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Numerical Study for the Pressure Transient Behavior of Fractured Shale Gas Reservoirs Using a Dual-Mechanism Dual-Porosity Model

机译:使用双机械双孔隙率模型的裂缝页岩气藏压力瞬态行为的数值研究

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Shale gas reservoirs have become the focus of considerable attention as primary energy resource over the past decades worldwide. Numerical modeling technique plays a critical role in providing the essential tools for evaluating and managing the development of such complex systems. Gas flow in shale formation involves substantial nonlinear complexity. The flow behavior may be governed by the mechanisms of desorption and rock unconsolidation within stimulated natural fracture network. It is very likely that the fracture network is unpropped or weakly propped after hydraulic fracturing. Desorption is also an important mechanism which contributes to the gas production. In this work, a dual-mechanism dual-porosity model was established for pressure transient analysis. Finite-difference method was used for discretizing fluid equations, and Newton method was used to solve the algebraic equations. The typical curves in terms of dimensionless pseudopressure and time were drawn with different sets of parameters. The numerical well-testing model could provide theoretical basis for interpreting production data of shale gas reservoirs.
机译:页岩气水库已成为全球过去几十年中主要能源资源的重点。数值建模技术在提供评估和管理此类复杂系统的发展的基本工具方面发挥着关键作用。页岩形成中的气流涉及大量的非线性复杂性。流动行为可以由刺激的自然骨折网络中的解吸和岩石未溶解的机制管辖。在水力压裂后,骨折网络很可能是未造成的或弱剥离。解吸也是有助于天然气生产的重要机制。在这项工作中,建立了一种双重机构双孔隙度模型,用于压力瞬态分析。有限差分法用于离散化流体方程,使用牛顿方法来解决代数方程。用不同的参数绘制无量纲伪主题和时间方面的典型曲线。数值井测试模型可以为解释页岩气藏的生产数据提供理论依据。

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