂水平井的井下压裂施工设计及效果预测,研究了该工艺技术在水平井下的操作流程及压裂后产能对比,为进一步的现场应用奠定了基础。
In order to enhance the production of horizontal well and improve the economic benefit of development,the multi-pulse gas loading fracturing on horizontal well is studied and applied and a relative stimulating soft ware is also developed to optimize the fracturing in this paper, which is of great significance for scientific research and field application . Based on the fracturing horizontal well technology need, the main achievements in this paper can be concluded as follows:
     (1) Analyzing the devices of multi-pulse gas loading fracturing and flame ignition that related to horizontal well,this paper designs reasonable propellant charge,analyses the characteristics of this technology and evaluates its secrity and reliability.
     (2) According to the theory of elastic mechanics and fracture mechanics under deflagration gas loading fracturing ,established the mathematical model of the stress field distribution around the horizontal well bore and the model of fracturing pressure and fracturing angle for open-hole and perforated well.The modeling can be solved and provides the reliable theoretical evidence for fracturing treatment of horizontal well.
     (3) Based on the flow behavior of deflagration gas in horizontal oil well, a theoretic model of detonation gas flow in preliminary crack is established, by means of introduction of a pressure distribution function concluded from analytic result of gas flow along the crack.
     (4) The crack opening displacement is also modeled by referencing relationship between crack normal displacement and pressure along the crack in multi-pulse gas loading fracturing model.The stress strength factor at the crack tip is deduced to estimate fracture initiation.Energy release rate obtained by J-integral at the crack tip is used to determine the crack spread velocity after fracture initiation. Coupling process between detonation gas flow and crack spread is also simulated based on the combination of the solid一fluid governing equations,which can be solved to moldeling the fracture geometry and pressure distribution along the fracture of each stage. As allow for rapid fracture process driven by detonation gas,kinetic energy increment is further introduced into energy conservation equation at the crack tip.
     (5) The results from this numerical model agree with corresponding results from half-analyzed and concrete column test. Aim at the fracture length which is main factor in oil well to relate the production, several primary factors are systematically discussed by numerical test to find out the most effective measures fracturing works. in horizontal well.This paper also derives the formulae to estimate the productivity increase achieved by muitiple fractures and discusses the main factor of influence.
     (6) The method of muti-pulse gas loading fracturing on horizontal well is disscussed,which studies the operating processes of this technique under down-hole condition and productivity contrast after fracturing to lay the groundwork for the future field application.
引文
[1]刘振宇,刘洋.压裂水平井研究综述[J].大庆石油学报,2002,26(4):52-56
    [2]王安仕,秦发动,高能气体压裂技术[M].西北大学出版社.1998
    [3]张强德,赵万祥,王法轩.高能气体压裂技术[J].断块油气田,1994,1(3):50-59
    [4]刘发喜.高能气体压裂的适应范围及选井选层.西安石油学院学报.1992,7(2):7-11
    [5]薄其众,葛刚,马功联.高能气体压裂技术与应用[J].海洋石油,2003,23(3).69-71
    [6]赵刚,周春虎.高能气体压裂工艺技术.世界石油工业.1994,1(10):43-47
    [7]吴晋军,秦发动,我院高能气体压力技术十年发展综述[J].西安石油学院报,1997,12(3):14-17
    [8]石崇兵,李传乐,高能气体压裂技术的发展趋势[J].西安石油大学学报,2000,15(5):17-20
    [9]胡善长.国外爆燃气体压裂技术研究现状与前景展望[M].甘肃科学技术出版社,1991
    [10]薄其众,葛刚,马功联,高能气体压裂技术与应用[J].海洋石油,2003,23(3):69-71
