Source localization with an array is an important topic for wireless communication,radar,sonar,etc.In order to resolve the phase ambiguity in parameter estimation of a single high frequency near-field source with uniform circular array (UCA),a rotation-based algorithm is introduced to make the same sensor form virtual short base-line.First,a reference sensor is set at the center of UCA and its initial phase difference is utilized to compensate the measurements of other sensors,which are received before and after rotating UCA.Then,based on the phase difference of each sensor computed by correlation,the azimuth angle,elevation angle and range of the source can be estimated by least squares.Further,by using the obtained source parameters without ambiguity to eliminate the phase difference ambiguity of sensors with the longest base line before rotation,we can acquire more precise source parameters.Finally,the efficiency and performance of the method for a single high frequency source is verified by several simulations.
[1] 吴林晟,周希朗,高为,等.一种基于改进遗传算法的只测向无源定位技术[J].电子与信息学报,2006,28(12):2252-2255. Wu Lin-sheng,Zhou Xi-lang,Gao Wei,et al.A bearing-only passive location method based on improved genetic algorithm[J].Journal of Electronics & Information Technology,2006,28(12):2252-2255.(in Chinese)
[2] M N El Korso,R Boyer,S Marcos,et al.Conditional and Unconditional Cramér-Rao Bounds for near-field source Localization[J].IEEE Trans Signal Process,2010,58(5):2901-2907.
[3] 王波,王树勋.一种基于二阶统计量的近场源三维参数估计方法[J].电子与信息学报,2006,28(1):45-49. Wang Bo,Wang Shu-xun.A three-dimensional parameter estimation method of near field sources based on second statistics[J].Journal of Electronics & Information,2006,28(1):45-49.(in Chinese)
[4] 吴云韬,张彦斌,曹辉,等.均匀圆阵下单个近场源信号四维参数估计快速算法[J].武汉工程大学学报,2013,35(3):75-78. Wu Yun-tao,Zhang Yan-bin,Cao Hui,et al.Fast algorithm for four-dimensional parameter estimation of signal near-field source with uniform circular array[J].Journal of Wuhan Institute of Technology,2013,35(3):75-78.(in Chinese)
[5] Lee J H,Park D H,Park G T,et al.Algebraic path-following algorithm for localising 3-D near-field sources in uniform circular array[J].Electronics Letters,2003,37(17):1283-1285.
[6] 王伟,马跃华,李欣.基于相位差的均匀圆阵DOA估计新方法[J].系统工程与电子技术,2012,34(10):1994-1998. Wang Wei,Ma Yue-hua,Li Xin.New method of DOA estimation for UCA based on phase difference[J].Systems Engineer and Electronics,2012,34(10):1994-1998.(in Chinese)
[7] Wu Y T,Wang H,Huang L T,et al.Fast algorithm for three-dimensional single near-field source localization with uniform circular array[A].Proceedings of IEEE CIE International Conference on Radar[C].Chengdu,China:IEEE,2011.350-352.
[8] Tae-Jin J,Lee K K.Closed-form algorithm for 3-D single-source localization with uniform circular array[J].IEEE Antennas and Wireless Propagation Letters,2014,13(5):1096-1099.
[9] Lin M G,Liu P G,Liu J B.Rotary way to resolve ambiguity for planar array[A].Proceedings of IEEE International Conference on Signal Processing,Communications and Computing[C].Guilin,China:IEEE,2014.170-174.
[10] Bae E H,Lee K K.Closed-form 3-D localization for single source in uniform circular array with a center sensor[J].IEICE Transactions on Communications,2009,E-92B(3):1053-1056.
[11] 贾高伟,常文革.分布式雷达空间目标定位系统性能分析[J].雷达科学与技术,2010,3(8):199-208. Jia Gao-wei,Chang Wen-ge.Analysis of target location for distributed ultra-wideband radar[J].Radar Science and Technology,2010,3(8):199-208.(in Chinese)