利用复变换结果对低压信号进行定性

R. J. Murphy, K. S. Hartmann, D. P. Rogers
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引用次数: 0

摘要

利用傅里叶变换来确定未知脉冲中的多普勒频率已经花费了大量的精力。该过程包括对时间信号进行数字化,进行快速傅里叶变换,并寻找最高的频谱峰。由于线谱中没有足够的分辨率来提供对多普勒频率的充分估计,因此应用插值技术来测量光谱中的峰值,当理论上它位于由变换定义的频率之间时。这种插值过程通常是基于峰值附近光谱的大小,以及通过变换实现的曲线形状。即使在许多情况下,执行了高分辨率的复杂变换,相位信息也被丢弃了。然而,相位信息具有重要的价值。事实上,通过评估变换数据的相位关系(I),可以估计混叠后欠采样信号的频率。本文研究了在线谱之间对不同频率进行快速傅立叶变换所产生的相位。相位测量本身由于采样不与多普勒信号同步而变得复杂。然而,相位的变化是用来预测实际的多普勒频率,当它的大致位置是已知的光谱中的峰。在这项工作中,使用抛物估计器从变换信号中插值多普勒频率,并将误差绘制为光谱之间位置的函数。结果表明,在相位估计器的作用下,估计误差减小。相位信息用于估计多普勒频率,不仅可以提高低压信号处理仪器的精度,而且还可以提高这些仪器的信号处理速率。当信号中存在噪声时的误差估计尚未执行。今后的工作将集中在这方面的研究。这份手稿不能按时完成。如果您对此感兴趣,请联系:ICIASF '93 Mr. Jay R. MURPHY Macrodyne Incorporated邮编:12065,美国纽约克里夫顿公园376号电话(518)383 3800传真(518)383 0049
本文章由计算机程序翻译,如有差异,请以英文原文为准。
LV Signal Qualification Using Complex Tranform Results
Much effort has been applied to using the Fourier transform to determine the Doppler frequency contained in an unknown burst. This process consists of digitizing the time signal, performing a fast Fourier transform, and looking for the highest spectral peak. Since there is not sufficient resolution in the line spectra to provide an adequate estimate of the Doppler frequency, interpolation techniques are applied to measure the peak in the spectra, when, theoretically, it lies between the frequencies defined by the transform. This interpolation process is normally based on the magnitude of the spectra near the peak, and the shape of the curve realized by the transform. Even though, in many cases, a high-resolution complex transform has been performed, the phase information has been discarded. The phase information, however, is of significant value. In fact, it is possible to estimate the frequency of an under-sampled signal after aliasing, by evaluating the phase relationships of the transform data (I). This paper examines the phase produced by the fast Fourier transform for different frequencies between the line spectra. The phase measurement itself is compliceted by the fact that the sampling is not synchronized to the Doppler signal. Nevertheless, the variation in phase is used to predict the actual Doppler frequency, when its approximate location is known by the peak in the spectra. For this work the parabolic estimator is used to interpolate the Doppler frequency from the transform signal, and the error is plotted as a function of the position between the Spectra. With the phase estimator applied also, it is shown that the error in the estimate is reduced. Phase information used to estimate Doppler frequency provides the opportunity not only to improve the accurracy of LV signal processing instrumentation, but also offers the possibility of improving the signal processing rate for these instruments. Estimate of the error when noise is present in the signal has not yet been performed. Further work will concentrate on research in this area. This manuscript would not be completed on time. If you are interested in it, please contact : ICIASF '93 Mr. Jay R. MURPHY Macrodyne Incorporated P.O. Box 376 CLifton Park New York, 12065, USA Tel. (518) 383 3800 FAX (518) 383 0049
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