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The Method of Logging Curves Fusion Based on Multi-Scale Wavelet Transform

机译:基于多尺度小波变换的测井曲线融合方法

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The mutation and form of logging curve can be represented by the variation of modulus maxima coefficients of wavelet transform within different scales exactly, then we can use wavelet multiscale edge detection theory to analyze characteristics of sequence stratigraphy boundaries in logging curves. Obtain the modulus maximum of approximation coefficient matrix and detail coefficient matrix after decompositing GR and SP curve in every scales. Compare and amend the modulus maximum of approximation coefficient matrix and detail coefficient matrix reciprocally, applicate the Mallat alternation foldover algorithm to reconstruction logging curve eventually, we can get the fusion curves in different scales. The fusion curves can greatly enhance characteristics of sequence stratigraphy boundaries in logging curves.
机译:测井曲线的突变和形式可以通过精确的小波变换的模量Maxima系数的变化来表示,然后我们可以使用小波多尺度边缘检测理论来分析测井曲线中序列地层边界的特征。在每个尺度中分解GR和SP曲线之后,获得近似系数矩阵和细节系数矩阵的模量。比较和修改近似系数矩阵和细节系数矩阵的模量相互比较,将Mallat交替的重组算法应用于重建测井曲线最终,我们可以在不同的尺度中获得融合曲线。融合曲线可以大大提高测井曲线序列地层边界的特征。

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