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Combined Variational Mode Decomposition and Singular Spectral Analysis for Blind Source Separation in Low Signal-to-Noise Ratio Environments

机译:低信噪比环境中盲源分离的组合变分模式分解和奇异谱分析

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Singular Spectral Analysis (SSA) is a powerful technique for separating arbitrary co-channel signals in a single channel receiver. The technique is based on a subspace projection using eigenvector decomposition (EVD). While choosing the number of eigenvectors in the EVD may be straightforward, selecting the window length, $L$, for the projections is important, and an inaccurate estimation can lead to poor performance. Estimating the window length is easy, but only if the signal-to-noise ratio (SNR) is high. In this paper, we apply a variational mode decomposition (VMD) algorithm to denoise the signal prior to the SSA, and show that the estimation of $L$ is far more accurate. The VMD, which requires the number of modes $K$ in the signal decomposition as an input, is not sensitive to accurately estimating $K$. In addition, we observe that denoising with the VMD prior to using the SSA makes performance of the combined VMD/SSA algorithm not as sensitive with respect to $L$, with negligible variation in MSE between the signals and their estimates to the choice of $L$. We demonstrate this by simulation, using chirp and speech signals.
机译:奇异光谱分析(SSA)是一种强大的技术,用于在单个通道接收器中分离任意的共信道信号。该技术基于使用特征向量分解(EVD)的子空间投影。选择EVD中的特征向量的数量可能是简单的,选择窗口长度, $ l $ ,对于预测很重要,并且不准确的估计可能导致性能不佳。估计窗口长度容易,但仅当信噪比(SNR)高时。在本文中,我们应用变分模式分解(VMD)算法在SSA之前将信号剥夺,并显示估计 $ l $ 更准确。 VMD,需要模式数量 $ k $ 在信号分解作为输入中,对准确估计不敏感 $ k $ 。此外,我们观察到在使用SSA之前用VMD的去噪使得组合VMD / SSA算法的性能不像相对于的那样敏感 $ l $ ,信号与其估算之间的MSE差异可忽略不计 $ l $ 。我们通过模拟使用Chirp和语音信号来证明这一点。

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