STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)

A two-degree-of-freedom collission vibration system model with nonlinear constraints and initial precompression is established. The hysteresis region and distribution of the system are studied by using the 4-order Runge-Kutta numerical algorithm and multi-parameter co-simulation method. The stabilit...

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Main Authors: ZHU XiFeng, MA Shuo, WANG JianFeng
Format: Article
Language:zho
Published: Editorial Office of Journal of Mechanical Strength 2023-01-01
Series:Jixie qiangdu
Subjects:
Online Access:http://www.jxqd.net.cn/thesisDetails#10.16579/j.issn.1001.9669.2023.04.005
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author ZHU XiFeng
MA Shuo
WANG JianFeng
author_facet ZHU XiFeng
MA Shuo
WANG JianFeng
author_sort ZHU XiFeng
collection DOAJ
description A two-degree-of-freedom collission vibration system model with nonlinear constraints and initial precompression is established. The hysteresis region and distribution of the system are studied by using the 4-order Runge-Kutta numerical algorithm and multi-parameter co-simulation method. The stability of the co-existing motions in the hysteresis region is analyzed by cell mapping method. Finally, the influence of the change of basic parameters on the hysteresis domain of the system is deeply studied. The results show that the stability of coexisting motion changes with the change of excitation frequency in hysteresis domain. The decrease of the elastic stiffness ratio will reduce the hysteretic frequency of the system.
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institution Kabale University
issn 1001-9669
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publishDate 2023-01-01
publisher Editorial Office of Journal of Mechanical Strength
record_format Article
series Jixie qiangdu
spelling doaj-art-bdbcf85d05524e828cff7faaa964dfc02025-01-15T02:40:54ZzhoEditorial Office of Journal of Mechanical StrengthJixie qiangdu1001-96692023-01-0179379842274597STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)ZHU XiFengMA ShuoWANG JianFengA two-degree-of-freedom collission vibration system model with nonlinear constraints and initial precompression is established. The hysteresis region and distribution of the system are studied by using the 4-order Runge-Kutta numerical algorithm and multi-parameter co-simulation method. The stability of the co-existing motions in the hysteresis region is analyzed by cell mapping method. Finally, the influence of the change of basic parameters on the hysteresis domain of the system is deeply studied. The results show that the stability of coexisting motion changes with the change of excitation frequency in hysteresis domain. The decrease of the elastic stiffness ratio will reduce the hysteretic frequency of the system.http://www.jxqd.net.cn/thesisDetails#10.16579/j.issn.1001.9669.2023.04.005Pre-compressionNonlinear constraintsHysteresis domainCoexisting attractorMulti-parameter co-simulation
spellingShingle ZHU XiFeng
MA Shuo
WANG JianFeng
STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)
Jixie qiangdu
Pre-compression
Nonlinear constraints
Hysteresis domain
Coexisting attractor
Multi-parameter co-simulation
title STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)
title_full STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)
title_fullStr STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)
title_full_unstemmed STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)
title_short STUDY ON MULTI-COEXISTING ATTRACTORS FOR TWO-DOF COLLISION SYSTEMS WITH NONLINEAR CONSTRAINTS (MT)
title_sort study on multi coexisting attractors for two dof collision systems with nonlinear constraints mt
topic Pre-compression
Nonlinear constraints
Hysteresis domain
Coexisting attractor
Multi-parameter co-simulation
url http://www.jxqd.net.cn/thesisDetails#10.16579/j.issn.1001.9669.2023.04.005
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AT mashuo studyonmulticoexistingattractorsfortwodofcollisionsystemswithnonlinearconstraintsmt
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