A 1.4 psrms-period-jitter TDC-less fractional-N digital PLL with digitally controlled ring oscillator in 65nm CMOS
W Grollitsch, R Nonis, N Da Dalt - 2010 IEEE International Solid …, 2010 - ieeexplore.ieee.org
W Grollitsch, R Nonis, N Da Dalt
2010 IEEE International Solid-State Circuits Conference-(ISSCC), 2010•ieeexplore.ieee.orgState of the art digital PLLs can be divided in two categories, depending on the
implementation of the digital phase detector. Digital clocking and wireline applications
mostly use a Bang-Bang detector (BBPLLs)[1–3], offering very low jitter values in integer-N
mode but not supporting fractional-N synthesis, which is desirable to implement, ie, spread
spectrum clocking (SSC) for EMI reductions. Wireless applications implement time to digital
converters (TDC)[4–6] which allow fractional-N synthesis, but require high architecture …
implementation of the digital phase detector. Digital clocking and wireline applications
mostly use a Bang-Bang detector (BBPLLs)[1–3], offering very low jitter values in integer-N
mode but not supporting fractional-N synthesis, which is desirable to implement, ie, spread
spectrum clocking (SSC) for EMI reductions. Wireless applications implement time to digital
converters (TDC)[4–6] which allow fractional-N synthesis, but require high architecture …
State of the art digital PLLs can be divided in two categories, depending on the implementation of the digital phase detector. Digital clocking and wireline applications mostly use a Bang-Bang detector (BBPLLs) [1–3], offering very low jitter values in integer-N mode but not supporting fractional-N synthesis, which is desirable to implement, i.e., spread spectrum clocking (SSC) for EMI reductions. Wireless applications implement time to digital converters (TDC) [4–6] which allow fractional-N synthesis, but require high architecture complexity, need calibration routines for period normalization, and introduce analog limitations that a digital PLL should be intended to eliminate.
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