2003•Unpublished venueRequires access

Stability of the PLL Systems

Věnceslav F. Kroupa

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Abstract

This chapter contains sections titled: Hurwitz Criterion of Stability Computation of the Roots of the Polynomial P(s) Expansion of the Function 1/[1 + G(s)] into a Sum of Simple Fractions The Root-locus Method Frequency Analysis of the Transfer Functions – Bode Plots Nyquist Criterion of Stability The Effective Damping Factor Appendix References

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What this paper is about

This chapter contains sections titled: Hurwitz Criterion of Stability Computation of the Roots of the Polynomial P(s) Expansion of the Function 1/[1 + G(s)] into a Sum of Simple Fractions The Root-locus Method Frequency Analysis of the Transfer Functions – Bode Plots Nyquist Criterion of Stability The Effective Damping Factor Appendix References

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Available abstract

This chapter contains sections titled: Hurwitz Criterion of Stability Computation of the Roots of the Polynomial P(s) Expansion of the Function 1/[1 + G(s)] into a Sum of Simple Fractions The Root-locus Method Frequency Analysis of the Transfer Functions – Bode Plots Nyquist Criterion of Stability The Effective Damping Factor Appendix References

Key concepts: Root locus, Nyquist stability criterion, Transfer function, Bode plot, Mathematics, Routh–Hurwitz stability criterion, Stability (learning theory), Computation

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