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De-noising algorithm for magnetotelluric signal based on mathematical morphology filtering

机译:基于数学形态学滤波的大地电磁信号降噪算法

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摘要

In this paper, an effective de-noising algorithm based on mathematical morphology filtering for magnetotelluric sounding data is presented. Magnetotelluric signals are nonlinear, non-stationary, non-minimum phase, they do not meet the basic requirements of the Fourier transform based on the traditional power spectrum estimation. Mathematical morphology filtering is a new signal analysis method developed in recent years for dealing with non-linear, non-stationary signal. This paper briefly introduce the mathematical morphology filtering basic principles and algorithms. According to the properties of structuring elements, the mathematical morphology filtering is designed. Analysis structuring elements type selection program by filtering performance. Based on the measured signal processing, we discussed its application in magnetotelluric sounding data processing and strong interference separation. Experimental results indicate that the proposed method is feasible and can effectively eliminate larger scale disturbance and baseline drift of magnetotelluric sounding data. In addition, the method is efficient to keep the main characteristics of the original signals, and is helpful to improve signal quality and information interpretability for magnetotelluric sounding data.
机译:本文提出了一种有效的基于数学形态学滤波的大地电磁测深数据降噪算法。大地电磁信号是非线性,非平稳,非最小相位的信号,它们不满足基于传统功率谱估计的傅立叶变换的基本要求。数学形态学滤波是近年来开发的用于处理非线性,非平稳信号的新信号分析方法。本文简要介绍了数学形态学滤波的基本原理和算法。根据结构元素的性质,设计了数学形态学滤波方法。通过过滤性能来分析结构元素类型选择程序。在实测信号处理的基础上,我们讨论了其在大地电磁测深数据处理和强干扰分离中的应用。实验结果表明,该方法是可行的,可以有效消除大尺度的大地电磁测深数据扰动和基线漂移。另外,该方法有效地保留了原始信号的主要特征,并且有助于改善大地电磁测深数据的信号质量和信息可解释性。

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