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Improving the signal subtle feature extraction performance based on dual improved fractal box dimension eigenvectors

机译:基于双重改进的分形盒维特征向量提高信号微妙特征提取性能

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摘要

Because of the limitations of the traditional fractal box-counting dimension algorithm in subtle feature extraction of radiation source signals, a dual improved generalized fractal box-counting dimension eigenvector algorithm is proposed. First, the radiation source signal was preprocessed, and a Hilbert transform was performed to obtain the instantaneous amplitude of the signal. Then, the improved fractal box-counting dimension of the signal instantaneous amplitude was extracted as the first eigenvector. At the same time, the improved fractal box-counting dimension of the signal without the Hilbert transform was extracted as the second eigenvector. Finally, the dual improved fractal box-counting dimension eigenvectors formed the multi-dimensional eigenvectors as signal subtle features, which were used for radiation source signal recognition by the grey relation algorithm. The experimental results show that, compared with the traditional fractal box-counting dimension algorithm and the single improved fractal box-counting dimension algorithm, the proposed dual improved fractal box-counting dimension algorithm can better extract the signal subtle distribution characteristics under different reconstruction phase space, and has a better recognition effect with good real-time performance.
机译:鉴于传统分形盒数维算法在辐射源信号细微特征提取中的局限性,提出了一种双重改进的广义分形盒数维特征向量算法。首先,对辐射源信号进行预处理,然后进行希尔伯特变换以获得信号的瞬时幅度。然后,提取信号瞬时幅度的改进的分形盒计数维作为第一特征向量。同时,提取了没有希尔伯特变换的信号的改进的分形盒计数维作为第二特征向量。最后,对偶改进的分形盒计数维本征向量形成了信号微妙特征的多维本征向量,通过灰色关联算法将其用于辐射源信号识别。实验结果表明,与传统的分形盒计数维算法和单一的改进的分形盒计数维算法相比,该双改进的分形盒计数维算法可以更好地提取不同重构相空间下信号的细微分布特征。 ,具有更好的识别效果和良好的实时性能。

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