Analysis of Orbital Stability of Self-excited Periodic Motions in Lure System

Igor Boiko

doi:10.1007/978-3-030-36621-6_6

Analysis of Orbital Stability of Self-excited Periodic Motions in Lure System

Igor Boiko

Electrical Engineering

Research output: Chapter in Book/Report/Conference proceeding › Chapter › peer-review

Abstract

Two criteria of orbital stability of self-excited periodic motions in a Lure system, the Loeb’s criterion and the criterion based on the dynamic harmonic balance (the Boiko’s criterion [17]), are reviewed in this book chapter. A relationship between these two criteria is established and investigated. An example of analysis is given.

Original language	British English
Title of host publication	Studies in Systems, Decision and Control
Publisher	Springer
Pages	177-196
Number of pages	20
DOIs	https://doi.org/10.1007/978-3-030-36621-6_6
State	Published - 2020

Publication series

Name	Studies in Systems, Decision and Control
Volume	271
ISSN (Print)	2198-4182
ISSN (Electronic)	2198-4190

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10.1007/978-3-030-36621-6_6

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abstract = "Two criteria of orbital stability of self-excited periodic motions in a Lure system, the Loeb{\textquoteright}s criterion and the criterion based on the dynamic harmonic balance (the Boiko{\textquoteright}s criterion [17]), are reviewed in this book chapter. A relationship between these two criteria is established and investigated. An example of analysis is given.",

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AB - Two criteria of orbital stability of self-excited periodic motions in a Lure system, the Loeb’s criterion and the criterion based on the dynamic harmonic balance (the Boiko’s criterion [17]), are reviewed in this book chapter. A relationship between these two criteria is established and investigated. An example of analysis is given.

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Analysis of Orbital Stability of Self-excited Periodic Motions in Lure System

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