多级压裂水平致密油井反排与早期生产匹配半解析模型

C.R. Clarkson , F. Qanbari , J.D. Williams-Kovacs
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引用次数: 37

摘要

对低渗透(致密)油藏中完成的多裂缝水平井(MFHW)生产数据的分析,传统上主要集中在初始返排期后的长期(在线)生产。然而,最近的研究表明,可以从反排数据中确定水力裂缝的重要信息,目前正在设计模拟研究,以模拟反排和在线生产。在这项工作中,开发了一种新的半解析模型,专门用于模拟致密油井反排和早期生产过程中的水和烃产量。假设有两个流动区域:主要水力裂缝(PHF)和水力裂缝附近的增强裂缝区域(EFR),在该区域,由于增产措施,储层渗透率得到了提高。另外,可以将未增产的基质区域(NSR)放置在PHF附近,该区域的储层渗透率不会因增产而提高。将PHF的平均压力作为EFR的内边界条件,井筒流动压力作为PHF的内边界条件,建立了PHF-EFR的耦合模型。当初始裂缝压力大于储层压力时,耦合模型预测压裂液的初始产量为单相流,突破后压裂液和地层油从EFR到PHF的两相流进入裂缝。采用动态排水面积法对流体在PHF和EFR中的瞬态流动进行了建模。在每个时间步上迭代求解流/料耦合平衡方程。在溶液中处理裂缝和基质的应力依赖特性。通过与更为严格的数值模拟对比,验证了该方法的鲁棒性,并通过实例验证了该方法的实用性。对于负责预测具有这些复杂性的致密油井的石油工程师来说,这项新技术应该是一个有用的工具。
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Semi-analytical model for matching flowback and early-time production of multi-fractured horizontal tight oil wells

Analysis of multi-fractured horizontal well (MFHW) production data completed in low-permeability (tight) oil reservoirs has traditionally focused on long-term (online) production after the initial flowback period. Recent studies, however, have demonstrated that important information about hydraulic fractures can be ascertained from flowback data and simulation studies are now being designed to model flowback along with the online production.

In this work, a new semi-analytical model is developed specifically for modeling water and hydrocarbon production during flowback and early-time production for tight oil wells. Two flow regions are assumed: a primary hydraulic fracture (PHF) and an enhanced fracture region (EFR) adjacent to the hydraulic fracture, where reservoir permeability has been enhanced due to stimulation. Alternatively, a non-stimulated matrix region (NSR), where reservoir permeability is not enhanced due to stimulation, may be placed adjacent to the PHF. A coupled PHF-EFR model is created by assigning the average pressure in the PHF as the inner boundary condition of the EFR, and wellbore flowing pressure as the inner boundary-condition for PHF. If the initial fracture pressure is greater than reservoir pressure, the coupled model forecasts initial production to be single-phase flow of fracturing fluid, followed by two-phase flow of fracturing fluid and formation oil from the EFR to the PHF after breakthrough to the fracture. Transient flow of fluids through the PHF and EFR is modeled with the dynamic drainage area approach. Equations of coupled flow/material balance are solved iteratively at each timestep. Stress-dependent properties of fractures and matrix are handled in the solution.

The robustness of this innovative approach is tested through comparison with more rigorous numerical simulation, and its practicality demonstrated with a field example. The new technique should serve as a useful tool for petroleum engineers responsible for forecasting tight oil wells exhibiting these complexities.

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