陈显舟, 杨源, 韩静静, 李立萍. 双基地多入多出雷达收发方位角联合估计算法[J]. 电波科学学报, 2013, 28(1): 176-182.
      引用本文: 陈显舟, 杨源, 韩静静, 李立萍. 双基地多入多出雷达收发方位角联合估计算法[J]. 电波科学学报, 2013, 28(1): 176-182.
      CHEN Xianzhou, YANG Yuan, HAN Jingjing, LI Liping. Joint DOD and DOA estimation using polynomial rooting for bistatic MIMO radar[J]. CHINESE JOURNAL OF RADIO SCIENCE, 2013, 28(1): 176-182.
      Citation: CHEN Xianzhou, YANG Yuan, HAN Jingjing, LI Liping. Joint DOD and DOA estimation using polynomial rooting for bistatic MIMO radar[J]. CHINESE JOURNAL OF RADIO SCIENCE, 2013, 28(1): 176-182.

      双基地多入多出雷达收发方位角联合估计算法

      Joint DOD and DOA estimation using polynomial rooting for bistatic MIMO radar

      • 摘要: 基于多项式求根理论,提出了一种高精度双基地多入多出(Multiple Input Multiple Output,MIMO)雷达收发方位角联合估计算法.该方法通过多项式求根和极小特征矢量法获得二维收发方位角的估值.所提方法无需运算负担繁重的二维伪谱峰值搜索,估得的二维收发方位角由于特征值和特征矢量存在一一对应关系能够自动配对.算法通过链接匹配滤波后的阵列接收数据,产生了虚拟阵元效应,扩展了有效阵列孔径,使得可检测信源数目成倍增长,算法的空间角分辨率更高,角估计性能更优,有效测角范围更加宽广,稳健性更好.仿真实验证明了所提算法的有效性和实用性.

         

        Abstract: A method for joint direction of departure (DOD) and direction of arrival (DOA ) estimation using polynomial rooting for bistatic multiple input multiple output(MIMO) radar system is proposed in this paper.The method takes the special structure of the output of the entire matched filters at the receiver that enables decoupling the DOD and DOA estimation problem into two successive 1D azimuth angle estimation problems.As a result of onetoone correspondence between eigenvalues and eigenvectors, the DODs and DOAs of targets paired automatically and no need of 2D peak search of spatial spectrum.By concatenating the matched array data,it is equivalent to increase the number of virtual sensors and expand effective array aperture size.Therefore, the sources which could be detected and estimated increase in number,the angle estimation performance is further improved,the effectiverange for direction finding gets widened,and the presented method is much more robust to noise and/or array calibration error.Numerical simulation results verify the effectiveness and validity of the proposed method.

         

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