Modeling and Parameter Representation of Sea Clutter Amplitude at Different Grazing Angles

Chenghui Cao;Jie Zhang;Xi Zhang;Gui Gao;Yi Zhang;Junmin Meng;Genwang Liu;Zhenhua Zhang;Qianqian Han;Yongjun Jia;Xiaochen Wang
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引用次数: 1

Abstract

Study on sea clutter is highly important in the field of maritime surveillance. The physical mechanism of sea clutter is complex and there are many influencing factors, among which the grazing angle is one of the most important. To address the problem of determining the suitability of models of sea clutter, this study performed a comprehensive goodness-of-fit (GoF) analysis of six sea clutter models using five methods at different grazing angles, bands, and azimuths. Furthermore, to improve the description of sea clutter amplitude, we proposed a new parameter representation method. The proposed new parameters can be used to analyze the characteristics of sea clutter amplitude and evaluate the GoF of sea clutter models at different grazing angles. Experimental data were obtained using airborne radar at a low grazing angle and spaceborne synthetic-aperture radar at medium–high grazing angles. The results indicate that the characteristics of sea clutter amplitude are various with different azimuths and grazing angles, whereas there are no significant differences between the ${X}$ and ${C}$ bands. In detail, ${K}$ distribution and generalized gamma distribution ( $\text{G}\Gamma \text{D}$ ) are recommended in side-looking, while ${G}^{0}$ and ${K}$ distributions are recommended in forward-looking at low grazing angle; at medium–high grazing angle, ${K}$ , $\text{G}\Gamma \text{D}$ , and Weibull distributions are recommended for the ${X}$ band, while ${K}$ and ${G} ^{0}$ distributions are recommended for the ${C}$ band. Compared with mean-square error, Kullback–Leibler, Bhattacharyya distance, threshold error, and graphical GoF methods, the proposed method was demonstrated to be simple and efficient in evaluating the GoF of sea clutter models.
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不同掠射角下海杂波振幅的建模与参数表示
海杂波的研究在海上监视领域具有十分重要的意义。海杂波的物理机制复杂,影响因素很多,其中掠掠角是最重要的因素之一。为了解决海杂波模型的适用性问题,本研究采用5种方法对6种海杂波模型在不同的掠射角度、波段和方位角下进行了综合拟合优度分析。此外,为了改进对海杂波振幅的描述,提出了一种新的参数表示方法。提出的新参数可用于分析海杂波幅值特征,并可用于评估海杂波模型在不同掠射角度下的GoF。实验数据分别采用低掠掠角机载雷达和中高掠掠角星载合成孔径雷达获取。结果表明:海杂波幅值在不同的方位角和掠掠角下具有不同的特征,而在${X}$和${C}$波段间无显著差异。其中,侧视时推荐使用${K}$分布和广义伽马分布($\text{G}\ gamma \text{D}$),低掠角前视时推荐使用${G}^{0}$和${K}$分布;在中高掠角下,${X}$波段推荐使用${K}$、$\text{G}\Gamma \text{D}$和Weibull $分布,${C}$波段推荐使用${K}$和${G} ^{0}$分布。通过与均方误差、Kullback-Leibler、Bhattacharyya距离、阈值误差和图形化GoF方法的比较,证明了该方法对海杂波模型的GoF评价简单有效。
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2024 Index IEEE Journal on Miniaturization for Air and Space Systems Vol. 5 Table of Contents Front Cover The Journal of Miniaturized Air and Space Systems Broadband Miniaturized Antenna Based on Enhanced Magnetic Field Convergence in UAV
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