Empirical mode decomposition-refined composite multiscale dispersion entropy analysis and its application to geophysical well log data

叠加原理 突出 希尔伯特-黄变换 理论(学习稳定性) 非线性系统 熵(时间箭头) 地质学 色散(光学) 模式(计算机接口) 计算机科学 数据挖掘 统计物理学 数学 统计 人工智能 机器学习 物理 白噪声 光学 操作系统 数学分析 量子力学
作者
Xinyuan Ji,Hongliang Wang,Yuntian Ge,Jintong Liang,Xiaolong Xu
出处
期刊:Journal of Petroleum Science and Engineering [Elsevier]
卷期号:208: 109495-109495 被引量:8
标识
DOI:10.1016/j.petrol.2021.109495
摘要

Oil and gas exploration activities often face great challenges due to the nonlinear behavior of the reservoir's physical properties, which is commonly defined as “heterogeneity”. Currently, well log data analysis techniques are a novel approach to unravel such nonlinear behavior, because well log data incorporates considerable geological information that determines reservoir property. However, the current complexity analysis techniques face two challenges: 1) the spatiotemporal multiscale nature of complex geological systems and 2) the superposition of the trends in the geophysical well log data on the analysis results. To fill the research gap, we propose an empirical mode decomposition-refined composite multiscale dispersion entropy analysis (EMD-RCMDEA) to eradicate trends and obtain the complexity results with spatiotemporal characteristics. The proposed method produces more accurate results, and its effectiveness, stability, and efficiency are also verified by the simulation signals and the gamma-ray (GR) well log signals. Compared to previous refined composite multiscale entropy analysis (RCMSEA), the EMD-RCMDEA enhances the stability by 69.3% and efficiency by 53.5%. Additionally, using the GR well log data for reservoirs, this method is also applied to explore the heterogeneity of strata with diverse depositional environments and different composite patterns and acquire the following results. 1) The EMD-RCMDEA values of the GR well log data are positively correlated with the heterogeneity of the strata. 2) The reservoir developed in a delta-front depositional environment has the strongest heterogeneity. 3) The heterogeneity of the composite patterns is much stronger than that of the single heterogeneity patterns. 4) Among the heterogeneities of the composite patterns, the pattern consisting of different facies is stronger than that for single facies. • A novel heterogeneity evaluation method is proposed based on EMD-RCMDEA. • New metrics for evaluating the stability of the multiscale entropy method are proposed. • The EMD-RCMDEA eliminates the drawback of multiscale entropy methods. • Trends superimposed in signals affect complexity analysis results. • The EMD-RCMDEA values of GR well log data positively correlate with reservoir heterogeneity.
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