Gen-Adler the Generalized Adler's equation for injection locking analysis in oscillators

Injection locking analysis based on classical Adler's equation is limited to LC oscillators as it is dependent on quality factor. In this paper, we present the Generalized Adler's equation applicable for injection locking analysis on oscillators independent of the circuit topology. The equ...

Full description

Saved in:
Bibliographic Details
Published inProceedings of the 2009 Asia and South Pacific Design Automation Conference pp. 522 - 527
Main Authors Bhansali, Prateek, Roychowdhury, Jaijeet
Format Conference Proceeding
LanguageEnglish
Published Piscataway, NJ, USA IEEE Press 19.01.2009
SeriesACM Conferences
Online AccessGet full text
ISBN9781424427482
1424427487
DOI10.5555/1509633.1509756

Cover

More Information
Summary:Injection locking analysis based on classical Adler's equation is limited to LC oscillators as it is dependent on quality factor. In this paper, we present the Generalized Adler's equation applicable for injection locking analysis on oscillators independent of the circuit topology. The equation is obtained by averaging the PPV phase macromodel. The procedure is considerably simple and handy to determine the locking range for arbitrary shape small AC injection signal. Analytical equations for injection locking dynamics are formulated using the Generalized Adler's equation and validated with the PPV simulations.
ISBN:9781424427482
1424427487
DOI:10.5555/1509633.1509756