刘炳文,平钦文,李永祯,等. 极化和湿度对叶簇杂波统计特性影响的分析[J]. 电波科学学报,2024,39(1):108-118. DOI: 10.12265/j.cjors.2022281
      引用本文: 刘炳文,平钦文,李永祯,等. 极化和湿度对叶簇杂波统计特性影响的分析[J]. 电波科学学报,2024,39(1):108-118. DOI: 10.12265/j.cjors.2022281
      LIU B W, PING Q W, LI Y Z, et al. Effects of polarization and humidity on the statistical characteristics of foliage clutter[J]. Chinese journal of radio science,2024,39(1):108-118. (in Chinese). DOI: 10.12265/j.cjors.2022281
      Citation: LIU B W, PING Q W, LI Y Z, et al. Effects of polarization and humidity on the statistical characteristics of foliage clutter[J]. Chinese journal of radio science,2024,39(1):108-118. (in Chinese). DOI: 10.12265/j.cjors.2022281

      极化和湿度对叶簇杂波统计特性影响的分析

      Effects of polarization and humidity on the statistical characteristics of foliage clutter

      • 摘要: 为更好地探测丛林中隐蔽的人体目标,本文对极化和湿度条件对地基超宽带(ultrawide band, UWB)雷达叶簇杂波统计特性的影响进行研究。针对两种常见叶簇杂波环境,利用UHF波段步进频率连续波(stepped frequency continuous wave, SFCW) UWB雷达测量水平、垂直极化以及干湿条件下的多组回波数据,对回波进行校准和预处理,得到实际杂波幅度的直方图;采用5种分布拟合叶簇环境杂波统计分布特性,并利用拟合分布和实际分布之间的均方根误差(root mean square error, RMSE)来定量评估模型的拟合精度。分析结果表明:极化不会改变灌木杂波最优拟合Weibull分布,仅改变其形参取值范围,当极化由水平变为垂直时,形参取值范围由1.647 7~1.865 5变成1.839 6~1.910 7,但乔木杂波极化由水平变为垂直时,最优拟合分布由Log-logistic分布变为Weibull分布;湿度条件并不改变叶簇杂波最优拟合分布类型,但湿度越大最优拟合分布的形参取值越大,直方图更宽、拖尾更长。本文针对不同极化和湿度条件下得到的地基UWB雷达的两种典型叶簇杂波最优分布模型及相关估计参数范围,对于叶簇杂波建模和叶簇环境下目标探测等研究具有指导意义。

         

        Abstract: In order to improve detection performance of hidden human targets in foliage environment, this paper utilizes a ground-based ultrawideband (UWB) radar to study the effects of polarization and humidity conditions on the statistical characteristics of foliage clutter. For two common foliage clutter environments, the stepped frequency continuous wave (SFCW) UWB radar with the ultra-high frequency (UHF) band is used to measure multiple groups of echo data under horizontal and vertical polarization, dry and wet conditions, respectively. Radar echo signals are preprocessed. The amplitude values of multi-channels are calibrated before the histograms of the actual clutter amplitude are drawn. Five statistical models are used to fit the statistical distribution characteristics of the foliage clutter. The root mean square error (RMSE) between the fitting distribution and the actual distribution is implemented to quantitatively evaluate the fitting precision of the model. The analysis results show that polarization will not change the optimal fitting Weibull distribution of shrub clutter, but only the shape parameter range. When polarization changes from horizontal to vertical, the shape parameter range changes from 1.6477–1.8655 to 1.8396–1.910 7. However, for the arbor clutter, when polarization changes from horizontal to vertical, the optimal fitting distribution changes from Log-logistic distribution to Weibull distribution. The humidity condition does not change the optimal fitting distribution type of foliage clutter. The higher the humidity, the larger the shape parameters of the optimal fitting distribution, the wider the histogram and the longer the tail. The optimal distribution models and the range of related estimation parameters of two typical foliage clutter under different polarization and humidity conditions are drawn from this study, which has guiding significance for the research of foliage clutter modeling and target detection in foliage environment.

         

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