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Comparison of time of arrival vs. multiple parameter based radar pulse train deinterleavers

机译:到达时间与基于多参数的雷达脉冲序列解交织器的比较

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This paper provides a comparison of the two main techniques currently in use to solve the problem of radar pulse train deinterleaving. Pulse train deinterleaving separates radar pulse trains into the tracks or bins associated with the detected emitters. The two techniques are simple time of arrival (TOA) histogramming and multi-parametric analysis. TOA analysis uses only the time of arrival (TOA) parameter of each pulse to deinterleave radar pulse trains. Such algorithms include Cumulative difference (CDIF) histogramming and Sequential difference (SDIF) histogramming. Multi-parametric analysis utilizes any combination of the following parameters: TOA, radio frequency (RF), pulse width (PW), and angle of arrival (AOA). These techniques use a variety of algorithms, such as Fuzzy Adaptive Resonance Theory (Fuzzy-ART), Fuzzy Min-Max Clustering (FMMC), Integrated Adaptive Fuzzy Clustering (IAFC) and Fuzzy Adaptive Resonance Theory Map (Fuzzy-ARTMAP) to compare the pulses to determine if they are from the same emitter. Good deinterleaving is critical since inaccurate deinterleaving can lead to misidentification of emitters. The deinterleaving techniques evaluated in this paper are a sizeable and representative sample of both US and international efforts developed in the UK, Canada, Australia and Yugoslavia. Mardia [1989] and Milojevic and Popovich [1992] shows some of the early work in TOA-based deinterleaving. Ray [1997] demonstrates some of the more recent work in this area. Multi-parametric techniques are exemplified by Granger, et al [1998] and Thompson and Sciortino [2004]. This paper will provide an analysis of the algorithms and discuss the results obtained from the referenced articles. The algorithms will be evaluated for usefulness in deinterleaving pulse trains from agile radars.
机译:本文对目前用于解决雷达脉冲序列解交织问题的两种主要技术进行了比较。脉冲序列解交织将雷达脉冲序列分离为与检测到的发射器关联的轨道或箱。这两种技术是简单的到达时间(TOA)直方图和多参数分析。 TOA分析仅使用每个脉冲的到达时间(TOA)参数来解交织雷达脉冲序列。这样的算法包括累积差异(CDIF)直方图和顺序差异(SDIF)直方图。多参数分析利用以下参数的任意组合:TOA,射频(RF),脉冲宽度(PW)和到达角(AOA)。这些技术使用多种算法,例如模糊自适应共振理论(Fuzzy-ART),模糊最小-最大聚类(FMMC),集成自适应模糊聚类(IAFC)和模糊自适应共振理论图(Fuzzy-ARTMAP)来比较脉冲以确定它们是否来自同一发射器。良好的解交织至关重要,因为不正确的解交织会导致发射器的错误标识。本文评估的解交织技术是在英国,加拿大,澳大利亚和南斯拉夫开发的美国和国际努力的一个颇具代表性的样本。 Mardia [1989]和Milojevic and Popovich [1992]展示了一些基于TOA的去交织的早期工作。 Ray [1997]展示了该领域的一些最新工作。 Granger等人(1998年)以及Thompson和Sciortino [2004年]举例说明了多参数技术。本文将提供对算法的分析,并讨论从参考文章中获得的结果。将对算法进行评估,以用于对来自敏捷雷达的脉冲序列进行解交织。

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