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Harmonic Signals Retrieval Approach Based on Blind Source Separation

机译:基于盲源分离的谐波信号检索方法

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A frequently encountered problem in signal processing is harmonic retrieval in additive colored Gaussian or non-Gaussian noise, especially when the frequencies of the harmonic signals are very close in space. The purpose of this paper is to develop an efficient Blind Source Separation (BSS) algorithm from linear mixtures of source signals, which enables to separate harmonic source signals using only one observed channel signal even if the frequencies of the harmonic signals are closely spaced. First, we establish the BSS based harmonic retrieval model in additive noise by using the only one observed channel, and analyze the fundamental principle by utilizing BSS method to retrieve harmonics. Then, we propose a BSS-based approach to the harmonic retrieval by resorting the concept of W-disjoint orthogonality in the over-complete BSS situation, and as a result, we get the separation algorithm using only one channel mixed signals. Simulation results show that the proposed separation algorithm-BSS-HR is able to separate the harmonic source signals.
机译:信号处理中经常遇到的问题是在加色的高斯或非高斯噪声中进行谐波检索,尤其是当谐波信号的频率在空间上非常接近时。本文的目的是从源信号的线性混合中开发出一种有效的盲源分离(BSS)算法,即使谐波信号的频率间隔很近,该算法也可以仅使用一个观测通道信号来分离谐波源信号。首先,我们仅使用一个观测通道建立了基于BSS的加性噪声​​谐波检索模型,并利用BSS方法分析了谐波的基本原理。然后,在超完备的BSS情况下,采用W不相交正交性的概念,提出了一种基于BSS的谐波检索方法,因此,仅使用一个通道的混合信号即可得到分离算法。仿真结果表明,提出的分离算法BSS-HR能够分离谐波源信号。

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