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Comments on discrete chirp-Fourier transform and its application to chirp rate estimation [and reply]

机译:关于离散chirp-Fourier变换及其在chirp速率估计中的应用的评论[和回复]

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This comment points out that the sample rate of the discrete chirp-Fourier transform (DCFT) proposed by Xia (see ibid., vol.48, p. 3122-33, 2000) is not sufficient to avoid severe "picket-fence" effect and causes some restrictions for its practical applications. By increasing the sample rate and modifying the DCFT definition, a new robust DCFT is proposed. Xia (see ibid., vol.50, no.12, p.3116, 2002) replies by first correcting an error on the analog-to-discrete parameter conversions of a chirp signal. Xia also add that when the chirp rate detection resolution is increased, it is more robust to the chirp rate error. On the other- hand, what is sacrificed by doing so is that the magnitudes of the sidelobes of the transform are increased, which may limit its capability of detecting chirps in a multicomponent or low SNR signal. Therefore, which DCFT needs to be used has to depend on the practical application.
机译:该评论指出,Xia提出的离散线性调频-傅立叶变换(DCFT)的采样率(参见同上,第48卷,第3122-33页,2000年)不足以避免严重的“栅栏效应”并对其实际应用造成一些限制。通过增加采样率并修改DCFT定义,提出了一种新的鲁棒DCFT。 Xia(同上,第50卷,第12期,第3116页,2002年)的答复是首先纠正线性调频信号模数转换参数的误差。 Xia还补充说,当增加线性调频率检测分辨率时,它对线性调频率误差更鲁棒。另一方面,这样做的代价是增加了变换旁瓣的大小,这可能会限制其检测多分量或低SNR信号中chi的能力。因此,需要使用哪种DCFT取决于实际应用。

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