席鹏飞, 杨明合, 郭王恒, 石建刚. 基于声波时差数据波动性识别异常压实地层的方法[J]. 石油钻探技术, 2019, 47(6): 111-115. DOI: 10.11911/syztjs.2019136
引用本文: 席鹏飞, 杨明合, 郭王恒, 石建刚. 基于声波时差数据波动性识别异常压实地层的方法[J]. 石油钻探技术, 2019, 47(6): 111-115. DOI: 10.11911/syztjs.2019136
XI Pengfei, YANG Minghe, GUO Wangheng, SHI Jiangang. A Method for Identifying Abnormally Compacted Strata Based on the Fluctuation of Interval Transit Time Data[J]. Petroleum Drilling Techniques, 2019, 47(6): 111-115. DOI: 10.11911/syztjs.2019136
Citation: XI Pengfei, YANG Minghe, GUO Wangheng, SHI Jiangang. A Method for Identifying Abnormally Compacted Strata Based on the Fluctuation of Interval Transit Time Data[J]. Petroleum Drilling Techniques, 2019, 47(6): 111-115. DOI: 10.11911/syztjs.2019136

基于声波时差数据波动性识别异常压实地层的方法

A Method for Identifying Abnormally Compacted Strata Based on the Fluctuation of Interval Transit Time Data

  • 摘要: 受地层岩性等因素影响,声波时差数据会出现波动,从而影响利用声波时差识别异常压实地层的精度。为此,依据正常压实泥岩段地层声波时差与井深的关系,采用了密度聚类法剔除无效数据点,并应用小波理论及概率分析方法分析了正常压实地层声波时差数据的波动性。研究发现:密度聚类法能有效去除异常数据点,对于正常压实地层声波时差数据波动性的描述,一次小波分解即可满足要求;分布拟合检验表明,声波时差数据的波动性符合tLocation-Scale概率分布;通过构建异常压实地层的概率计算公式,可定量识别异常压实地层。计算结果表明,通过计算声波时差波动概率能定量识别异常压实地层,提高识别异常压实地层的精度,避免分析的盲目性、随意性。对于其他基于泥页岩正常压实曲线的常规测井资料,均可采用该方法进行分析。

     

    Abstract: The fluctuation of interval transit time data can be caused by factors such as variable formation lithology which affects the accurate identification of abnormally compacted strata by interval transit time. Therefore, the fluctuation of interval transit time data in normally compacted sections was analyzed according to the relationship between the interval transit time and well depth at normally compacted mudstone section, by eliminating the invalid data points using a density data clustering method, made possible by means of wavelet theory and the probability analysis method. Research results showed that the density clustering method could effectively remove the anomalous data points. One wavelet decomposition could meet the requirement to describe the fluctuation of interval transit time data at the normally compacted section; the distribution fitting test indicated that the fluctuation of interval transit time data was consistent with tLocation–Scale probability distribution. Thus the abnormally compacted section could be quantitatively identified by constructing a probability calculation formula. The calculation results showed that the abnormally compacted section could be quantitatively identified by calculating the fluctuation probability of interval transit time, improve the identification accuracy of abnormally compacted section, and avoid the blindness and randomness of analysis. Similar analyses can be performed for other conventional logging data analyses based on the normal compaction curve of shale.

     

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