建立以比重和地层体积系数为相关参数的原油粘度预测模型

H. Ijomanta, Olorunfemi Kawonise
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引用次数: 0

摘要

本文介绍了以地层体积系数和泡点压力下流体密度为相关参数,利用机器学习算法预测尼日尔三角洲油藏粘度的研究工作。在考虑油藏可采油量时,油粘度是一个重要的输入,因此它是采收率计算、物质平衡分析、油藏模拟/历史匹配、EOR评估和许多其他应用的重要输入。实验室获得油品粘度的技术既昂贵又费时,因此需要开发各种数学关系式来估计油品粘度。大多数相关性利用从分析油样中建立的经验和实验关系来获得预测盆地粘度的趋势。这些方法都没有用于尼日尔三角洲流体的油粘度。粘度在全球范围内被定义为流体对剪切应力的阻力或流体分子对变形的阻力。对于一个典型的储层流体系统,当液体和气体处于动态平衡状态时,建立了储层流体成分随温度和压力的变化来确定储层流体粘度1。因此,对于等温系统,在油藏中一定的压力下,粘度在很大程度上取决于组分。储层流体成分也由储层流体密度和地层体积因子表示;因此,可以从油密度和地层体积因子中推断出储层流体的粘度,尽管这些参数之间尚未建立直接关系。因此,能够建立比重(密度)和FVF与粘度之间关系的相关性将在石油和工业中具有重要价值。该分析使用的数据包括粘度、地层体积系数、2800样品泡点压力下的油密度。通过分析3500多份PVT分析报告,使用python工作程序提取数据点,清理数据并去除错误数据,进行初步分析以建立数据之间的基线关系,从而获得数据。使用分类树模型的监督学习作为机器学习方法。回顾了7种不同的机器学习算法,并选择随机森林回归(Random Forest Regressor)作为最合适的预测算法。模型预测结果非常令人鼓舞,在80%以上的情况下,模型预测粘度与实验粘度的偏差在10%以内,预测精度约为90%。分析结果进一步表明,在不调整一些明显错误数据点的情况下,该模型能较好地预测中轻质油的粘度,R2值在0.90 ~ 0.96之间。这项研究工作的未来将涉及进一步深入的分析,将初步QC图与结果合并,以评估离群样本点对模型最终可预测性的影响。此外,还可以探索其他机器学习模型,以进一步提高可预测性,并能够预测除气泡点压力以外的其他压力值的粘度,从而捕获油藏生产寿命期间的粘度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Developing a Model to Predict Oil Viscosity Using Specific Gravity and Formation Volume Factor as Correlating Parameters
This paper presents the research work on using a machine learning algorithm to predict the viscosity of Niger Delta oil reservoirs using formation volume factor and fluid density at bubble point pressure as correlating parameters. Oil Viscosity stands out when considering the amount of oil recoverable from the reservoir hence it is an important input into the recovery factor computation, material balance analysis, reservoir simulation/history match, EOR evaluations and many other applications. Laboratory techniques of obtaining oil viscosity are quite expensive and time consuming, hence the need for various mathematical correlations developed for its estimation. Majority of the correlations make use of empirical and experimental relationships developed from analyzing oil samples to obtain a trend to predict viscosity mostly for a basin. None of these has been developed for oil viscosity for Niger Delta fluids. Viscosity has been globally defined as the resistance to shear stresses within the fluid or the resistance of the fluid molecules to deformation. For a typical reservoir fluid system, where the liquid and gas exist in dynamic equilibrium, reservoir fluid composition along with temperature and pressure has been established to determine reservoir fluid viscosity1. Hence for an isothermal system and at a defined pressure in the reservoir the viscosity will be dependent on largely the composition. The reservoir fluid composition is also represented by the reservoir fluid density and the formation volume factor; therefore it is possible to deduce the viscosity of reservoir fluids from the oil density and formation volume factor even though a direct relationship has not been established between these parameters. Therefore, a correlation that can establish a relationship between the specific gravity (density) and FVF with viscosity will have significant value in the oil and industry. The data used for this analysis includes viscosity, formation volume factor, oil density at 2800 sample bubble point pressure. The data was obtained by analyzing over 3500 PVT Analysis reports, extracting the data points using a python work program, cleaning up the data and removing erroneous data, performing preliminary analysis to establish baseline relationships between the data. Supervised learning using a classification tree model was used as the machine learning approach. Seven different machine learning algorithms were reviewed, and the Random Forest Regressor was selected as the most suitable algorithm for the prediction. The model prediction results were quiet encouraging as the model was able to predict viscosity within 10% deviation from the experimental viscosity for over 80% of the cases resulting in about 90% prediction accuracy. The analysis of the results further revealed that the model could better predict viscosity of Medium to Light oil with an R2 value of between 0.90-0.96 without adjusting some obvious erroneous data points. Future of this research work will involve further in-depth analysis which will merge the preliminary QC plots with the results to evaluate the effect of the outlier sample points on the final predictability of the model. Also explore other machine learning models to further improve predictability and be able to predict viscosity across other pressure values other than the bubble point pressure to capture viscosity along the producing life of the reservoir.
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