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Development of Specialized Plots for Production Data Analysis of Tight Reservoirs with Secondary Fractures

机译:具有二次骨折的紧密水库生产数据分析专业图谱的开发

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Many fractured horizontal wells are completed in tight oil'gas or shale gas reservoirs which have significant networks of interconnected secondary fractures (SF). However, the existing linear transient dual- and triple-porosity models do not properly account for SF. While the dual-porosity model assumes negligible SF, the linear sequential triple-porosity model assumes negligible fluid transfer between the rock matrix and hydraulic fractures. Hence, the application of these models for production data analysis of fractured horizontal wells could result in unreasonable reservoir/fracture parameter estimates and hydrocarbon forecast. For this reason, the quadrilinear flow model (QFM) was developed to account for matrix—hydraulic fracture communication. Although QFM properly accounts for the contribution of SF during reservoir depletion, reservoir parameter estimation from its type-curve matching procedure has a high degree of uncertainty. This paper proposes simplified QFM flow regime equations to reduce the uncertainty associated with reservoir parameter estimation. This study carefully analyzes the general QFM solution by observing the flow regions from dimen-sionless rate and pressure type-curves. This solution is simplified by eliminating dimensionless parameters with negligible contribution to fluid depletion within the duration of each flow region. The resulting simplified equations are analytically inverted from Laplace space to time space. The simplification process 1) yields flow-region analysis equations for the specialized rate-normalized pressure and pressure derivative plots and 2) explains the possible physics behind the flow-regions. The effect of secondary fracture networks on reservoir depletion can be investigated by applying QFM analysis equations on specialized rate-normalized pressure and pressure derivative production data plots. The choice of these plots is based on operational well constraints and observable flow regions. The analysis equations are applied to interpret production data of two multifractured horizontal wells completed in the Cardium and Bakken Formations. The results estimate effective half-length of hydraulic fractures, investigate the presence/absence of secondary fractures and propose a workflow for handling the uncertainty in reservoir parameter estimation when applying the specialized analysis equation plots.
机译:许多裂缝水平孔以紧的油油或页岩气储层完成,具有重要的互联次级骨折网络(SF)。但是,现有的线性瞬态双和三孔隙度模型不正确地占SF。虽然双孔隙度模型假定SF可忽略不计,但线性顺序三孔隙度模型假定岩石基质和液压骨折之间的流体转移可忽略不计。因此,这些模型用于裂缝水平井的生产数据分析可能导致不合理的储层/裂缝参数估计和烃类预测。因此,开发了四射线流量模型(QFM)以考虑矩阵液压断裂通信。虽然QFM适当地考虑了储层耗尽过程中SF的贡献,但其类型曲线匹配程序的储层参数估计具有高度的不确定性。本文提出了简化的QFM流动体制方程,以减少与储层参数估计相关的不确定性。本研究通过观察来自Dimen-Sionless速率和压力型曲线的流量区域仔细分析了一般的QFM解决方案。通过在每个流动区域的持续时间内消除可忽略的流体耗尽的无量纲参数来简化该解决方案。由此产生的简化方程从拉普拉斯空间分析倒转到时间空间。简化过程1)产生专用速率归一化压力和压力衍生地块的流动区域分析方程,并且2)解释了流量区域后面的可能物理。通过在专用速率归一化压力和压力衍生生产数据图上应用QFM分析方程,可以研究二次骨折网络对储层耗尽的影响。这些图的选择基于操作良好的限制和可观察的流量区域。应用分析方程被应用于解释在贲门和Bakken地层中完成的两个多粘接水平井的生产数据。结果估计有效半长的液压骨折,研究了次级骨折的存在/不存在,并提出了一种在应用专业分析方程图时处理储层参数估计中的不确定性的工作流程。

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