    [11]王树强,陈琼,张树森,等.多级脉冲深穿透射孔技术[J].石油钻采工艺,2005,27(3):42-44
    [12]雷雨田,吴晋军,樊旭文.多级强脉冲加载压裂技术的推广应用[J].石油矿场机械,2005,34(5):74-76
    [13] FavrEan R.F.台阶爆破岩石位移速度.第一届国际爆破破岩会议论文集(译文集)[C].1983:408-417
    [14] Mchugh S.动力引起的破坏和破碎的模拟.第一届国际爆破破岩会议论文集(译文集)[C],1983:234-243
    [15] Margolin.L.U等.破坏的数值模拟.第一届国际爆破破岩会议论文集[C].1983:234-243
    [16] Kusmaul J.S.A new constitutive model for fragmentation of rock under dynamic loading. 2nd lnt.Symp. on Rock Fragm. by Blast.[C],1987:412-424
    [17] Thore B.J.Application of a damage model for rock fragmentation to the straight creek mine blasting experiments, SAND,1991,91-0867
    [18]杨军.岩石爆破分形损伤模型研究:[博士学位论文][D].北京:中国矿业大学,1995
    [19] Chau.K.Effective moduli of microrocks:theoreis and Experiment.lnt.J.Damage Mech.[J],1997,22(6):258-277
    [20]沙桂良,刘殿魁,刘瑞堂等.应力波载荷作用下线弹性断裂过程的动态分析方法研究[J].爆炸与冲击,2002,22(1):56-60
    [21]马建军,程良奎,蔡路军.爆破应力波的传播及远区破坏效应研究现状评述[J].爆破,2005,22(2):17-26
    [22]胡刚,郝传波,景海河.爆炸作用下岩石介质应力波传播规律研究[J].煤炭学报,2001,26 (3):270-273
    [23] Harries.G.A mathematical model of cratering and blasting. National Symposium on Rock Fragmentation[C], Adelaide, 1973:41-45
    [24] Kutter H. K., Fairhurst C. On the fracture process in blasting. Int. J. Rock Mech. Min. Sci. [J] 1971, 8:181-202
    [25] E.P.Chen.Transient stress analysis of high energy gas fracture experiment. Sand 1981, 81-97
    [26] STUART McHUGH.Crack extension caused by internal gas pressure compared with extension caused by tensile stress. Int. Jour. of Fracture [J].1983, 21:163-176
    [27] R. H. Nilson.riven fracture propagation. Journal of Applied Mechanics[J], 1981,48(12): 756-762
    [28] R.H.Nilson.W J.Proffer, R. E. Duff. Modeling of Gas-driven Fractures Induced by Propellant Combustion Within a Borehole.Tnt.J.Rock.Mech.Min.Sci.&Geomech. Abstr.[J], 1985 22(1):3-19
    [29] Robert, H.Nilson,Stewart K.Griffiths. Similarity analysis of energy transport in gas-driven fractures Int. J. of Fracture [J].1986,30:115-134
    [30] Nilson R.H.Transient fluid flow in porous media: intertia-dominated to viscous-dominated transition J. Fluid Engng[J],1981,103 (2):339-344
    [31] R.H.Nilson. An integral Method for predicting hydraulic fracture propagation driven by gases or liquids. Int. J. for Num. And Anal. Meth. In GeoMech [J], 1986, 10:191-211
    [32] J.F.Schatz, B. J. Zeigler,J.M.Hanson, et al.Laboratory, Computer modeling, and field studies of the pulse fracturing process. The SPE Production Operation Symposium held in Oklahoma City[C], SPE 18866, 1989
    [33] A. S. Paine, C.Please.An improved model of fracture propagation by gas during rock blasting-some analytical results.Int.J.Rock Mech. Sci.&Geomech. Abstr. [J].1994,31(6):699-706
    [34] David W. Yang, Rasmus Risnes. Numerical modeling and parametric for designing propellant gas fracturing. The 2001 SPE Annual Technical Conference and Exhibition held in New Orleans, Louisiana[C].SPE 71641,2001
    [35]高金石,杨军等.准静态压力作用下岩体爆破成缝方向与机理的研究[J].爆炸与冲击,1990,10(1):76-84
    [36]卢文波,陶振宇.爆生气体驱动裂缝扩展速度研究[J].爆炸与冲击,1994,14(3):264-268
    [37]王家来,徐颖.应力波对岩体的损伤作用和爆生裂缝扩展[J].爆炸与冲击, 1995, 15(3): 212-216
    [38]宗琦.爆生气体的准静态破岩特性[J].岩土力学,1997,18(2):73-78
    [39]杨小林,王梦恕.爆生气体作用下岩石裂缝的扩展机理[J].爆炸与冲击, 2001,21(4): 111-116
    [40] Michael Schafer, Ilka Teschauer. Numerical simulation of coupled fluid-solid problem. Comput Methods Appl. Mech. Engng.[J],2001.190:3645-3667
    [41] Marco Arienti,Patrick Hung,Eric Morano, at al. A level set approach to Eulerian-Lagrangian coupling.Journal of Computational Physics[J], 2003,185:213-251
    [42] H.H. Hu, N.A. Ptankar, M.Y Zhu. Direct numerical simulation of fluid-solid systems using the arbitrary Lagrangian-Eulerian techique. Journal of Computational Physics[J], 2001,169: 427.
