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Discrete-Time, Linear Periodically Time-Variant Phase-Locked Loop Model for Jitter Analysis

机译:用于抖动分析的离散时间,线性周期时变锁相环模型

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Timing jitter is one of the most significant phase-locked loop (PLL) characteristics, which directly affects the performance of the system in which the PLL is used. It is, therefore, important to develop the tools necessary to study and predict PLL jitter performance at design time. In this paper a discrete-time, linear, periodically time-variant integer-$N$ PLL model for jitter analysis is proposed, which accounts for the periodically time-varying effect of noise injected into the loop at various PLL components, such as VCO, charge pump, VCO buffer, VCO control node, and divider. The model also predicts the aliasing of jitter due to the downsampling and upsampling of the jitter signal around the PLL loop. Closed-form expressions are derived for the output jitter spectrum and match well with results of event-driven simulations of a third-order PLL.
机译:时序抖动是最重要的锁相环(PLL)特性之一,它直接影响使用PLL的系统的性能。因此,重要的是开发在设计时研究和预测PLL抖动性能所需的工具。本文提出了一种用于抖动分析的离散时间,线性,周期性时变整数-N $ PLL模型,该模型考虑了在各种PLL组件(例如VCO)处注入环路的噪声的周期性时变效应。 ,电荷泵,VCO缓冲器,VCO控制节点和分压器。该模型还预测由于PLL环路周围的抖动信号的下采样和上采样而引起的抖动混叠。导出输出抖动频谱的闭式表达式,并与事件驱动的三阶PLL仿真结果非常匹配。

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