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A Low-Spur and Low-Jitter Fractional Output Divider With Self-Adaption Frequency Filtering Technique Yumeng Yang
提出一种具有自适应频率滤波的低杂散低抖动分数输出分频器,用于DTC增益和INL背景校准。
28nm CMOS, 0.084 mm², 10-300 MHz, -80 dBc
分数输出分频器自适应频率滤波DTC增益校准INL背景校准低杂散低抖动
▸创新点1:自适应频率滤波技术(系统创新)。该技术通过PLL实现自适应频率滤波,能够实时检测FOD输出与理想输出的偏差,显著降低杂散电平,测量结果显示杂散电平降低超过41.9 dB。
▸创新点2:DTC增益和INL背景校准(方法创新)。提出了一种零阶/一阶/二阶DTC INL背景校准算法,有效补偿了DTC延迟对PVT变化的敏感性,减少了杂散和抖动,实现了310 fs rms的集成抖动。
▸创新点3:辅助PLL的离散时间模型(方法创新)。推导并分析了基于辅助PLL的INL校准环路的离散时间模型,为校准算法的设计和优化提供了理论支持。
▸创新点4:低杂散和低抖动输出分频器(电路创新)。该FOD在28-nm CMOS工艺下实现,核心面积仅为0.084 mm²,输出频率范围为10-300 MHz,杂散电平低于-80 dBc,适用于sub-integer-N和fractional-N模式。
Abstract
An open-loop fractional output divider (FOD) with self-adaption frequency filtering for digital-to-time converter (DTC) gain and integrated non-linearity (INL) background calibration is presented in this article. The DTC is usually adopted in the FOD to compensate the quantization error. However, the delay of the DTC is sensitive to process, voltage, and temperature (PVT) variations, which necessities gain and INL calibrations. The existing FODs can only perform gain calibration or require prior knowledge to reduce spur level for a certain spur frequency. An FOD with self-adaption frequency filtering is proposed for DTC gain and INL background calibration. Spurious tones generated by the FOD are detected using a PLL-based self-adaption frequency filtering technique. The self- adaption frequency filtering quantifies the deviation of the FOD instantaneous output from its ideal output, which enables a zeroth/first/second-order DTC INL background calibration algorithm for reducing the spur level and jitter. In addition, a discrete-time model of the auxiliary PLL (aux-PLL)-based INL calibration loop is derived and analyzed. Fabricated in the 28-nm CMOS process, the proposed FOD occupies a core area of 0.084 mm 2 and covers an output range of 10–300 MHz. With a 100-MHz output frequency after the divide-by-2 divider, which corrects the output duty cycle to 50%, the FOD achieves spur level of less than −80 dBc both in the sub-integer-N (int-N) and the fractional-N mode. More than 41.