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Optimized Design of Frequency Dividers Based on Varactor-Inductor Cells

机译:基于变容电感单元的分频器优化设计

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This paper presents an in-depth analysis of a recently proposed frequency divider by two, which is based on a parallel connection of varactor-inductor cells, in a differential operation at the subharmonic frequency. The analytical study of a single-cell divider enables the derivation of a real equation governing the circuit at the frequency-division threshold. This equation is used for a detailed investigation of the impact of the circuit elements on the input-amplitude threshold and the frequency bandwidth. Insight provided by the analytical formulation enables the derivation of a thorough synthesis methodology for multiple-cell dividers, usable in harmonic balance with an auxiliary generator at the divided frequency. Two different applications of this topology are demonstrated: a dual-phase divider and a dual-band frequency divider. The former is obtained by using Marchand balun to deliver 180 phase-shifted signals to the two dividers. On the other hand, the dual-band divider is based on a novel configuration which combines cells with parallel varactors and cells with series varactors. Departing from the optimization procedure of the single-band divider, a simple synthesis method is presented to center the two division bands at the desired values. The techniques have been applied to three prototypes at 2.15 GHz, 1.85 GHz, and 1.75 GHz/3.95 GHz, respectively.
机译:本文对近来提出的二分频器进行了深入分析,该分频器基于变容电感单元的并联连接,在亚谐波频率下进行差分操作。单单元分频器的分析研究使得能够推导在频分阈值下控制电路的实数方程。该方程式用于详细研究电路元件对输入幅度阈值和频率带宽的影响。分析公式提供的洞察力为多单元分频器提供了全面的合成方法,可与辅助发电机在分频的情况下实现谐波平衡。演示了此拓扑的两种不同应用:双相分频器和双频分频器。前者是通过使用马尔尚巴伦(Marchand balun)向两个分频器传递180个相移信号而获得的。另一方面,双频带分频器基于一种新颖的配置,该结构将带有并联变容二极管的单元和带有串联变容二极管的单元组合在一起。与单频带分频器的优化程序不同,本文提出了一种简单的合成方法,将两个分频频带以所需值为中心。该技术已分别应用于3.15 GHz,1.85 GHz和1.75 GHz / 3.95 GHz的三个原型。

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