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弹载相控阵天线“最小二乘法——伪Hadamard矩阵”联合校准
引用本文:王迪,王雪梅,何岷,张金昌,王兴龙,宿常鹏.弹载相控阵天线“最小二乘法——伪Hadamard矩阵”联合校准[J].系统工程与电子技术,2020,42(2):271-276.
作者姓名:王迪  王雪梅  何岷  张金昌  王兴龙  宿常鹏
作者单位:1. 火箭军工程大学研究生院, 陕西 西安 7100252. 北京遥感设备研究所, 北京 100854
摘    要:为了更加精确地校准弹道导弹导引头的相控阵天线,弥补目前旋转矢量法校准弹载相控阵天线的缺陷,提出了“最小二乘法——伪Hadamard矩阵”联合校准方法。该方法利用最小二乘法拟合算法解决移相器只能提供离散相位变化,不能准确获得使天线合成功率最大时的移相器相位变化值的问题。通过构造伪Hadamard矩阵对天线分组,每一组移相器同时旋转多个阵元相位,使被测信号变化明显。远场校准实验表明,该方法能够对弹载相控阵天线起到非常好的校准效果。

关 键 词:弹载相控阵天线  伪Hadamard矩阵  最小二乘法  幅相校准  
收稿时间:2019-04-29

Joint calibration of missile-loaded phased array antenna by least square method—artificial Hadamard matrix
Di WANG,Xuemei WANG,Min HE,Jinchang ZHANG,Xinglong WANG,Changpeng SU.Joint calibration of missile-loaded phased array antenna by least square method—artificial Hadamard matrix[J].System Engineering and Electronics,2020,42(2):271-276.
Authors:Di WANG  Xuemei WANG  Min HE  Jinchang ZHANG  Xinglong WANG  Changpeng SU
Institution:1. Graduate School of Rocket Force University of Engineering, Xi'an 710025, China2. Beijing Institute of Remote Sensing Equipment, Beijing 100854, China
Abstract:In order to calibrate the phased array antenna of the ballistic missile seeker more accurately and make up for the shortcomings of the current rotating vector missile-loaded phased array in calibrating, the least square method—artificial Hadamard matrix joint calibration method is proposed. This method uses the least square method to solve the problem that the phase shifter could only provide discrete phase changes and could not accurately obtain the phase change value of the phase shifter when the antenna composite is in the maximum power condition. The artificial Hadamard matrix is constructed to group the antennas, and each group of phase shifters rotates multiple phase elements at the same time, causing that the measured signal changes obviously.Far field calibration experiment shows that this method can achieve calibration results for the missile-loaded phased array antenna very well.
Keywords:missile-loaded phased array antenna  artificial Hadamard matrix  least square method  amplitude and phase calibration  
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