Correlation for predicting bubble point pressure for 22.3≤°API≥45 crude oils: A white-box machine learning approach

Prince Benard Ikpabi, Oluwatoyin Olakunle Akinsete
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Abstract

Bubble point pressure (BPP) is a key parameter for oil and gas reservoir identification, characterization, and management. An accurate correlation of this property with the evolving digital technology of machine learning, in the absence of experimental PVT analysis, serves as guidance in the development and recovery of reservoir fluids. In this study, a predictive BPP correlation was derived by intrinsically linearizing a nonlinear multiple regression, with the best coefficients (global minimum) extracted using White-box (Linear Regression, Ridge Regression, and Lasso Regression) Machine Learning models. The new correlation was developed, validated, and tested using 314 measured PVT data points from the Niger Delta Region. The data were subdivided into four classes: extra-light crude for API > 45, light crude for 31.1 < API ≤ 45, medium crude for 22.3 < API ≤ 31.1, and heavy crude for API ≤ 22.3. Statistical evaluation metrics such as root mean squared error, average absolute relative error, and average relative error were employed to compare the performance of the new correlation with the existing empirical ones. Results showed that the new BPP correlation developed by White-box Linear Regression outperformed the other White box (Ridge Regression and Lasso Regression) and other existing BPP empirical models. Taking advantage of emerging data-driven and machine learning as BPP predictive model is effective and efficient in reservoir fluids analysis.
预测22.3≤°API≥45原油气泡点压力的相关性:白盒机器学习方法
气泡点压力(BPP)是油气储层识别、表征和管理的关键参数。在没有实验PVT分析的情况下,将这一特性与不断发展的机器学习数字技术精确关联起来,可以为油藏流体的开发和开采提供指导。在本研究中,通过对非线性多元回归进行本质线性化,得出预测BPP相关性,并使用白盒(线性回归、Ridge回归和Lasso回归)机器学习模型提取最佳系数(全局最小值)。利用尼日尔三角洲地区314个测量的PVT数据点,开发、验证和测试了新的相关性。数据被细分为4类:超轻质原油(API > 45)、轻质原油(31.1 < API≤45)、中质原油(22.3 < API≤31.1)和重质原油(API≤22.3)。采用均方根误差、平均绝对相对误差、平均相对误差等统计评价指标对新相关性与已有经验相关性的性能进行比较。结果表明,利用白盒线性回归建立的新BPP相关性优于其他白盒(Ridge回归和Lasso回归)和其他现有的BPP经验模型。利用新兴的数据驱动和机器学习作为BPP预测模型,在油藏流体分析中是有效和高效的。
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