    [43]于学馥.岩石力学的科学主题一第一层次科学方法论[J].岩石力学与工程学报,1996,15(12):401-404
    [44]王启智.浅谈岩石力学与断裂力学[J].岩石力学与工程学报,1997,16(5):496-497
    [45]于学馥.论岩石力学并复“浅谈岩石力学与断裂力学”一文[J].岩石力学与工程学报,1997,16(5):498-501
    [46] [英]R.R.阿特金森主编,尹祥础,修济刚等译.岩石断裂力学[M].北京:地震出版社,1992.9
    [47] M.M.Rahman, M.M.Hossain, D. G Crosby, et al. Analytical numerical and experimental investigations of transverse fracture propagation from horizontal wells. Journal of Petroleum Sciences and Engineering[J]2002,35:127-150
    [48]张士诚,张劲.压裂开发理论与应用[M].北京:石油工业出版社,2003.12
    [49] J.Song, K.Kim.Micromechanical Modeling of the dynamic fracture process during rock blasting. Int. J. Rock Mech. Sci.&Geomech. Abstr. [J],1996,33 (4):387-394
    [50] A.Munjiza, J.Latham, K.F.Andrews. Detonation gas model for combined finite-discrete element simulation of fracture and fragmentation.Int.J.Numer. Meth. Engng[J], 2000, 49:1495-1520
    [51] S.H.Cho,Y Nakamura, K. Kaneko. Dynamic fracture process analysis of rock subjected to stress wave and gas pressurization. SINOROCK2004 Symposium[C], Int. J. Rock Mech, Min. Sci.2004,41(3):1-5
    [52]李卧东,王元汉.无网格法在断裂力学中的应用[J].岩石力学与工程学报, 2001,21(7):462-466
    [53]张国新,王光纶,裴觉民.基于流形方法的结构体破坏分析[J].岩石力学与工程学报, 2001,21(6):46-49
    [54]刘军,李仲奎.非连续变形分析(DDA )方法研究现状及发展趋势[J].岩石力学与工程学报2004,25(13):25-29
    [55]黄明利,唐春安.岩石破裂过程的数值模拟研究[J].岩石力学与工程学报,2000,19(4):468-477
    [56]杨庆生,杨卫.断裂过程的有限元模拟[J].计算力学学报,1997,11(3):107-112
    [57]李录贤,王铁军.扩展有限元法及其应用[J].力学进展,2005,35(1):5-20
    [58] Hillerborg A, Modeer M, Petersson P E. Analysis of crack formation and crack growth in concrete by means of fracture mechanics and finite elements[J].Cement and Concrete Research, 1976,6(6) :173-182
    [59] Bazant Z P,Oh B H.Crack band theory for fracture of concrete. RILEM, Materials and Strnchires [J].1983, 16(93):155-177
    [60] Jenq Y S, Shah S P.Two parameters fracture model for concrete. Journal of Engineering Mechanics [J].ASCE,1985, lll(l0):1227-1241
    [61]J.F.Schatz, B.L.Haney,S.A.Ager. High-speed downhole memory and software used to design and confirm perforating/propellant behavior and formation fracturing. Presented at the 1999 SPE Annual Technical Conference and Exhibition held in Houston, Texas, SPE 56434 1999
    [62]吴晋军,王安仕.射孔-高能气体压裂复合装置的研制[J].钻采工艺,1997,11(6):61-55
