现场规划中的机器学习应用

Amit Kumar
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引用次数: 3

摘要

最近,机器学习方法在石油和天然气行业重新兴起,并为各种各样的问题提供了应用(Noshi et al. 2018)。然而,很少有人解决现场规划的重要问题,这是本文的重点领域。本文介绍了一种基于机器学习的现场规划框架,并具体解决了井位规划问题。无监督学习用于了解数据的特征,然后根据边缘油田的可用数据创建回归模型,以开发油井产能预测工具。这种基于数据的预测工具用于在不确定情况下优化井位的工作流程,然后在另一个工作流程中,使用现代投资组合理论(MPT) (Markowitz 1952)来评估推荐的井位。后一种工作流程使作业者能够在给定的风险承受能力下选择油井组合,以实现收益最大化。这两种工作流程都适用于排水面积较小的井;因此,可以假设一口井独立于其他井进行生产。这一假设既适用于早期页岩油气藏,也适用于致密岩层中的常规油田。与传统油藏相比,在页岩气藏中钻了大量的井,产生了大量的数据,而现有的产能预测工具(如油藏模拟器)很难在实际时间内消化和使用。所提出的框架对页岩具有吸引力,因为它可以轻松处理大型数据集。该框架明确考虑了油井产能不确定性带来的风险,并使用了通常在现场获得的数据,但目前尚未用于现场规划。
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A Machine Learning Application for Field Planning
Recently, machine learning methods have enjoyed resurgence in the oil and gas industry and provide applications to a wide variety of problems (Noshi et al. 2018). However, few address the important problem of field planning, which is the area of focus of this paper. This paper introduces a machine learning-based framework for field planning and specifically addresses the problem of well location planning. Unsupervised learning is used to understand characteristics of the data, followed by the creation of a regression model trained on available data in a marginal oilfield to develop a prediction tool for well productivity. This data-based prediction tool is used in a workflow to optimize well locations under uncertainty, and then in another workflow, using an adaptation from modern portfolio theory (MPT) (Markowitz 1952), to evaluate recommended well locations. The latter workflow enables the operator to select a portfolio of wells to maximize returns at a given risk tolerance. Both workflows are applicable to plays where drainage areas for wells are small; consequently, a well can be assumed to produce independently of other wells. This assumption is true for both early-stage shale plays and conventional fields in tight rocks. As compared to traditional reservoirs, a very large number of wells are drilled in shale plays, generating a very large amount of data that existing productivity prediction tools, such as reservoir simulators, find difficult to consume and use in practical timeframes. The presented framework is attractive for shales because it can easily handle large datasets. The framework accounts explicitly for risk resulting from uncertainty in well productivity and uses data typically acquired in the field, but not used currently for field planning.
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