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The Inflow Performance of a Multiple-fractured Horizontal Wells Based on a Discrete-fracture Model

机译:基于离散裂缝模型的多重裂缝水平井入流性能

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摘要

The mathematical unsteady flow model of a multiple-fractured horizontal well in box-shaped reservoir is developed. The Darcy law is employed to describe the fluid flow in matrix media and fractures, while the Hagen-Poiscuille law is used to describe the flow within horizontal well. Then the idea of discrete-fracture model is adopted to simplify the integral form and improve the computational efficiency, where fracture and horizontal wellhore are assumed as 2D plane and ID line, respectively. Finally, the numerical bottom pressure solution is obtained, and the accuracy of this method is verified by comparing it with a classic analytical method.
机译:建立了箱形油藏多口水平井数学非稳态渗流模型。达西定律用于描述基质介质和裂缝中的流体流动,而哈根-泊斯库定律用于描述水平井中的流体流动。然后采用离散裂缝模型的思想简化了积分形式,提高了计算效率,其中裂缝和水平井眼分别假定为二维平面和ID线。最后,获得了数值底部压力解,并将其与经典分析方法进行了比较,验证了该方法的准确性。

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