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基于人工神经网络方法预测油气资源丰度——以渤海湾盆地东濮凹陷文留地区古近系沙河街组三段为例

杨子杰 陈冬霞 王翘楚 王福伟 李莎 田梓葉 陈淑敏 张婉蓉 姚东升 王昱超

杨子杰, 陈冬霞, 王翘楚, 王福伟, 李莎, 田梓葉, 陈淑敏, 张婉蓉, 姚东升, 王昱超. 基于人工神经网络方法预测油气资源丰度——以渤海湾盆地东濮凹陷文留地区古近系沙河街组三段为例[J]. 石油实验地质, 2024, 46(2): 428-440. doi: 10.11781/sysydz202402428
引用本文: 杨子杰, 陈冬霞, 王翘楚, 王福伟, 李莎, 田梓葉, 陈淑敏, 张婉蓉, 姚东升, 王昱超. 基于人工神经网络方法预测油气资源丰度——以渤海湾盆地东濮凹陷文留地区古近系沙河街组三段为例[J]. 石油实验地质, 2024, 46(2): 428-440. doi: 10.11781/sysydz202402428
YANG Zijie, CHEN Dongxia, WANG Qiaochu, WANG Fuwei, LI Sha, TIAN Ziye, CHEN Shumin, ZHANG Wanrong, YAO Dongsheng, WANG Yuchao. Prediction of petroleum resource abundance based on artificial neural network method: a case study of third member of Paleogene Shahejie Formation in Wenliu area of Dongpu Sag, Bohai Bay Basin[J]. PETROLEUM GEOLOGY & EXPERIMENT, 2024, 46(2): 428-440. doi: 10.11781/sysydz202402428
Citation: YANG Zijie, CHEN Dongxia, WANG Qiaochu, WANG Fuwei, LI Sha, TIAN Ziye, CHEN Shumin, ZHANG Wanrong, YAO Dongsheng, WANG Yuchao. Prediction of petroleum resource abundance based on artificial neural network method: a case study of third member of Paleogene Shahejie Formation in Wenliu area of Dongpu Sag, Bohai Bay Basin[J]. PETROLEUM GEOLOGY & EXPERIMENT, 2024, 46(2): 428-440. doi: 10.11781/sysydz202402428

基于人工神经网络方法预测油气资源丰度——以渤海湾盆地东濮凹陷文留地区古近系沙河街组三段为例

doi: 10.11781/sysydz202402428
基金项目: 

国家自然科学基金面上项目 41972124

详细信息
    作者简介:

    杨子杰(1998—),男,博士生,从事油气藏形成机理与分布规律研究。E-mail:yangzj2834@163.com

    通讯作者:

    陈冬霞(1974—),女,博士,教授,从事油气藏形成机理与分布规律研究。E-mail:Lindachen@cup.edu.cn

  • 中图分类号: TE122.3

Prediction of petroleum resource abundance based on artificial neural network method: a case study of third member of Paleogene Shahejie Formation in Wenliu area of Dongpu Sag, Bohai Bay Basin

  • 摘要: 油气资源丰度通常受多个因素控制,其相关参数信息种类繁杂、数据量庞大,应用传统的地质统计学方法定量预测准确度不高。为了快速预测油气资源量丰度并明确其主控因素,以渤海湾盆地东濮凹陷文留地区古近系沙河街组三段为例,采用基于多层感知器神经网络(MLP)方法对油气资源丰度进行定量预测,同时采用Boosting集成学习算法优化预测模型,分别对66组样本油气资源丰度数据进行预测。结果表明,训练集数据实测值与预测值相关系数分别达0.789和0.989,验证集数据实测值与预测值相关系数分别达0.618和0.825,测试数据中实测值和预测值相关系数分别达0.689和0.845;有效厚度、平均渗透率、有效孔隙度是影响油气资源丰度最主要的3个地质因素,重要性系数分别为33.93%、20.12%和19.53%,圈闭面积、地面原油密度、生烃中心贡献等参数为次要影响因素。采用Boosting集成学习算法优化之后的多层感知器模型预测准确性得到了很大的提升,能为有利目标优选及勘探开发方案调整提供可靠依据,为凹陷内其他区块油气资源评价提供较好的参考和借鉴。

     

  • 图  1  渤海湾盆地东濮凹陷研究区位置(a)、沙三段构造等值线(b)和典型油藏剖面(c)

    据中国石化中原油田分公司。

    Figure  1.  Location of study area (a), isolines of third member of Shahejie Formation (b) and typical reservoir sections (c) in Dongpu Sag, Bohai Bay Basin

    图  2  渤海湾盆地东濮凹陷新生界地层柱状图

    Figure  2.  Stratigraphic histogram of Cenozoic in Dongpu Sag, Bohai Bay Basin

    图  3  渤海湾盆地东濮凹陷研究区排烃强度及烃源岩贡献赋值综合示意

    据参考文献[25]修改。

    Figure  3.  Comprehensive schematic diagram of hydrocarbon expulsion intensity and contribution assignments of hydrocarbon source rocks in study area in Dongpu Sag, Bohai Bay Basin

    图  4  渤海湾盆地东濮凹陷文留地区沙三段沉积相赋值综合示意

    据中国石化中原油田分公司。

    Figure  4.  Comprehensive schematic diagram of sedimentary facies assignment in third member of Shahejie Formation in Wenliu area of Dongpu Sag, Bohai Bay Basin

