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A simplified semi-analytical productivity index for a horizontal well with a non-linear trajectory in a vertical plane

机译:垂直平面上具有非线性轨迹的水平井的简化半分析生产率指数

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摘要

A horizontal well with a non-linear trajectory is fundamentally an intricate system, and determination of its inflow productivity index using numerical simulation is computationally challenging. This work presents an approach that is more efficient than numerical simulation. The methodology involves dividing the reservoir into different sections, with each section treated as a closed-box model. A constant pressure is assumed for the two sides of the sections, which are parallel to the plane of the trajectory, and end flow is eliminated so that each section of the well is fully penetrating. A simplified isobaric geometry and a flow path were developed using the numerical simulation of flow in a fully penetrating well in a box model; an analytical index equation was then developed from the simplified geometry. The results of the numerical simulation were used to generate an empirical correlation for the shape factor to bring the result of the productivity index equation close to simulation and line source solutions, thus converting the analytical index equation into a semianalytical equation. The application of the semi-analytical equation to a horizontal well, undulating in a vertical plane, to predict its productivity was demonstrated using an example. This model is the first productivity index equation with the capability to handle a horizontal well with a non-linear trajectory.
机译:具有非线性轨迹的水平井从根本上讲是一个复杂的系统,使用数值模拟确定其流入生产率指数在计算上具有挑战性。这项工作提出了一种比数值模拟更有效的方法。该方法包括将油藏分成不同的部分,每个部分都被视为一个封闭箱模型。假定截面的两侧平行于轨迹平面的压力恒定,并且消除了末端流,从而使井的每个截面都完全穿透。利用盒模型中的全渗透井中流动的数值模拟,开发了简化的等压几何形状和流路。然后从简化的几何结构中建立了一个解析指数方程。数值模拟的结果用于生成形状因子的经验相关性,从而使生产率指数方程的结果更接近于模拟和线源解,从而将分析指数方程转换为半解析方程。通过一个实例演示了将半解析方程式应用到在垂直平面上起伏的水平井中以预测其生产率的例子。该模型是第一个能够处理具有非线性轨迹的水平井的生产率指数方程。

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