全球ROP优化机器学习模型的成功开发和部署

T. S. Robinson, P. Batruny, Dalila Gomes, M. Hashim, M. H. Yusoff, M. Arriffin, A. Mohamad
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引用次数: 0

摘要

钻进速度(ROP)是影响钻井成本的主要因素。ROP受到许多不同的可控和不可控因素的影响,这些因素很难用肉眼区分。因此,神经网络(NN)等机器学习(ML)模型在钻井行业获得了发展势头。现有的模型要么是基于现场的,要么是基于工具的,这影响了训练区域之外的精度。这项工作旨在开发一个普遍适用的全球ROP模型,减少为每个应用程序重新开发模型所需的工作量。从各个油田和地区的陆上和海上勘探和开发井中收集了钻井数据。这些井具有不同的水深、旋转导向系统(RSS)、PDM、标准旋转等井下驱动、钻头类型(磨齿、TCI、PDC)和斜度(垂直或斜度)。使用深度神经网络对ROP与实时地面数据(如扭矩、钻压(WOB)、转速(RPM)、流量和压力测量值)之间的关系进行建模。对于模型拟合过程中未包含的独立固井测试井,通过汇总统计数据(如Mean Absolute Percentage Error)、图形结果(如残差分布、误差累积分布函数和ROP与深度的关系图)来分析ROP模型的性能。分析既包括总体分析,也包括每口特定井的分析。结果表明,在所有情况下,ROP模型都能有效地进行推广,仅在测试井中误差指标略有增加,其中井间平均绝对百分比误差约为20%,而训练井的平均绝对百分比误差为17.5%。残差分布的中心接近于零,表明系统误差较低。这项工作证明了“全球”ROP预测模型“开箱即用”适用于广泛的钻井作业。全球ROP模型有可能消除学习曲线,减少与为每个油田开发新模型相关的时间和成本。此外,一个有效捕获钻井人员可控参数与机械钻速之间关系的模型可用于自动识别提高机械钻速的钻井参数。ROP优化系统的初步现场测试取得了积极的结果,在遵循软件提供的钻井参数建议后,许多实例都实现了ROP的提高。
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Successful Development and Deployment of a Global ROP Optimization Machine Learning Model
Drilling rate of penetration (ROP) is a major contributor to drilling costs. ROP is influenced by many different controllable and uncontrollable factors that are difficult to distinguish with the naked eye. Thus, machine learning (ML) models such as neural networks (NN) have gained momentum in the drilling industry. Existing models were either field-based or tool-based, which impacted the accuracy outside of the trained field. This work aims to develop one generally applicable global ROP model, reducing the effort needed to re-develop models for every application. A drilling dataset was gathered from exploration and development wells in both onshore and offshore operations from a variety of fields and regions. The wells were curated to have different water depths, down hole drive such as Rotary Steerable System (RSS), PDM, Standard Rotary, bit types (Mill Tooth, TCI, PDC) and inclinations (vertical or deviated). A deep neural network was used for modelling the relationship between ROP and inputs taken from real-time surface data, such as Torque, Weight-on-Bit (WOB), rotary speed (RPM), flow and pressure measurements. The performance of the ROP model was analyzed using historical data via summary statistics such as Mean Absolute Percentage Error, as well as graphical results such as residuals distributions, cumulative distribution functions of errors, and plots of ROP vs depth for independent holdout testing wells not included in the model fitting process. Analysis was done both in aggregate, and for each specific well. The ROP model was demonstrated to generalize effectively in all cases, with only minor increases in error metrics for the holdout test wells, where the Mean Absolute Percentage Error averaged across wells was ~20%, compared to 17.5% averaged across training wells. Furthermore, residuals distributions were centered close to zero, indicating low systematic error. This work proves the case for a "global" ROP prediction model applicable "out-of-the-box" to a broad set of drilling operations. A global ROP model has the potential to eliminate learning curves, reducing time and costs associated with having to develop a new model for every field. Furthermore, a model that effectively captures the relationships between parameters controllable by drillers and ROP can be used for automatically identifying drilling parameters that improve ROP. Preliminary field-testing of the ROP optimization system yielded positive results, with many examples of increased ROP realized after following drilling parameter recommendations provided by the software.
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