角目标定位的空时编码涡旋波

A. Hizal, H. Yildiz
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引用次数: 2

摘要

携带轨道角动量(OAM)的涡旋波(VW)具有用拓扑电荷p描述的正交方位角模式。OAM模式的正交性导致了多个目标的方位角定位。介绍了一种以VW均匀圆形阵列(UCA)为单元,沿z轴(zPA)定位的基于相控阵(PA)的脉冲雷达架构,用于同时定位雷达目标的距离、极性和方位角。对于窄光束和低侧瓣,zPA聚焦到VW模式的峰值。针对同一距离多普勒单元中目标的角度定位问题,提出了一种与多个脉冲相关的脉冲内多发射(TX)和多接收(RX)方案。雷达脉冲被分成与p最大值相同的子脉冲,在每个子脉冲中,我们以p为TX,以±p为RX。使用(-p) RX的距离(r)定位是基于脉冲内拓扑电荷和多相码脉冲通过互相关RX进行压缩。多重仰角(极-°)定位,也使用(-p)RX,是基于最高信噪比响应的单脉冲处理。每个坐标系对应的方位(φ)定位使用(+p) RX,在φ域中形成一个变换。为了提高角度定位的精度,还介绍了在RX中使用UCA和zPA的全PA。UCA的定位单元为高度对称的微带圆贴片单元,并以S波段雷达为例对定位算法的性能进行了评价。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Space Time Coded Vortex Waves for Angular Target Localization
Vortex waves (VW) carrying orbital angular momentum (OAM) have orthogonal azimuthal modes described by the topological charge p. The orthgogonality of OAM modes leads to azimuth localization of multiple targets. A pulsed radar architecture based on phased array (PA) positioned along the z axis (zPA) with VW uniform circular array (UCA) as its elements is described for simultaneous range, polar and azimuth angular localizations of radar targets. The zPA is focused to the peaks of VW patterns for narrow beams and low side lobes. For angular localization of targets in the same range-Doppler cell, an intrapulse multiple transmit (TX) and multiple receive (RX) scheme associated with multiple p’s is described. The radar pulse is divided into subpulses as many as the maximum value of p. In each subpulse, we TX by p and RX with ± p. The range(r) localization, which uses (-p) RX, is based on the intrapulse topological charge and polyphase code pulse compression by cross-correlation RX. The multiple elevation (polar –ϑ) localization, which also uses (-p)RX, is based on monopulse processing of the highest signal-to-noise ratio responses. The azimuth (φ) localization pertinent to each ϑ uses (+p) RX and form a transform in φ domain. A full PA using UCA and zPA in RX is also described to increase the accuracy of the angular localizations. The elements of UCA are highly 9 symmetrical microstrip circular patch elements An S band radar example is given to assess the performance of the localization algorithms.
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