奇异值分解降噪中有效秩度和矩阵维数的确定方法

Junyao Li, Yalong Yan, Weina Guo, Yangsongyi Su
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引用次数: 0

摘要

射频信号广泛应用于空间遥测、跟踪和指挥(TT&C)领域。但是,在传输过程中,由于设备部件、传输信道、大气、电磁环境等的干扰,会引入大量的噪声,影响接收设备的后续分析处理。在射频信号奇异值分解(SVD)降噪方法的基础上,提出了确定奇异值序列(SVS)有效阶数的Letts准则法。对比分析了奇异值分解对不同维矩阵的噪声抑制效果。最后提出了影响矩阵维数选择的主要因素。最后建立了汉高矩阵维数自动确定系统,实现了矩阵维数的选择。与传统的矩阵维数确定方法相比,噪声抑制效果至少提高了0.5dB。
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Determination Method of Effective Rank Degree and Matrix Dimension in SVD De-noising
RF signals are widely used in space telemetry, track and command (TT&C) field. However, in the transmission process, a lot of noise will be introduced due to the interference of equipment components, transmission channel, atmosphere, electromagnetic environment, etc., which will affect the subsequent analysis and processing of the receiving equipment. Based on the singular value decomposition (SVD) method for noise suppression of RF signals, the Letts' criterion method was proposed to determine the effective rank order of singular value sequence (SVS). The effect of SVD on noise suppression in different dimension matrices were compared and analyzed. Main influencing factors were put forward to choose the matrix dimension as a result. Finally, Hankel matrix dimension automatic determination system was built to realize the choice of the matrix dimension. The noise suppression effect was improved by 0.5dB at least which compared with the traditional matrix dimension determination method.
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