集成自组织图和数据驱动方法预测油层体积因子:以北非原油为例

Gamal A. Alusta, H. Algdamsi, A. Amtereg, Ammar Agnia, Ahmed Alkouh, Bacem Kcharem
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引用次数: 0

摘要

本文首次提出了一种利用人工智能方法求解储层体积系数的创新方法。将自组织映射(SOM)技术与统计预测方法相结合,实现了单步降维、输入数据结构模式提取和地层体积因子Bo的预测。SOM神经网络方法将无监督训练算法与反向传播神经网络BPNN相结合,将整个PVT输入集细分为不同的模式,识别出一组具有共同点的数据,并为每个特定的PVT聚类运行单独的MLFF ANN模型并计算Bo。本研究使用了来自北非地区的200多个石油样本的PVT数据(总共804个数据点),这些石油样本代表了不同的盆地,覆盖了更大的地理区域。在som -神经网络求解结果的介绍中,为了建立Bo测定精度的明确界限,包括了几个统计参数和术语。主要结果是,与其他方法相比,新提出的SOM和MLFF ANN的竞争学习结构集成将误差降低到小于1%。然而,在这项工作中也研究了模型驱动和数据驱动方法的五种独立方法,用于估计Bo论文:1)由(McCain, 1998)引入的多元回归的最优变换,使用交替条件期望(ACE)选择多元回归变换2);3)机器学习预测模型(最近邻回归、核脊回归、高斯过程回归(GPR)、随机森林回归(RF)、支持向量回归(SVM)、决策树回归(DT)、梯度增强机器回归(GBM)、组建模数据处理(GMDH))。回归模型精度指标(平均绝对相对误差,r平方),诊断图用于解决预测Bo的更适当的技术和模型。
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Integration of Self Organizing Map and Date Driven Methods to Predict Oil Formation Volume Factor: North Africa Crude Oil Examples
In this paper we introduce for the first time an innovative approach for deriving Oil Formation Volume Factor (Bo) by mean of artificial intelligence method. In a new proposed application Self-Organizing Map (SOM) technology has been merged with statistical prediction methods integrating in a single step dimensionality reduction, extraction of input data structure pattern and prediction of formation volume factor Bo. The SOM neural network method applies an unsupervised training algorithm combined with back propagation neural network BPNN to subdivide the entire set of PVT input into different patterns identifying a set of data that have something in common and run individual MLFF ANN models for each specific PVT cluster and computing Bo. PVT data for more than two hundred oil samples (total of 804 data points) were collected from the north African region representing different basin and covering a greater geographical area were used in this study. To establish clear Bound on the accuracy of Bo determination several statistical parameters and terminology included in the presentation of the result from SOM-Neural Network solution. the main outcome is the reduction of error obtained by the new proposed competitive Learning Structure integration of SOM and MLFF ANN to less than 1 % compared to other method. however also investigated in this work five independents means of model driven and data driven approach for estimating Bo theses are 1) Optimal Transformations for Multiple Regression as introduced by (McCain, 1998) using alternating conditional expectations (ACE) for selecting multiple regression transformations 2), Genetic programing and heuristic modeling using Symbolic Regression (SR) and cross validation for model automatic tuning 3) Machine learning predictive model (Nearest Neighbor Regression, Kernel Ridge regression, Gaussian Process Regression (GPR), Random Forest Regression (RF), Support Vector Regression (SVM), Decision Tree Regression (DT), Gradient Boosting Machine Regression (GBM), Group modeling data handling (GMDH). Regression Model Accuracy Metrics (Average absolute relative error, R-square), diagnostic plot was used to address the more adequate techniques and model for predicting Bo.
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