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A simple and accurate calculation method for finite-conductivity fracture

机译:一种简单准确的有限电导率裂缝的计算方法

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摘要

A simple, rapid and accurate method was developed to calculate the performance of a well intercepted by finite-conductivity fractures. A conductivity influence function ( CIF) in Laplace domain has been proposed to build bridges between the finite-conductivity fracture and the uniform-flux fracture. Results show that CIF increases as the dimensionless time before a critical point while it keeps constant after the critical point. A long time approximate solution of CIF in the real domain has been obtained to calculate the shape factor of a finite-conductivity fracture in a bounded rectangular reservoir. Results show that our method can be used for rapid computation of finite-conductivity fractures in different boundary conditions. The method can easily accurately analyze and evaluate the performances of a well intercepted by finite-conductivity fractures.
机译:开发了一种简单,快速和准确的方法,以计算有限导电骨折截取的良好性能。 已经提出了拉普拉斯结构域中的电导率影响功能(CIF),以在有限导电性裂缝和均匀助熔剂骨折之间构建桥梁。 结果表明,CIF随着临界点之前的无量纲时间而增加,而在临界点之后保持常数。 已经获得了在真实结构域中的CIF的长时间近似解,以计算有界矩形储液中的有限电导率断裂的形状因子。 结果表明,我们的方法可用于在不同边界条件下快速计算有限导电骨折。 该方法可以容易地准确地分析和评估通过有限导电裂缝截取的良好的性能。

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