基于同步心电节拍EEMD的心电信号在线信噪比改进

Ali Marjaninejad, F. Almasganj, Ata Jodeiri Sheikhzadeh
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引用次数: 4

摘要

经验模态分解(EMD)是一种非常强大的信号依赖算法,它将信号分解为一组固有模态函数(imf)。本文的重点是应用改进的集成经验模态分解(EEMD)方法提高噪声污染心电图信号的信噪比(SNR)。将该方法应用于心电记录的同步序拍。由于该方法具有合理的计算复杂度和对记录信号的操作,因此也可用于在线应用。在这项研究中,EMD的信噪比为12的结果在均方误差(MSE)方面被报道为4.37×10-4,而对于相同的记录,提议的EEMD的MSE被报道为低至1.08×10-4。与简单EMD等其他方法相比,本研究提供的实验和结果显示出非常有希望的性能。在本文中,在确认了固有白噪声通常分配给污染心电信号的前两个imf这一事实之后,有报道称,通过去除输入信号同步顺序拍的前两个imf,所提出的EEMD方法在MSE方面取得了最好的结果。最后,通过与其他两种方法(即平均信号的EMD法和简单平均法)的比较,评价了所提方法的最优性和效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Online signal to noise ratio improvement of ECG signal based on EEMD of synchronized ECG beats
Empirical Mode Decomposition (EMD) is a very powerful, signal dependent algorithm which decomposes signals as a set of Intrinsic Mode Functions (IMFs). The focus of this paper is on improving Signal to Noise Ratio (SNR) of noise contaminated Electrocardiogram (ECG) signal by applying a modified version of the Ensemble Empirical Mode Decomposition (EEMD) method. This method is utilized on synchronized sequential ECG beats of an ECG record. Since this method has a reasonable computational complexity and operates on the recorded signals, it can also be used in online applications. In this study, the achieved results with SNR of 12 for the EMD have been reported as 4.37×10-4 in terms of Mean Square Error (MSE) and the MSE for the proposed EEMD for the same records have been reported as low as 1.08×10-4. The experiments and results provided in this study have shown very promising performances compare to other methods such as simple EMD. In this paper, after confirming the fact that the intrinsic white noise is generally allocated to the first two IMFs of a contaminated ECG signal, it has been reported that the best results for the proposed EEMD method, in terms of MSE, have been achieved by removing the first two IMFs of the synchronized sequential beats of the input signals. Finally, the optimality and the efficiency of the proposed method have been evaluated in this paper by a comparison with two other methods, namely the EMD of the average signal and the simple averaging method.
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