    图  5  多层感知器学习网络结构示意

    Figure  5.  Structure of multi-layer perceptron (MLP) learning network

    图  6  Boosting集成学习算法示意

    Figure  6.  Diagram of Boosting ensemble learning algorithm

    图  7  多层感知器网络结构

    Figure  7.  MLP network structure

    图  8  基于多层感知器神经网络油气资源丰度建模结果

    Figure  8.  Results of petroleum resource abundance modeling based on MLP neural network

    图  9  基于MLP-Boosting算法油气资源丰度建模结果

    Figure  9.  Results of petroleum resource abundance modeling based on MLP-Boosting algorithm modeling

    图  10  MLP模型(a)和MLP-Boosting集成算法模型(b)检验数据相关性

    Figure  10.  Correlation coefficients of checking data of MLP model (a) and MLP-Boosting ensemble algorithm model (b)

    图  11  MLP模型和MLP-Boosting集成算法模型可靠性分析

    Figure  11.  Reliability of MLP and MLP-Boosting ensemble algorithm models

    图  12  渤海湾盆地东濮凹陷古近系沙河街组三段预选有利区分布

    Figure  12.  Distribution of preselected favorable areas of third member of Paleogene Shahejie Formation in Dongpu Sag, Bohai Bay Basin

    图  13  渤海湾盆地东濮凹陷古近系沙河街组三段地质参数相关系数矩阵热图

    Figure  13.  Matrix heat map of correlation coefficients of geological parameters in third member of Paleogene Shahejie Formation, Dongpu Sag, Bohai Bay Basin

    图  14  渤海湾盆地东濮凹陷古近系沙河街组三段地质参数数据

    Figure  14.  Geological parameters of third member of Paleogene Shahejie Formation, Dongpu Sag, Bohai Bay Basin

    表  1  渤海湾盆地东濮凹陷文留地区沉积相赋值统计

    Table  1.   Statistics of sedimentary facies assignments of Wenliu area of Dongpu Sag, Bohai Bay Basin

    参数 滨浅湖 滨浅湖—三角洲前缘 三角洲前缘 半深湖—深湖 分流河道 浅水三角洲
    地质储量/104 t 319 118 1302 484.87 124 449
    地质储量占比 0.11 0.04 0.47 0.17 0.04 0.16
    沉积相赋值 0.25 0.09 1.00 0.37 0.10 0.34
    下载: 导出CSV

    表  2  基于多层感知器神经网络模型油气资源丰度预测结果

    Table  2.   Prediction results of petroleum resource abundance based on MLP neural network modeling

    参数 训练集 验证集
    最小误差/(104 t/km2) -26.961 -26.606
    最大误差/(104 t/km2) 24.535 51.742
    平均误差/(104 t/km2) 0.346 0.7
    平均绝对误差/(10 4t/km2) 6.773 15.736
    标准差 9.01 21.081
    相关系数 0.789 0.618
    样品数 47 19
    注:最小误差和最大误差:真实值和预测值之间的差值;平均误差:显示所有样本的误差的平均值;平均绝对误差:显示所有样本的误差绝对值的平均值(不考虑正负)。表 3表 4同。
    下载: 导出CSV

    表  3  基于MLP-Boosting算法模型油气资源丰度预测结果

    Table  3.   Prediction results of petroleum resource abundance based on MLP-Boosting algorithm model

    参数 训练集 验证集
    最小误差/(104 t/km2) -6.627 -21.478
    最大误差/(104 t/km2) 5.963 44.258
    平均误差/(104 t/km2) -0.205 1.754
    平均绝对误差/(104 t/km2) 1.287 11.399
    标准差 2.068 16.545
    相关系数 0.989 0.825
    样品数 47 19
    下载: 导出CSV

    表  4  MLP模型和MLP-Boosting集成算法模型检验结果

    Table  4.   Test results of MLP and MLP-Boosting ensemble algorithm models

    参数 检验数据
    MLP MLP-Boosting
    最小误差/(104 t/km2) -14.362 -11.288
    最大误差/(104 t/km2) 38.262 36.32
    平均误差/(104 t/km2) 7.6 3.507
    平均绝对误差/(10 4t/km2) 11.408 8.936
    相关系数 0.689 0.845
    样品数 20 20
    下载: 导出CSV

    表  5  渤海湾盆地东濮凹陷古近系沙河街组三段3个预选有利区带的资源丰度预测结果

    Table  5.   Resource abundance evaluation results of three pre-selected favorable zones in third member of Paleogene Shahejie Formation of Dongpu Sag, Bohai Bay Basin

    预选有利区带 有利区带资源丰度/(104 t/km2)
    MLP- Boosting算法模型 MLP模型
    最大值 最小值 平均值 最大值 最小值 平均值
    区带1 75.79 47.11 61.37 64.84 33.20 59.13
    区带2 65.27 36.28 56.16 65.43 35.03 55.23
    区带3 65.32 65.12 65.21 65.43 38.56 63.54
    下载: 导出CSV
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出版历程
  • 收稿日期:  2023-04-26
  • 修回日期:  2024-02-06
  • 刊出日期:  2024-03-28

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