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New Bounds of No-Hit-Zone Frequency-Hopping Sequences with Frequency Shift

机译:具有频移的无命中区跳频序列的新边界

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摘要

In quasi-synchronous FH multiple-access (QS-FHMA)systems, no-hit-zone frequency-hopping sequences (NHZ-FHSs) can offerinterference-free FHMA performance. But, outside the no-hit-zone(NHZ),the Hamming correlation of traditional NHZ-FHZs maybe so large that theperformance becomes not good. And in high-speed mobile environment,Doppler shift phenomenon will appear. In order to ensure the performanceof FHMA, it is necessary to study the NHZ-FHSs in the presence of transmissiondelay and frequency offset. In this paper, We derive a lower boundon the maximum time-frequency two-dimensional Hamming correlationoutside of the NHZ of NHZ-FHSs. The Zeng-Zhou-Liu-Liu bound is aparticular situation of the new bound for frequency shift is zero.
机译:在准同步跳频多址 (QS-FHMA) 系统中,无命中区跳频序列 (NHZ-FHS) 可以提供无干扰的 FHMA 性能。但是,在无命中区 (NHZ) 之外,传统 NHZ-FHZ 的汉明相关性可能如此之大,以至于性能变得不好。而在高速移动环境下,会出现多普勒频移现象。为了保证FHMA的性能,有必要在存在传输延迟和频率偏移的情况下研究NHZ-FHS。在本文中,我们推导了NHZ-FHSs在NHZ之外的最大时频二维汉明相关性的下界。Zeng-周-刘-刘边界是频移为零的新边界的特殊情况。

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