Array Manifold Calibration in Shipborne Radar

Zhong Zhang, Q. Ding, Kefa Liu, H Zhao, Guanjun Liu
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Abstract

Array manifold error is the key factor which influences the performance of DOA algorithm. In ship borne radar, after distance and velocity resolution, the corresponding spatial azimuth of first-order sea echo can be computed. The first-order sea echo on the fixed frequency can be considered as scale source. After array covariance matrix's eigen value decomposition, the vector corresponding to the biggest eigen value can be considered as the actual manifold vector so as to apply DOA algorithm effectively. In ship born radar, through source calibration, the performance of DOA algorithm is enhanced and the inadequacy of compensation from different influencing factors such as the discrepancy of amplitude and phase, and the coupling between array elements are also avoided.
舰载雷达阵列流形标定
阵列流形误差是影响DOA算法性能的关键因素。在船载雷达中,经过距离和速度的分辨,可以计算出一阶海回波的空间方位。固定频率上的一阶海回波可视为尺度源。在对阵列协方差矩阵的特征值进行分解后,可以将最大特征值所对应的向量视为实际流形向量,从而有效地应用DOA算法。在舰载雷达中,通过源标定,提高了DOA算法的性能,避免了幅相差异、阵元耦合等不同影响因素对DOA算法补偿不足的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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