Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance

The paper describes some features of behavior of a mechanical system with self-synchronizing vibroexciters. The influence of friction torque in the bearings of vibroexciters rotors on their self-synchronization has been established by means of experimental research and mathematical simulation. Both...

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Main Authors: Sergey Eremeykin, Grigory Panovko, Alexander Shokhin
Format: Article
Language:English
Published: JVE International 2017-11-01
Series:Journal of Vibroengineering
Subjects:
Online Access:https://www.jvejournals.com/article/19313
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spelling doaj-7e7e66b906ab41e3be4562fe72bd17602020-11-25T02:32:55ZengJVE InternationalJournal of Vibroengineering1392-87162538-84602017-11-011974911492010.21595/jve.2017.1931319313Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonanceSergey Eremeykin0Grigory Panovko1Alexander Shokhin2Mechanical Engineering Research Institute of Russian Academy of Sciences, Moscow, RussiaMechanical Engineering Research Institute of Russian Academy of Sciences, Moscow, RussiaMechanical Engineering Research Institute of Russian Academy of Sciences, Moscow, RussiaThe paper describes some features of behavior of a mechanical system with self-synchronizing vibroexciters. The influence of friction torque in the bearings of vibroexciters rotors on their self-synchronization has been established by means of experimental research and mathematical simulation. Both the causes and frequency ranges of gaps in frequency responses has been found out. Further modification of the previously proposed algorithm for resonant tuning has expanded working regimes limits of the control system and improved resonant tuning stability.https://www.jvejournals.com/article/19313resonant tuningself-synchronizationlimited capacitynonlinear oscillationsdebalance exciter
collection DOAJ
language English
format Article
sources DOAJ
author Sergey Eremeykin
Grigory Panovko
Alexander Shokhin
spellingShingle Sergey Eremeykin
Grigory Panovko
Alexander Shokhin
Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
Journal of Vibroengineering
resonant tuning
self-synchronization
limited capacity
nonlinear oscillations
debalance exciter
author_facet Sergey Eremeykin
Grigory Panovko
Alexander Shokhin
author_sort Sergey Eremeykin
title Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
title_short Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
title_full Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
title_fullStr Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
title_full_unstemmed Features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
title_sort features of dynamics of mechanical system with self-synchronizing vibroexciters near resonance
publisher JVE International
series Journal of Vibroengineering
issn 1392-8716
2538-8460
publishDate 2017-11-01
description The paper describes some features of behavior of a mechanical system with self-synchronizing vibroexciters. The influence of friction torque in the bearings of vibroexciters rotors on their self-synchronization has been established by means of experimental research and mathematical simulation. Both the causes and frequency ranges of gaps in frequency responses has been found out. Further modification of the previously proposed algorithm for resonant tuning has expanded working regimes limits of the control system and improved resonant tuning stability.
topic resonant tuning
self-synchronization
limited capacity
nonlinear oscillations
debalance exciter
url https://www.jvejournals.com/article/19313
work_keys_str_mv AT sergeyeremeykin featuresofdynamicsofmechanicalsystemwithselfsynchronizingvibroexcitersnearresonance
AT grigorypanovko featuresofdynamicsofmechanicalsystemwithselfsynchronizingvibroexcitersnearresonance
AT alexandershokhin featuresofdynamicsofmechanicalsystemwithselfsynchronizingvibroexcitersnearresonance
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