A Systematic Construction for Radar Arrays

A Systematic Construction for Radar Arrays
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雷达阵列的系统化构建

DOI:
10.1109/tit.2007.911212
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发表时间:
2008
影响因子:
2.5
通讯作者:
Gennian Ge
Gennian Ge
中科院分区:
计算机科学2区
文献类型:
--
作者:
Ying Miao;Ling, A.C.H.;Gennian Ge

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雷达阵列问题产生于需要设计具有小的异相自相关的跳频序列。它假设反射信号具有可忽略的多普勒频移,因此仅沿时间轴沿着计算相关性。在本文中,利用齐次一致差分矩阵提供了雷达阵列的系统构造。给出了一类特殊的齐次一致差矩阵--恰当中心置换矩阵的系统构造,部分地解决了张和屠提出的公开问题.
The radar array problem arises from the need to design frequency hopping sequences with small out-of-phase autocorrelations. It assumes the reflected signals have negligible Doppler shifts, so the correlations are calculated along the time axis only. In this correspondence, a systematic construction for radar arrays is provided by means of homogeneous uniform difference matrices. A systematic construction for properly centered permutation matrices, a special kind of homogeneous uniform difference matrices, is also provided, which partially solves the open problems posed by Zhang and Tu.
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