研究了信号无线电剖面分解时的频时转换窗口参数

K.A. BOIKOV
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引用次数: 0

摘要

已知的时频变换方法,如Gabor-Ville变换、小波变换等,计算复杂、繁琐,需要正确选择基本展开函数,可能存在干扰点和谱密度函数的负值。任何频率-时间分解中固有的时空不确定性的存在,以及对所发现的膨胀系数缺乏修正的可能性,使得现代频率-时间变换方法在信号无线电剖面(SRP)分析中无效。带窗口相关反馈的SRP分解通过多次枚举参数消除了上述缺点,然而,这是以显著增加转换时间为代价的。这里的变换窗口可以理解为一个从原点沿着时间轴移动的矩形函数。在这项工作中,窗宽被理解为落入矩形窗函数的采样点的数量,相当于函数沿时间轴的长度。窗步长是矩形窗函数(变换窗口)在时频分解中移动到的采样点的个数。本工作的目的是通过分析带窗相关反馈分解中变换窗口的参数,提高SRP的频时分解效率。在本研究中,采用实验研究的方法对产品SRP所辐射的电磁场的电气成分进行了登记。相关性分析方法用于确定参考和重建SRP之间的最佳匹配。基于频率时间分解的数字信号处理方法。本文介绍了已登记的SRP及其参数,并对SRP数据进行了相关分析。给出了配准SRP的不同采样点个数下,相关函数对窗口宽度和步长的依赖关系。研究结果首次表明,利用特定的变换窗口参数提高SRP分解精度并显著缩短分解时间是可行的,具有新颖性。已经确定,当窗口宽度等于SRP本身长度的一半,窗口步长不超过SRP长度的十分之一时,可以实现原始SRP和恢复SRP之间的相互关系增加到0.95。在接收PDS(采样率低于10 GS/s)时,给出了记录设备的速度建议。本文工作的实际意义在于,在SRP分解过程中使用相关反馈减少了多参数近似的迭代次数,显著缩短了转换时间,提高了转换精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
INVESTIGATION OF THE PARAMETERS OF THE FREQUENCY-TIME CONVERSION WINDOW DURING THE DECOMPOSITION OF THE SIGNAL RADIO PROFILE
Known methods of time-frequency transformation, such as the Gabor-Ville transform, wavelet transform, are complex and cumbersome in calculations, require the correct selection of basic expansion functions, may have interference points and negative values of the spectral density function. The presence of space-time uncertainty inherent in any frequency-time decomposition, as well as the lack of the possibility of correcting the found expansion coefficients, make modern methods of frequency-time transformation ineffective in the analysis of signal radio profiles (SRP). Decomposition of SRP with windowed correlation feedback eliminates the above disadvantages by multiple enumeration of parameters, however, this occurs at the expense of a significant increase in the transformation time. The transformation window here is understood as a rectangular function that moves along the time axis from the origin. In this work, the window width is understood as the number of sampling points falling into the rectangular window function, which is equivalent to the length of the function along the time axis. The window step is the number of sampling points to which the rectangular window function (transformation window) moves in the time-frequency decomposition. The purpose of this work is to increase the efficiency of the frequency-time decomposition of the SRP by analyzing the parameters of the transformation window in decomposition with windowed correlation feedback. In the study, experimental research methods are used to register the electrical component of the electromagnetic field radiated by the product - SRP. Correlation analysis methods for determining the best match between the reference and reconstructed SRP. Methods of digital signal processing with frequency-time decomposition. The paper presents the registered SRPs and their parameters, a correlation analysis of the SRP data is carried out. The dependences of the correlation functions on the width and step of the window are given for a different number of sampling points of the registered SRP. The results obtained for the first time showed the possibility of using certain parameters of the transformation window to improve the accuracy and significantly reduce the time of SRP decomposition, which makes the work novel. It has been established that with a window width equal to half the length of the SRP itself and a window step of not more than a tenth of the length of the SRP, it is possible to achieve an increase in the cross-correlation between the original and restored SRP up to 0.95. Recommendations are given on the speed of recording equipment when receiving PDS (sampling rate below 10 GS/s). The practical significance of the work lies in the reduction of iterations of the multi-parameter approximation when using correlation feedback in the course of SRP decomposition, which significantly reduces the conversion time and improves its accuracy.
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