用三种计算智能技术预测选定储层岩石物理性质对井底压力的影响

Q1 Earth and Planetary Sciences
Emmanuel E. Okoro , Samuel E. Sanni , Tamunotonjo Obomanu , Paul Igbinedion
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引用次数: 0

摘要

本研究探讨了选定的岩石物理性质对流动井底压力预测的影响。为了有效地定位这项研究的本质,使用生产数据和一些选定的岩石物理性质作为独立输入变量,使用遗传、帝国主义竞争和鲸鱼优化算法来预测储层的井底压力。从挪威沃尔沃油田共收集了15633个数据集,在对数据进行筛选后,共使用9161个数据集来开发适当的计算智能模型。数据被随机分为三组:训练、验证和测试数据。本研究考虑了两种情况。第一种情况涉及仅使用11个自变量预测流动井底压力,而第二种情况涉及使用相同的自变量和两种选定的岩石物理性质(孔隙度和渗透率)预测相同的流动井底压力。如第一个场景中所暗示的,两个场景中的每一个都涉及使用三(3)个启发式搜索优化器来确定最佳模型架构。优化器被允许选择最佳层数(在1到10之间)、每个层的最佳节点数(在10到100之间)以及每个任务/操作所需的最佳学习率。结果表明,模型能够很好地学习问题,学习率固定在0.001到0.0001之间,尽管随着学习率的降低,学习速度逐渐变慢。对于所选择的模型配置,结果表明,0.0001的中等学习率会在训练和测试的数据集上产生良好的模型性能。比较了三种基于最小MSE、RMSE、MAE和最高确定系数(R2)的启发式搜索优化器的实际值和预测值,表明帝国主义竞争算法优化器相对于遗传算法和鲸鱼优化算法优化器最准确地预测了流动井底压力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Predicting the effects of selected reservoir petrophysical properties on bottomhole pressure via three computational intelligence techniques

This study investigates the effects of selected petrophysical properties on predicting flowing well bottomhole pressure. To efficiently situate the essence of this investigation, genetic, imperialist competitive and whale optimization algorithms were used in predicting the bottomhole pressure of a reservoir using production data and some selected petrophysical properties as independent input variables. A total of 15,633 data sets were collected from Volvo field in Norway, and after screening the data, a total of 9161 data sets were used to develop apt computational intelligence models. The data were randomly divided into three different groups: training, validation, and testing data. Two case scenarios were considered in this study. The first scenario involved the prediction of flowing bottomhole pressure using only eleven independent variables, while the second scenario bothered on the prediction of the same flowing bottomhole pressure using the same independent variables and two selected petrophysical properties (porosity and permeability). Each of the two scenarios involved as implied in the first scenario, the use of three (3) heuristic search optimizers to determine optimal model architectures. The optimizers were allowed to choose the optimal number of layers (between 1 and 10), the optimal number of nodal points (between 10 and 100) for each layer and the optimal learning rate required per task/operation. the results, showed that the models were able to learn the problems well with the learning rate fixed from 0.001 to 0.0001, although this became successively slower as the leaning rate decreased. With the chosen model configuration, the results suggest that a moderate learning rate of 0.0001 results in good model performance on the trained and tested data sets. Comparing the three heuristic search optimizers based on minimum MSE, RMSE, MAE and highest coefficient of determination (R2) for the actual and predicted values, shows that the imperialist competitive algorithm optimizer predicted the flowing bottomhole pressure most accurately relative to the genetic and whale optimization algorithm optimizers.

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来源期刊
Petroleum Research
Petroleum Research Earth and Planetary Sciences-Geology
CiteScore
7.10
自引率
0.00%
发文量
90
审稿时长
35 weeks
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