On the other hand, there are some crystal oscillators that specify the phase noise performance instead of jitter. If the oscillator data sheet defines the phase noise performance, it can be converted to jitter as discussed in the “Calculating Jitter from Phase Noise”...
摘要: EQUATIONS that were developed in Part 1 of this article can now be used to calculate the jitter of a crystal clock oscillator. A plot of the oscillator's measured phase noise and the five noise processes used to approximate it are shown in Fig. 3....
Set realistic input delay constraints that account for signal slew, jitter, and arrival uncertainties. 2. Synchronizer Design: Implement a two or three-stage synchronizer chain for each signal (A and B) to minimize the probability of metastability propagating through the design. Use separ...
Set realistic input delay constraints that account for signal slew, jitter, and arrival uncertainties. 2. Synchronizer Design: Implement a two or three-stage synchronizer chain for each signal (A and B) to minimize the probability of metastability propagating through the design. Use separate...
Set realistic input delay constraints that account for signal slew, jitter, and arrival uncertainties. 2. Synchronizer Design: Implement a two or three-stage synchronizer chain for each signal (A and B) to minimize the probability of metastability propagating through the design. Use se...
Set realistic input delay constraints that account for signal slew, jitter, and arrival uncertainties. 2. Synchronizer Design: Implement a two or three-stage synchronizer chain for each signal (A and B) to minimize the probability of metastability propagating through the design. Use separate synchr...
Set realistic input delay constraints that account for signal slew, jitter, and arrival uncertainties. 2. Synchronizer Design: Implement a two or three-stage synchronizer chain for each signal (A and B) to minimize the probability of metastability propagating through the design. Use separate synchr...