Analytical methods for computation of phase-detector characteristics and PLL design

@article{Kuznetsov2011AnalyticalMF,
  title={Analytical methods for computation of phase-detector characteristics and PLL design},
  author={N. Kuznetsov and G. A. Leonov and M. Yuldashev and R. Yuldashev},
  journal={ISSCS 2011 - International Symposium on Signals, Circuits and Systems},
  year={2011},
  pages={1-4}
}
  • N. Kuznetsov, G. A. Leonov, +1 author R. Yuldashev
  • Published 2011
  • Computer Science
  • ISSCS 2011 - International Symposium on Signals, Circuits and Systems
  • An effective analytical methods for computation of phase detector characteristics are suggested. For high-frequency oscillators new classes of such characteristics are described. Approaches to a rigorous nonlinear analysis of PLL are discussed. 
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    References

    SHOWING 1-10 OF 30 REFERENCES
    Asymptotic Analysis of Phase Control System for Clocks in Multiprocessor Arrays
    • 8
    • PDF
    Nonlinear analysis of the Costas loop and phase-locked loop with squarer
    • M. SeledzhiS., Draft
    • 2012
    • 5
    • PDF
    Stability and bifurcations of Phase-Locked Loops for Digital Signal Processors
    • 35
    Phase Locked Loops Design and Analysis
    • 13
    • PDF
    Phase synchronization: Theory and applications
    • 66
    Phase-locked loops: a control centric tutorial
    • D. Abramovitch
    • Computer Science
    • Proceedings of the 2002 American Control Conference (IEEE Cat. No.CH37301)
    • 2002
    • 155
    • PDF
    Algorithm for constructing counterexamples to the Kalman problem
    • 68
    • PDF
    Theory of the Non-linear Analog Phase Locked Loop
    • 64