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2 - Feedback systems: fundamentals, benefits, and root-locus analysis

from Section I - Foundations

Published online by Cambridge University Press:  02 December 2010

Rahul Sarpeshkar
Affiliation:
Massachusetts Institute of Technology
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Summary

It is presumed that there exists a great unity in nature, in respect of the adequacy of a single cause to account for many different kinds of consequences.

Immanuel Kant

Devices that are hooked to each other at various terminals create a circuit. Almost all nontrivial circuits comprise topologies where output terminal(s) are directly or indirectly coupled back to input terminal(s), thus forming a feedback circuit. When the output feeds back to reduce the effects of the input, the feedback is termed negative feedback, and when the output feeds back to increase the effects of the input, the feedback is termed positive feedback. Purely feed-forward circuits are usually simple to build and easy to analyze, even when nonlinear, such that most of the complexity and richness in circuits arises from the feedback embedded within them.

Negative-feedback circuits function by creating forces within the circuit that attempt to restore its signals to a desired equilibrium point if these signals deviate away from this point. Negative-feedback circuits often serve regulatory functions improving the precision of the output to that provided by a precise equilibrium-setting reference input and/or that of a precise sensor or feedback network. Such precision is achieved in spite of imprecision in an actuator or feed-forward network in the circuit and/or disturbances present at the output of the circuit.

Positive-feedback circuits function by creating forces within the circuit that attempt to move its signals further away from a point if these signals deviate from that point.

Type
Chapter
Information
Ultra Low Power Bioelectronics
Fundamentals, Biomedical Applications, and Bio-Inspired Systems
, pp. 28 - 56
Publisher: Cambridge University Press
Print publication year: 2010

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References

Black, Harold S., inventor. Wave Translation System, U.S. Patent Number 2,102,671.
Kline, R.. Harold Black and the negative-feedback amplifier. IEEE Control Systems Magazine, 13 (1993), 82–85.CrossRefGoogle Scholar
Bode, Hendrik W.. Network Analysis and Feedback Amplifier Design (New York, NY: Van Nostrand, 1945).Google Scholar
Evans, Walter R.. Control-System Dynamics (New York, NY: McGraw-Hill, 1954).Google Scholar

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