盛文, 任吉. 天波超视距雷达海杂波的混沌动态特性分析[J]. 电波科学学报, 2012, 27(2): 350-358,382.
      引用本文: 盛文, 任吉. 天波超视距雷达海杂波的混沌动态特性分析[J]. 电波科学学报, 2012, 27(2): 350-358,382.
      SHENG Wen, REN Ji. Analysis of chaotic dynamics of skywave over-the-horizon radar sea clutter[J]. CHINESE JOURNAL OF RADIO SCIENCE, 2012, 27(2): 350-358,382.
      Citation: SHENG Wen, REN Ji. Analysis of chaotic dynamics of skywave over-the-horizon radar sea clutter[J]. CHINESE JOURNAL OF RADIO SCIENCE, 2012, 27(2): 350-358,382.

      天波超视距雷达海杂波的混沌动态特性分析

      Analysis of chaotic dynamics of skywave over-the-horizon radar sea clutter

      • 摘要: 利用替代数据法对实测回波信号进行非线性检验,Cao方法进行相空间重构、Rosenstein小数据量法计算最大Lyapunov指数、改进的格拉斯伯格-庞加莱算法(GPA)计算Kolmogorov熵以及局部可预测性检验研究了高频天波雷达(OTHR)海杂波的混沌动态特性。仿真计算表明:实测的高频天波雷达海杂波吸收子具有稳定收敛的关联维数、正的最大Lyapunov指数和正的Kolmogorov熵以及具有局部可预测的特性,验证了高频雷达海杂波确实来自于一个低维混沌系统。利用方差分析初步讨论了电离层对回波混沌特性的影响,研究表明:电离层将对回波混沌特性产生显著的影响。这些结论对高频雷达目标探测和海杂波建模研究都具有重要意义。

         

        Abstract: The chaotic dynamics of skywave over-the-horizon rader (OTHR) sea clutter is confirmed by using the Cao method for phase space reconstruction, calculating the maximum Lyapunov exponent by Rosenstein method and Kolmogorov entropy by an improved Grassberger-Procaccia algorithm (GPA) method and the characteristics of forecasts by RBF neural network of real OTHR sea clutter.Simulations show that the strange attractor of OTHR sea clutter has stable convergence correlation dimension, positive maximum Lyapunov exponent and positive Kolmogorov entropy, and the characteristics of short-term forecasts but long-term prediction, which clearly proves that the HF sea clutter is generated by a low dimension chaotic system.Then, apreliminary discussion of the influence caused by ionosphere on chaotic characteristics of OTHR sea clutter is conducted, which indicats that the ionosphere has a notable impact on the chaotic characteristics of OTHR sea clutter.The conclusions above are applicable in the research of modeling for HF sea clutter and target detection within HF sea-clutter background.

         

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