基于二维断层和褶皱构造二阶导数重力异常的最小二乘深度确定方法在埃及苏伊西湾地区的应用

E.M. Abdelrahman, A.I. Bayoumi, H.M. El-Araby
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引用次数: 1

摘要

目前的工作证实了Gupta[1983年地球物理学[1983年]48,357-360]和Abdelrahman等人[1985年地球物理学[1985年]50,262-263]的基本思想,即通过求解f(z) = 0形式的非线性方程,最小二乘法在确定垂直阶梯(薄板近似)和水平圆柱体深度时的有效性。利用该方法对埃及苏伊西湾地区的第二次垂向导数异常图进行分析,发现水平柱状体近似的NW-SE向长盐体中心深度与地震深度图的结果非常吻合。
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A least-squares approach to depth determination from second derivative gravity anomalies due to two-dimensional faulted and folded structures with application to the Gulf of Suez region, Egypt

The present work confirms the basic ideas of Gupta [1983 Geophysics48, 357–360] and Abdelrahman et al. [1985 Geophysics50, 262–263] on the effectiveness of the least-squares method in determining depths to a vertical step (thin plate approximation) and a horizontal cylinder from the second vertical derivative maps by finding a solution of a non-linear equation in the form of f(z) = 0. Analysis of the second vertical derivative anomaly map in an area of the Gulf of Suez region of Egypt by this present approach revealed a depth to the center of a long NW-SE trending salt body approximated by a horizontal cylinder to be in a very good agreement with that obtained from seismic depth maps.

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