2021•Unpublished venueRequires access

Single-Loop Feedback Parameter Extraction Method for Stability Analysis of Electronic Circuits

Gordon Walter Roberts

Open publisher page 2 citations

Abstract

Stability analysis of analog circuits that incorporate single-loop feedback is often associated with determining the loop transmission Aβ and subjecting it to the Nyquist stability criterion. Various techniques have been developed to extract Aβ from a circuit. However, proper application of the Nyquist stability criterion requires information about A and β separately, before establishing their product. This paper will present a method to identify the feedback parameters A and β of a circuit without breaking the loop unlike any other method seen previously. A second-order filter example will be provided to justify the proposed method.

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What this paper is about

Stability analysis of analog circuits that incorporate single-loop feedback is often associated with determining the loop transmission Aβ and subjecting it to the Nyquist stability criterion. Various techniques have been developed to extract Aβ from a circuit. However, proper application of the Nyquist stability criterion requires information about A and β separately, before establishing their product. This paper will present a method to identify the feedback parameters A and β of a circuit without breaking the loop unlike any other method seen previously. A second-order filter example will be provided to justify the proposed method.

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Available abstract

Stability analysis of analog circuits that incorporate single-loop feedback is often associated with determining the loop transmission Aβ and subjecting it to the Nyquist stability criterion. Various techniques have been developed to extract Aβ from a circuit. However, proper application of the Nyquist stability criterion requires information about A and β separately, before establishing their product. This paper will present a method to identify the feedback parameters A and β of a circuit without breaking the loop unlike any other method seen previously. A second-order filter example will be provided to justify the proposed method.

Key concepts: Nyquist stability criterion, Stability (learning theory), Feedback loop, Control theory (sociology), Computer science, Nyquist–Shannon sampling theorem, Nyquist plot, Loop (graph theory)

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