    [63]王安仕,吴晋军.深穿透复合射孔技术研究[J].石油钻采工艺,1997,12增刊, :93-101
    [64]王安仕,吴晋军.轴套式射孔压裂复合装置,中国专利:98207782.3 1998.8.12
    [65]吴晋军,韩爱晔.轴套式射孔压裂复合装置的研究与应用[J].石油机械,2002,1(1):10-11
    [66]王安仕.高能气体压裂用液体药点火与燃烧研究[J].西安石油学院学报,1995,10(3):12-14
    [67]李传乐,王安仕.国外油气井“层内爆炸”增产技术概述及分析[J].石油钻采工艺,2001,12(6):77-78
    [68]吴晋军,李传乐.强超压深穿透射孔及压裂技术的试验研究与应用[J].石油矿场机械,2002,4(1):29-31
    [69]吴晋军,蒲春生.射孔压裂多元优化复合技术的研究及应用[J].石油矿场机械,2003,03(3):4-7
    [70]王爱华等.套管井“压胀松动”增产技术现场实验研究[J].西安石油学院学报2000,1(1):17-20
    [71]吴晋军,王安仕.多用途分体组装式撞击引燃装置的研究与应用,西安石油学院学报,1996,11(6):26-28
    [72]王树申,郑长建,赵春辉.复合射孔技术在X53一平37水平井中的应用[J].测井技术,2005,29(增刊):50-53
    [73]张广清,陈勉.水平井水压致裂裂缝非平面扩展模型研究[J].工程力学,2006,23(4):160-164
    [74]陈勉,陈治喜,黄荣蹲.大斜度井水压裂缝起裂研究[J].石油大学学报,1995,19(2):30-35
    [75] C.H.Yew, Y.Li. Fracturing of a Deviated Wells. SPF 16930
    [76] C.H.Yew, Y.Li. On Fracturing Design of a Deviated Wells. SPE19722
    [77] C.E.Austin and Rogaland U.Stimutaneous Mutiple Entry Fracture Grandient Prediction for Vertical and Inclined Boreholes.SPE 18263
    [78] M.M.Hossain, M.K.Rahman,S:S.Rahman.A Comprehensive Monograph for Hydraulic Fracture Initiation from Deviated Well bores under Arbitrary Stress Regimes.SPE54360
    [79]M.M.Hossain, M.K.Rahman."Hydraulic Fracture Initiation and Propagation Roles of Well bore trajectory, Perforation and Stress Regimes. J.Pet.Sci. &Eng.,2000, (27):129-149
    [80]郭建春,邓燕,赵金洲.射孔完井方式下大位移井压裂裂缝起裂压力研究[J].天然气工业,2006,26(6):105-107
    [81]李传亮.油井压裂过程中岩石破裂压力计算公式的理论研究[J].石油钻采工艺.2000,22(2)43-48
    [82] Olivier Lietard,Peter Hegemen.Optimum Development of a Thin Box-Shaped Reservoir with Multiply Fractured Horizontal Wells.SPE50420
    [83]李介士等编译.水平井钻井完井及增产技术[M].北京:石油工业出版社,1992,6
    [84] M.Y.Soliman,P.Boonen. Fractured Horizontal Wells Technology.SPE36289
    [85]王鸿勋,张士诚.水力压裂设计数值计算方法[M].北京:石油工业出版社,1998
    [86] J.Guo, F.Gu, J.Zhou.Optimizing the Fracture Numbers and Predicting the Production Performance of Hydraulically Fractured Horizontal Wells. 48th Aimual Technical Meeting of the Petroleum Society, Calgary, Canada, June 8,1997
    [87]宁正福.低渗透油气藏压裂水平井产能计算方法[J].石油学报,2002, 23(2):54-58
    [88] L. Larsen, T.M. Hegre. Pressure-Transient Behavior of Horizontal Wells With Finite-Conductivity Vertical Fractures. SPE 22076
    [89]周代余.水平井水力压裂的基础理论和设计方法研究[D].博士论文,2002
