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The textural analysis of gravity data using co-occurrence matrices

机译:使用共现矩阵对重力数据进行纹理分析

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摘要

Images derived from measurements of the strength of the Earth's gravity field are made routinely and are used for many purposes, such as mineral exploration. Textural analysis of these datasets using grey-level co-ocurrence matrices (GLCMs) is a useful method for enhancing subtle detail, and are frequently used as an aid to interpretation. The GLCM textural measures involve a vector that connects pairs of pixels within a kernel that is moved over the image. This paper introduces GLCMs which use vectors designed specifically for the circular features that are associated with short wavelength anomalies in the Earth's gravitational field. The GLCM vector, instead of being the same at each point within the kernel, is made to follow the contours of constant field value of simple gravity anomalies. The use of a textural measure such as the inverse difference moment, which attains a maximum value when all the image pixels that are compared have the same value, then yields a strong response at the central locations of the features of interest. The filters are demonstrated both on synthetic data and on gravity data from South Africa.
机译:从地球重力场强度的测量结果中得出的图像是常规制作的,可用于多种目的,例如矿物勘探。使用灰度共现矩阵(GLCM)对这些数据集进行纹理分析是增强细微细节的有用方法,并且经常用作解释的辅助工具。 GLCM纹理度量涉及一个矢量,该矢量连接在图像上移动的内核内的成对像素。本文介绍了GLCM,这些GLCM使用专门为圆形特征设计的矢量,这些圆形特征与地球引力场中的短波长异常有关。 GLCM向量不是在内核中的每个点都相同,而是遵循简单重力异常的恒定场值的轮廓。当比较的所有图像像素都具有相同的值时,使用诸如逆差矩之类的纹理测量值将达到最大值,然后在感兴趣的特征的中心位置产生强烈的响应。在合成数据和来自南非的重力数据中都展示了这些过滤器。

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