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CFAR time-frequency processor for signal detection and extraction in noise

机译:CFAR时频处理器,用于噪声中的信号检测和提取

摘要

Detection and extraction of unknown signal in noise may be important in radar When an unknown signal of a transient nature is received, representation in terms of basis functions, localized in both time and frequency, such as Gabor representation, may be very useful for signal detection. By using time-frequency decomposition, noise energy tends to spread across entire time-frequency domain, while signal energy often concentrates within a small region with a limited time interval and frequency band. Signal recognition in the time-frequency domain becomes easier than that in either time or frequency domain. By setting a CFAR threshold for and examining time-frequency Gabor coefficients which exceed the threshold, presence of a signal may be determined. CFAR time- frequency processing for detection and extraction of signals in noise improves detection and extraction performance for low Signal-to- noise- ratio (SNR) signals. Due to low SNR, it may be very difficult to identify signals from within either the time or the frequency domain alone. However, in the time-frequency domain, the signal can be easily recognized and its time location and instantaneous frequency can be measured. By performing CFAR thresholding and taking inverse Gabor transform, an unknown signal embedded in noise may be detected and reconstructed with enhanced quality.
机译:在雷达中,噪声中未知信号的检测和提取可能很重要当接收到具有瞬态性质的未知信号时,在时间和频率上均存在的基函数表示(例如Gabor表示)可能对信号检测非常有用。通过使用时频分解,噪声能量趋于分布在整个时频域,而信号能量通常集中在具有有限时间间隔和频带的小区域内。时频域中的信号识别比时域或频域中的信号识别变得容易。通过设置CFAR阈值并检查超过该阈值的时频Gabor系数,可以确定信号的存在。用于检测和提取噪声中信号的CFAR时频处理可改善低信噪比(SNR)信号的检测和提取性能。由于低SNR,可能很难仅从时域或频域内识别信号。但是,在时频域中,可以轻松识别信号,并且可以测量其时间位置和瞬时频率。通过执行CFAR阈值处理并进行Gabor逆变换,可以检测到嵌入噪声中的未知信号,并以增强的质量对其进行重构。

著录项

  • 公开/公告号USH1726H

    专利类型

  • 公开/公告日1998-05-05

    原文格式PDF

  • 申请/专利权人 CHEN;VICTOR C.;

    申请/专利号US19970829262

  • 发明设计人 VICTOR C. CHEN;

    申请日1997-03-31

  • 分类号G01S13/00;

  • 国家 US

  • 入库时间 2022-08-22 02:38:09

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