rms jitter

A Low-Jitter Fractional-N Sampling PLL With Voltage-Domain Quantization-Error Cancellation Using a Nonlinearity-Replication Technique

A Low-Jitter Fractional-N Sampling PLL With Voltage-Domain Quantization-Error Cancellation Using a Nonlinearity-Replication Technique 150 150

Abstract:

This work presents a low-jitter, low-fractional-spur fractional- $N$ digital sampling phase-locked loop (SPLL) that generates output frequencies from 10.4to 11.8GHz. Conventional fractional- $N$ PLLs employ a digital-to-time converter (DTC) to cancel the quantization error (Q-error) of the delta-sigma modulator ( $Delta Sigma $ M). To address the nonlinearity (NL) of the DTC, …

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A Low-Reference-Spur Injection-Locked Clock Multiplier Using Sub-Sampling Frequency Tracking Loop and Injection Pulse Timing Calibrator

A Low-Reference-Spur Injection-Locked Clock Multiplier Using Sub-Sampling Frequency Tracking Loop and Injection Pulse Timing Calibrator 150 150

Abstract:

This article presents an injection-locked clock multiplier (ILCM) achieving the low-reference spur (spur ${}_{\mathrm {REF}}$ ) with minimal overhead of a calibrator. To remove the dominant sources of frequency error, which are frequency drift ( $f_{\mathrm {DF}}$ ), phase offset ( $\varPhi _{\mathrm {OS}}$ ), and injection-induced phase error ( $\varPhi _{\mathrm {INJ}}$ ), the ILCM …

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A Low-Jitter Fractional-N Digital PLL Using a Quantization-Error-Compensating BBPD and an Orthogonal-Polynomial-Based LMS Calibration

A Low-Jitter Fractional-N Digital PLL Using a Quantization-Error-Compensating BBPD and an Orthogonal-Polynomial-Based LMS Calibration 150 150

Abstract:

This work presents a 10.0–11.5-GHz fractional- $N$ digital phase-locked loop (DPLL) using the quantization-error-compensating bang–bang phase detector (QEC-BBPD) that can minimize both the static delay ( $T_{\mathrm {S}}$ ) and the dynamic delay ( $T_{\mathrm {D}}$ ) required for removing the delta-sigma modulator’s ( $\Delta \Sigma $ M) quantization-error (Q-error). Since the …

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