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Quasi-periodic oscillations generated using a sign correlator

机译:使用符号相关器生成准周期振荡

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It is shown that a sign correlation of two harmonic oscillations with any irrational relationship of their frequencies gives rise to a quite regular process, the spectrum of which contains components possessing nonequidistant combination frequencies. The spectrum of such a signal is analytically determined and some features of this spectrum are discussed. The results confirm the conclusions made by Vladimirov [Usp. Fiz. Nauk 174, 217 (2004)] concerning the impossibility of generating a chaotic pulse sequence using a sign correlator of two periodic signals proposed by Evdokimov et al. [Usp. Fiz. Nauk 171, 775 (2001)].
机译:结果表明,两个谐波振荡的符号相关性与它们的频率的任何不合理关系引起了相当规则的过程,该过程的频谱包含具有非等距组合频率的分量。通过分析确定这种信号的频谱,并讨论该频谱的某些特征。结果证实了弗拉基米罗夫[Usp。菲兹Nauk 174,217(2004)],涉及使用由Evdokimov等人提出的两个周期信号的符号相关器来生成混沌脉冲序列的可能性。 [Usp。菲兹Nauk 171,775(2001)]。

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