›› 2016, Vol. 37 ›› Issue (2): 1-1.doi: 10.7657/XJPG20160208

• 论文 •    

基于Matlab小波分析的旋回划分及其地质意义——以东海盆地西湖凹陷保椒斜坡带平北段Pb-1井平湖组为例

谢国根1,郑俊2   

  1. (1.铜陵学院 数学与计算机学院,安徽 铜陵 244061;2.中国矿业大学 资源与地球科学学院,江苏 徐州 221116)
  • 出版日期:2019-01-01 发布日期:1905-07-13

Cycle Division Based on Matlab Wavelet Analysis and Its Geologic Implication: A Case Study of Pinghu Formation in Pb1 Well of Pingbei Section in Baojiao Slope Belt of Xihu Sag, Donghai Basin

XIE Guogen1, ZHENG Jun2   

  1. (1.College of Mathematics and Computer, Tongling University, Tongling, Anhui 244061, China;2.School of Resource and Earth Science, China University of Mining &Technology, Xuzhou, Jiangsu 221116, China)
  • Online:2019-01-01 Published:1905-07-13

摘要: 以东海盆地西湖凹陷保椒斜坡带平北段Pb-1井为例,运用Matlab小波分析Pb-1井始新统平湖组自然伽马曲线包含的地质信息。根据小波变换后的小波变换系数时频能量和小波变换系数曲线特征,将平湖组划分为3个长期旋回和5个中期旋回,显示出小波变换在测井层序地层划分中具有较高的分辨率,能识别沉积作用中的隐蔽旋回特征。在此基础上,探讨了不同尺度内小波变换系数曲线与煤层发育位置之间的关系。结果表明,研究区煤层多发育于小波变换系数曲线峰值相对较小的位置,即对应于长期旋回内三角洲的退积过程及中期旋回内三角洲退积—进积的转换时期。

Abstract: Taking the Pinghu formation of Eocene in Well Pb?1 of Pingbei section in Baojiao slope belt in Xihu sag of Donghai basin as an example, the geologic information contained in GR logging data from Well Pb?1 Pinghu formation are analyzed using Matlab wavelet. Based on the time?frequency energy and curve characteristics of the wavelet transform coefficient after transforming, the coal?bearing strata of the Pinghu formation are divided into 3 long?term cycles and 5 middle?term cycles, which show that the wavelet transform has higher resolution in well logging sequence stratigraphic division, by which the characteristics of hidden sedimentary cycles can be recognized. On the basis of these, this paper discussed the relationship between the curves of wavelet transform coeficients in different scales and the coal measures positions. The result indicates that the coal measures in the study area are mainly located in the positions with relatively small peak value on the curves, which correspond to the delta retrograding process within the long?term cycles and the delta retrograding?prograding conversion period within the middle cycles

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