使用非积分次谐波注入锁的频率合成

K.W. Wong, A. Lai
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引用次数: 3

摘要

本文给出了非积分次谐波注入锁定特性。发现BJT振子可以锁定到其非积分次谐波,如2/3、3/4、2/5等。除了偶次谐波和奇次谐波之外。一个反馈模型被用来解释这种效应。非积分次谐波注入锁的应用可以在低频源对高频振荡器的稳定以及频率非积分相关的低频源的高频合成中找到。这将大大增加注入锁定振荡器设计的灵活性,降低移动通信电路的复杂度
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Frequency synthesis using non-integral subharmonic injection locking
Non-integral subharmonic injection locking behavior is presented in this paper. It was found that BJT oscillators can lock to its non-integral subharmonic such as 2/3, 3/4, 2/5 etc. In addition to the even and odd integral subharmonics. A feedback model is used to explain the effect. Applications of non-integral subharmonic injection locking can be found on the stabilization of a high frequency oscillator by a low frequency source, and on high frequency synthesis from a low frequency source in which the frequencies are non-integrally related. This will greatly increase the flexibility of injection-locked oscillator design and reduce the circuit complexity for mobile communication.<>
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