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Analytical study of FFH systems with square-law diversity combining in the presence of multitone interference

机译:存在多音干扰时具有平方律多样性组合的FFH系统的分析研究

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摘要

An analytical study of the performance of fast frequency-hopped (FFH), M-ary orthogonal frequency-shift keyed noncoherent modulation with linear combining of square-law envelopes in the presence of multitone interference is presented. The multiple equal-power interference tones are assumed to correspond to some of the possible FFH/M-ary orthogonal signaling tones. It is also assumed that the channel fading characteristics of the signal and interference tones are independent. We evaluate the effect of the channel fading on the system's performance as a function of various parameters, such as the number of hops per symbol, the signal power to multitone interference power ratio, and the number of interference tones. Our numerical results indicate that by use of square-law time diversity combining, a large number of hops per symbol make the bit-error probability of the system more sensitive to the fading of multitone interference. Finally, the analysis has been proven valid by simulation.
机译:提出了在存在多音干扰的情况下,对平方律包络进行线性组合的快速跳频(FFH),M元正交频移键控非相干调制性能的分析研究。假设多个等功率干扰音调对应于一些可能的FFH / Mary正交信令音调。还假定信号的信道衰落特性和干扰音是独立的。我们根据各种参数来评估信道衰落对系统性能的影响,例如每个符号的跳数,信号功率与多音干扰功率之比以及干扰音的数量。我们的数值结果表明,通过使用平方律时间分集组合,每个符号的大量跳变使系统的误码概率对多音干扰的衰落更加敏感。最后,通过仿真证明该分析是有效的。

著录项

  • 作者

    Wang J; Chen J;

  • 作者单位
  • 年度 2001
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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