论文标题
准正交Z-平均对及其在完全极化雷达系统中的应用
Quasi-Orthogonal Z-Complementary Pairs and Their Applications in Fully Polarimetric Radar Systems
论文作者
论文摘要
本文的一个目的是提出一种新型的序列对，称为“准正交Z-汇编对（QOZCPS）”，每个序列对Z-互相关总和都描绘了Z-互补属性，并且当他们考虑了零相关区域时，它们也被认为是零相关区域的。提出了基于QOZCP的构建基于在大型化最小化（SDAMM）下连续分布的算法（SDAMM）的构建。 本文的另一个目的是将所提出的QOZCP应用于完全极化的雷达系统，并分析相应的歧义函数。事实证明，QOZCP波形比已知的Golay互补波形更具弹性。
One objective of this paper is to propose a novel class of sequence pairs, called "Quasi-orthogonal Z-complementary pairs (QOZCPs)", each depicting Z-complementary property for their aperiodic auto-correlation sums and also have a zero correlation zone when their aperiodic cross-correlation is considered. Construction of QOZCPs based on Successively Distributed Algorithms under Majorization Minimization (SDAMM) is presented. Another objective of this paper is to apply the proposed QOZCPs in fully polarimetric radar systems and analyse the corresponding ambiguity functions. It turns out that QOZCP waveforms are much more Doppler resilient than the known Golay complementary waveforms.
