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关于测井序列和地震道的反射系数序列的分形性质
引用本文:任福尧 钱绍新. 关于测井序列和地震道的反射系数序列的分形性质[J]. 复旦学报(自然科学版), 1997, 36(6): 691-699
作者姓名:任福尧 钱绍新
作者单位:[1]复旦大学 [2]北京石油勘探开发科学研究院
摘    要:应用分式Brown运动和分式Gauss噪声之样本函数的分形性质,分析了吉拉克地区,轮南第57号测井序列,得到其速率序列及其扫射系数序列分别是维数为1.76和1.10的分形,它们的谱密度分别为f^0.51和f^-0.08。应用局部分式Brown运动和局部分式Gauss噪声的分形性质放改进的反褶积法,分析了吉拉克地区地震道信号,是到了各地震道CDP之反射系数序列维数为(2-HK)的局部分式Gauss噪

关 键 词:地震反射系数 分形 测井 地震测井

On fractal properties of reflection sequences from a well log and seismic trace
Ren Fuyao,Zhao Xingqiu, Jiang Feng, Qiu Weiyuan, Su Feng. On fractal properties of reflection sequences from a well log and seismic trace[J]. Journal of Fudan University(Natural Science), 1997, 36(6): 691-699
Authors:Ren Fuyao  Zhao Xingqiu   Jiang Feng   Qiu Weiyuan   Su Feng
Affiliation:Ren Fuyao;Zhao Xingqiu; Jiang Feng; Qiu Weiyuan; Su Feng (Fudan Universiyt)Qiang Shaoxing(Scientific Research Institute of Petroleum Exploration & Development)
Abstract:In this paper, properties of sample function of fractional Brownian motion and Gaussian noise to analyzing the sequence from No. 57 well log in LenNan,JiLKa are applied.lts reflection trace and velocity trace are approximated by a fractal curve with fractal dimension 1. 76 and 1. 10 respectively,and their spectral density are approximate to f0.52 and f-0. 8 respectively. Fractal properties and other related properties of local fractional Brownian motion and Gaussian noise,geostatistical method and improved deconvolution to analyzing seismic signals in JILAKE. That sequence of reflection variation is a fractal curve of local fGn type with fractal dimension (2-Hk) for every seismic trace CDP k.
Keywords:local fractional Brownian motion  fractional Gauss noise  fractal  seismic reflection  
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