作者:吴明录;丁明才;姚军;徐思南; 时间:2016-01-01 点击数:
吴明录;丁明才;姚军;徐思南;
1:中国石油大学(华东)石油工程学院
摘要(Abstract):
基于分形理论,考虑裂缝中心、长度和密度的概率分布,以及主应力方向等条件,研究分形离散裂缝模型随机建模方法,建立离散裂缝数值试井解释模型,得到井底压力响应的数值解。对比数值解与基于连续性介质假设的解析解,证明数值试井解释模型的正确性和一致性。结果表明:在相同的分形维数条件下,试井曲线基本重合,说明分形维数对离散裂缝具有较好的控制程度,可以为离散裂缝随机建模提供依据,对认识天然裂缝性油藏裂缝发育特征具有参考意义。
关键词(KeyWords):分形;离散裂缝;随机建模;嵌入式;数值试井
Abstract:
Keywords:
基金项目(Foundation):长江学者和创新团队发展计划项目(IRT1294);; 中央高校基本科研业务费专项资金项目(14CX02045A)
作者(Author):吴明录;丁明才;姚军;徐思南;
Email:
参考文献(References):
[1]Kazemi H,Merrill Jr L S,Porterfield K L,et al.Numerical simulation of water-oil flow in naturally fractured reservoirs[J].Society of Petroleum Engineers Journal,1976,16(6):317-326.
[2]van Golf-Racht T D.Fundamentals of fractured reservoir engineering[M].Amsterdam:Elsevier,1982.
[3]Warren J E,Root P J.The behavior of naturally fractured reservoirs[J].Society of Petroleum Engineers Journal,1963,3(3):245-255.
[4]李清泉,王新海,尹虎,等.页岩气藏数值模拟及井底压力动态分析[J].东北石油大学学报,2013,37(1):91-96.Li Qingquan,Wang Xinhai,Yin Hu,et al.Simulation of shale gas reservoirs and dynamic analysis of bottom hole pressure[J].Journal of Northeast Petroleum University,2013,37(1):91-96.
[5]任俊杰,郭平,汪周华,等.三孔双渗油藏非牛顿幂律流体试井分析[J].特种油气藏,2012,19(6):76-80.Ren Junjie,Guo Ping,Wang Zhouhua,et al.Well test analysis of non-Newtonian power law fluid in triple pore and double permeability reservoirs[J].Special Oil&Gas Reservoirs,2012,19(6):76-80.
[6]Laubach S E.Fracture patterns in low-permeability-sandstone gas reservoir rocks in the Rocky Mountain region[C]//Low Permeability Reservoirs Symposium.Society of Petroleum Engineers,1991.
[7]Lorenz J C,Hill R E.Subsurface fracture spacing:Comparison of inferences from slant/horizontal core and vertical core in Mesaverde reservoirs[J].SPE Formation Evaluation,1994,9(1):66-72.
[8]Narr W,Schechter D W,Thompson L B.Naturally fractured reservoir characterization[M].Richardson,TX:Society of Petroleum Engineers,2006.
[9]Priest S D.Discontinuity analysis for rock engineering[M].New York:Springer Science&Business Media,2012.
[10]Villaescusa E.Statistical modelling of rock jointing[J].Probabilistic Methods in Geotechnical Engineering,1993,11(2):221-231.
[11]Tamagawa T,Matsuura T,Anraku T,et al.Construction of fracture network model using static and dynamic data[C]//SPE Annual Technical Conference and Exhibition.Society of Petroleum Engineers,2002.
[12]Darcel C,Bour O,Davy P,et al.Connectivity properties of two-dimensional fracture networks with stochastic fractal correlation[J].Water Resources Research,2003,39(10):1272.
[13]Kim T H,Schechter D S.Estimation of fracture porosity of naturally fractured reservoirs with no matrix porosity using fractal discrete fracture networks[J].SPE Reservoir Evaluation&Engineering,2009,12(2):232-242.
[14]De Dreuzy J R,Davy P,Erhel J,et al.Anomalous diffusion exponents in continuous two-dimensional multifractal media[J].Physical Review E,2004,70(1):811.
[15]杨立中,黄涛,贺玉龙.裂隙岩体渗流—应力—温度耦合作用的理论与应用[M].成都:西南交通大学出版社,2008.Yang Lizhong,Huang Tao,He Yulong.Theory and application of seepage-stress-temperature coupling in fractured rock mass[M].Chengdu:Southwest Jiaotong University Press,2008.
[16]严侠,黄朝琴,姚军,等.基于模拟有限差分的嵌入式离散裂缝数学模型[J].中国科学:技术科学,2014,44(12):1333-1342.Yan Xia,Huang Zhaoqin,Yao Jun,et al.The embeded discrete fracture model based on mimetic finite difference method[J].Science China Press:Science and Technology,2014,44(12):1333-1342.
[17]韩大匡.油藏数值模拟基础[M].东营:石油工业出版社,1993.Han Dakuang.Foundation of reservoir numerical simulation[M].Dongyin:Petroleum Industry Press,1993.
[18]吴明录,姚军.多层油藏流线数值试井解释模型[J].石油勘探与开发,2007,34(5):609-615.Wu Minglu,Yao Jun.Streamline numerical well testing interpretation model for multi-layer reservoir[J].Petroleum Exploration and Development,2007,34(5):609-615.
[19]张艳玉,姚军.现代试井解释原理与方法[M].东营:中国石油大学出版社,2006.Zhang Yanyu,Yao Jun.Principles and methods of modern well testing interpretation[M].Dongying:China University of Petroleum Press,2006.
[20]樊冬艳,姚军,金强,等.考虑储层改造体积页岩气藏复合模型[J].东北石油大学学报,2015,39(2):77-84.Fan Dongyan,Yao Jun,Jin Qiang,et al.Composite model considering reservoir reformation volume shale gas reservoir[J].Journal of Northeast Petroleum University,2015,39(2):77-84.
[21]姜瑞忠,郜益华,孙召勃,等.基于点源解的偏心井试井典型曲线分析[J].东北石油大学学报,2016,40(4):80-87.Jiang Ruizhong,Gao Yihua,Sun Zhaobo,et al.Analysis of eccentric well test typical curve based on point source solution[J].Journal of Northeast Petroleum University,2016,40(4):80-87.
[22]Lee S H,Jensen C L,Lough M F.An efficient finite difference model for flow in a reservoir with multiple length-scale fractures[C]//SPE Annual Technical Conference and Exhibition.Society of Petroleum Engineers,1999.
[23]Lee S H,Lough M F,Jensen C L.Hierarchical modeling of flow in naturally fractured formations with multiple length scales[J].Water Resources Research,2001,37(3):443-455.
[24]Li L,Lee S H.Efficient field-scale simulation of black oil in a naturally fractured reservoir through discrete fracture networks and homogenized media[J].SPE Reservoir Evaluation&Engineering,2008,11(4):750-758.
[25]Moinfar A,Varavei A,Sepehrnoori K,et al.Development of an efficient embedded discrete fracture model for 3Dcompositional reservoir simulation in fractured reservoirs[J].SPE Journal,2014,19(2):289-303.
[26]Moinfar A.Development of an efficient embedded discrete fracture model for 3Dcompositional reservoir simulation in fractured reservoirs[D].Austin:University of Texas,2013.
[27]Shakiba M.Modeling and simulation of fluid flow in naturally and hydraulically fractured reservoirs using embedded discrete fracture model[D].Austin:University of Texas,2014.
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