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A Wide-Range Low-Jitter PLL Based on Fast-Response VCO and Simplified Straightforward Methodology of Loop Stabilization in Integer-N PLLs

机译:基于快速响应VCO和简化的整数N型PLL环路稳定化简单方法的大范围低抖动PLL

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A straightforward methodology of optimizing ring-oscillator phase-locked loops (PLLs) is organized for integer-N PLLs. Then, a brief 4-step design flow is concluded to implicitly quantize the loop components for optimized loop stability. Theoretical analysis confirms that the ratio of more than 20 is required for loopfilter's capacitors to yield at least 65 degrees degrees phase margin. A wide-range voltage controlled oscillator (VCO) is proposed which is continuously controlled through two fast and slow response paths. The fast-response path improves RMS jitter due to decreasing loop delay and the slower one is an adaptive bias tuning loop, utilized to reduce the power consumption at lower operating frequencies. The RMS jitter of around 2 ps and 0.35 ps at 250 MHz and 4 GHz operating frequencies are obtained, respectively, where the 1.8 V supply voltage is subjected to about 60 mV peak-to-peak noise and reference clock suffers from 12 ps peak-to-peak jitter. Power consumption is reduced from 12.6-4 mW at 250 MHz operating frequency when the adaptive bias scheme is applied. Furthermore, Simulation results confirm 35% and 50% improvement in RMS and peak-to-peak jitter at 250MHz operating frequency, respectively, when the ratio of capacitances is increased from 10 to 20 within the loopfilter. The proposed PLL can be implemented in 170 mu m x 250 mu m active area in 0.18 mu m CMOS process.
机译:针对整数N个PLL组织了一种简单的优化环形振荡器锁相环(PLL)的方法。然后,总结了一个简短的4步设计流程,以隐式量化环路分量,以优化环路稳定性。理论分析证实,环路滤波器的电容器产生至少65度的相位裕度需要大于20的比率。提出了一种宽范围的压控振荡器(VCO),该振荡器通过两条快速和慢速响应路径进行连续控制。快速响应路径由于减小了环路延迟而改善了RMS抖动,而较慢的是自适应偏置调谐环路,用于降低较低工作频率下的功耗。在250 MHz和4 GHz的工作频率下,分别获得了大约2 ps和0.35 ps的RMS抖动,其中1.8 V电源电压受到约60 mV峰峰值噪声的影响,而参考时钟则遭受12 ps峰峰值的影响,峰值抖动。当采用自适应偏置方案时,功耗在250 MHz工作频率下从12.6-4 mW降低。此外,仿真结果证实,当环路滤波器中的电容比率从10增加到20时,在250MHz工作频率下RMS和峰峰值抖动分别提高了35%和50%。拟议的PLL可以在0.18μmCMOS工艺中的170μmx 250μm有源区域中实现。

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