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Hold-in, pull-in, and lock-in ranges of PLL circuits: rigorous mathematical definitions and limitations of classical theory

机译:pLL电路的保持,拉入和锁定范围:严格   数学定义和经典理论的局限性

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摘要

The terms hold-in, pull-in (capture), and lock-in ranges are widely used byengineers for the concepts of frequency deviation ranges within which PLL-basedcircuits can achieve lock under various additional conditions. Usually onlynon-strict definitions are given for these concepts in engineering literature.After many years of their usage, F.~Gardner in the 2nd edition of hiswell-known work, Phaselock Techniques, wrote "There is no natural way to defineexactly any unique lock-in frequency" and "despite its vague reality, lock-inrange is a useful concept." Recently these observations have led to thefollowing advice given in a handbook on synchronization and communications "Werecommend that you check these definitions carefully before using them." Inthis survey it is shown that, from a mathematical point of view, in some casesthe hold-in and pull-in "ranges" may not be the intervals of values but a unionof intervals and thus their widely used definitions require clarification.Rigorous mathematical definitions for the hold-in, pull-in, and lock-in rangesare given. An effective solution for the problem on the unique definition ofthe lock-in frequency, posed by Gardner, is suggested.
机译:工程师广泛使用术语“保持”,“拉入(捕获)”和“锁定范围”来表示频率偏差范围的概念,在这些范围内,基于PLL的电路可以在各种附加条件下实现锁定。在工程文献中,通常仅对这些概念进行非严格的定义。经过多年的使用,F。〜Gardner在他著名的第二版《锁相技术》(Phaselock Techniques)中写道:“没有自然的方法来精确地定义任何唯一的锁。频率”和“尽管模糊的现实,锁定范围是一个有用的概念”。最近,这些观察结果导致了有关同步和通信的手册中提出了以下建议:“建议您在使用它们之前仔细检查这些定义。”在此调查中,从数学的角度表明,在某些情况下,保持和引入的“范围”可能不是值的间隔,而是间隔的并集,因此需要阐明它们的广泛使用的定义。给出了保持,拉入和锁定范围。建议使用Gardner提出的关于锁定频率的唯一定义的有效解决方案。

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