    [90] Z.Chen etc, Fracturing Pressure and Near-Well Fracture Geometry of Arbitrarily Oriented and Horizontal Wells. SPE30531,1995
    [91] D. V Sw0enson. L. M Taylor.Analysis of gas fracture experiments including dynamic crack formation[R].SAND 82-0633
    [92]张续柱.双基火药[M].北京:北京理工大学出版社,1997
    [93]陈莉静.油井岩层复合射孔爆燃气体压裂机理研究[D].博士论文,2006
    [94] Chan K.T.Wong R.H.C.Effective modnli of microrocks: Theoreis and Experiment[J]. lnt.J.Damage Mech,1997,6:258-277
    [95] A.S.Paine,C.P.Please.Asymptotic analysis of a star crack with a central hole [J].Int.J.Engng Sci.1993,31(6),893-898
    [96] E.Detournay,D.I.Garagash. The near-tip region of a fluid-driven fracture propagating in a permeable elastic solid [J]. J. Fluid Mech., 2003. 494:1-32
    [97] Dmitry I.Garagash.Plane-strain propagation of a fluid-driven fracture small toughness solution [J]. ASME, Journal of Applied Mechancs, 2005:1-41
    [98] A.A. Savitski, E. Detournay. Propagation of a penny-shaped fluid-driven fracture in an impermeable rock: asymptotic solutions[J]. W ternational Journal of Solid and Structure, 2002, 39:6311-6337
    [99] E.Detournay. Propagation regimes of fluid-driven fractures in impermeable rocks[J].ASCE, International Journal of Geomechanics, 2004, 3:35-45
    [100]徐世俍,赵国藩.混凝土结构裂缝扩展的双K准则[J].土木工程学报,1992,25(2):32-38
    [101]徐世俍.混凝土双K断裂参数计算理论及规范化测试方法[J].三峡大学学报(自然科学版),2002,24(l):1-8
    [102]程远方,王桂华,王瑞和.水平井水力压裂增产技术中的岩石力学问题[J].岩石力学与土程学报, 23(14):2463-2466
    [103] J. Rethore, A. Gravouil, A. Combvescure. A stable numerical scheme for the finite elemensimulation f dynamic crack propagation with remeshing [J]. Comput. Methods Appl. Mech. Engrg., 2004,193:4493-4510
    [104]吴立,张时忠.爆炸荷载作用下材料裂缝扩展速度的实验研究[J].爆破,1998,15(4):1-4
    [105]席道瑛,钟时杰,黄理兴.岩石裂缝扩展速度研究与地震过程初探[J].岩土力学,1994, 15(3):51-58
    [106]张志呈.岩体爆破裂纹扩展速度实验研究[J].爆破器材,2000,6:1-8
    [107]范天佑.断裂理论基础[M].北京:科学出版社,2003
    [108]陈莉静,李宁,王俊奇.油井爆生气体对岩石劈裂作用机制探索[J].岩石力学与工程学报,2006,25(11):23692372
    [109] C.T. SUN,C.Y WANG A new look at energy release rate in fracture mechanics[J]..Int.J. of fracture, 2002,113:295-307
    [110]油气井高能复合射孔技术及装置鉴定报告[R].西安同源石油科技产业有限责任公司,1999.7
    [111]李廷礼,吴英,徐燕东等.低渗透油藏压裂水平井产能计算新方法[J].中国石油大学学报(自然科学版),2006,30(2):48-51 112]曾凡辉,郭建春,徐严波等.压裂水平井产能影响因素[J].石油勘探与开发,2007,34(4):474-478

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