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基于系统分析方法的油藏井间动态连通性研究 被引量:47

Research on reservoir interwell dynamic connectivity using systematic analysis method
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摘要 注采系统具有一阶线性时滞系统的特征,应用系统分析方法,建立了油藏井间动态连通性反演模型,模型参数意义明确,可以考虑注入信号的衰减和时滞特性,同时基于拟牛顿算法给出反演模型特征参数的求解方法。应用所建模型,对冀东油田高13断块进行了井间动态连通性反演。根据井间动态连通图,可将各井组划分为各向连通型、单向连通型、线状连通型。对区块内各油井目前的动液面进行统计表明,应用本文方法进行井间连通性反演符合油藏的实际情形,可为该区后期开发方案的实施提供依据。 The injection-production system has the features of the first-order linear time-delay systems.The systematic analysis method was used to establish the reservoir interwell dynamic connectivity inversion model.The parameters of the model have the specific meaning and can be used to effectively identify the interwell connectivity and time lag.The corresponding method for solving the characteristic parameters was proposed on the basis of the Quasi-Newton algorithm.The interwell connectivity of Gao-13 Block in Jidong Oilfield was inversed.The corresponding result of interwell connectivity was mapped.According to the different inversion result,the well pattern could be divided into three types,including isotropic connection,one direction connection and linear connection.The statistic result of current fluid levels of producing wells in the block indicated that the new method for inversion of interwell connectivity had a good agreement with the practical situation and could effectively provide good basis for the next decision-making of reservoir development plan.
出处 《石油学报》 EI CAS CSCD 北大核心 2010年第4期633-636,共4页 Acta Petrolei Sinica
基金 国家重点基础研究发展规划(973)项目"碳酸盐岩缝洞型油藏开发基础研究"(2006CB202400)资助
关键词 油藏 井间动态连通性 反演模型 特征参数 拟牛顿算法 冀东油田 reservoir interwell dynamic connectivity inversion model characteristic parameter Quasi-Newton algorithm Jidong Oilfield
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  • 1雷军.井间示踪技术浅谈[J].油气田地面工程,2004,23(6):55-55. 被引量:1
  • 2梁开芳,解通成,安炳生,赵福麟,孙铭勤.示踪剂在胜坨油田封堵大孔道中的应用[J].石油勘探与开发,1993,20(1):100-104. 被引量:12
  • 3杨继盛.采气工艺基础[M].北京:石油工业出版社,1995..
  • 4卢得唐.试井分析理论及方法[M].北京:石油工业出版社,1998.135-138.
  • 5吕运能.气田开发前期评价方法研究[M].庆阳:长庆油田勘探开发研究院,1998..
  • 6李笑萍 张大为.数学物理方法与试井数学模型[M].北京:石油工业出版社,1993.130-132.
  • 7[1]Byrd R H,Nocedal J,Ya Xiang-yuan.Global convergence of a class of quasi-Newton methods on convex problems[J].SIAM J Numer Anal,1987,(24):1 171-1 189.
  • 8[2]Fei Pu-sheng,Chen Zhong.An improved BFGS algorithm for unconstrained optimization problems[J].J Wuhan University,1994,(3):1-8.
  • 9[3]Pearson J D.Variable metric methods of minimization[J].Computer J,1969,(12):171-178.
  • 10[4]Himmelblau D M.Applied nonlinear programming[M].New York:McGraw-Hill Book Company,1972.

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