磁场变化的插值算法

Dmitrii Vishniakov, I. Lygin, D. Arutyunyan
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引用次数: 0

摘要

为了解决许多地质和地球物理问题,研究地球磁场的变化是非常重要的。观测到的变化通常来自观测站或临时变差站的数据。然而,在开展各种区域磁找矿工作时,观测台站网络还不够完备,无法正确地解释变异场。在这方面,有必要对不规则网点的变化数据进行插值。同时,获得最优算法是一个模棱两可的任务,它的求解需要考虑一系列因素,这些因素决定了物理参数在区域上的分布规律。本课题提出了一种采用复加权系数法的插值算法。该技术在中欧磁体间天文台的数据上进行了测试,获得的精度为±2 nT.利用插值方法与已知插值方法进行对比分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Algorithm for interpolation of magnetic field variations

To solve many geological and geophysical problems, it is very important to study variations of the Earth's magnetic field. The observed variations are usually obtained from data from observatories or temporary variation stations. However, while performing various regional magnetic prospecting works, the network of observatories is not complete enough to account for the variation field correctly.

In this regard, it is becoming necessary to interpolate the data on variations from the points of irregular network. At the same time, obtaining the optimal algorithm is an ambiguous task, its solution requires taking a whole list of factors into account that determine regularity of distribution of physical parameters over the area.

This project represents an interpolation algorithm using method of complex weighting coefficients. The technique was tested on data from the Intermagnet observatories for central Europe, and the obtained accuracy was ± 2 nT. Comparative analysis with known interpolation methods by interpolation methods was carried out.

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