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An Optimal Radar Signal Processor in Short Time Fractional Fourier Transform

机译:短时数分数傅里叶变换的最佳雷达信号处理器

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摘要

High performance radar requires more and more accurate target models to achieve target detection and repress disturbance. Fractional Fourier Transform (FrFT) is a powerful tool that detects the chirp signals in the noisy environments. Yet, if the interference is inseparable from thesignal in any order of FrFT, its performance degrades. In this paper, we propose the Short Time Fractional Fourier Transform (STFrFT) to detach the signal from the interference. This paper also provides an optimum radar signal processor design that relies on STFrFT to detect the known targetmodel from the noisy environment. The performance of the proposed optimum radar processor is evaluated and compared with the processor based on Fast Fourier Transform (FFT), FrFT, Short Time Fourier Transform (STFT) and Short Time Fractional Fourier Domain (STFrFD) filter. It shows best detectionresults, when the signal and the interference lie close with smaller distance between them. Further, the parameters like, time of arrival and pulse width are detected for the estimated chirp signals.
机译:高性能雷达需要越来越准确的目标模型来实现目标检测和抑制干扰。分数傅里叶变换(FRFT)是一种强大的工具,可检测嘈杂环境中的啁啾信号。然而,如果干扰以任何FRFT的顺序不可分割,其性能会降低。在本文中,我们提出了短时间分数傅里叶变换(StFRFT)来拆下来自干扰的信号。本文还提供了一种依赖于StFRFT的最佳雷达信号处理器设计,以检测来自嘈杂环境的已知目标模型。基于快速傅里叶变换(FFT),FRFT,短时间傅立叶变换(STFT)和短时数分数傅立叶域(STFRFD)滤波器,评估所提出的最佳雷达处理器的性能和与基于快速傅里叶变换(FFT),FRFT,短时间傅里叶域(STFRFD)滤波器进行比较。它显示了最佳的检测结果,当信号和干扰靠近它们之间的距离较小时。此外,对估计的啁啾信号检测相同的参数,到达时间和脉冲宽度。

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