Nonlinear Behavior Characterization of a 3-Layer Laminated Cantilever Beam System
This research aims to characterize the nonlinear responses of a 3-layer laminated composite cantilever beam systemsubjected to evenly distributed dynamic excitations, with the employment of the Periodicity Ratio (PR) method. Periodic, quasiperiodic, chaotic behaviors especially the behavio...
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Online Access: | https://doi.org/10.1515/nleng-2014-0006 |
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doaj-9e88a5aa401b451ca5f4c8eece41176f2021-09-06T19:21:06ZengDe GruyterNonlinear Engineering2192-80292014-06-0132576910.1515/nleng-2014-0006Nonlinear Behavior Characterization of a 3-Layer Laminated Cantilever Beam SystemDai Liming0Huang Kai1Huang Tousheng2Sun Lin3Industrial Systems Engineering, University of Regina, Canada Industrial Systems Engineering, University of Regina, Canada Industrial Systems Engineering, University of Regina, Canada Industrial Systems Engineering, University of Regina, Canada This research aims to characterize the nonlinear responses of a 3-layer laminated composite cantilever beam systemsubjected to evenly distributed dynamic excitations, with the employment of the Periodicity Ratio (PR) method. Periodic, quasiperiodic, chaotic behaviors especially the behaviors in between period and quasiperiod of the cantilever beam system are quantitatively described. A periodic-quasiperiodic-chaotic region diagram is developed to be used for identifying the global behaviors of the cantilever beam system with a large range of parameters. The research approach demonstrates that the PR method is effective and powerful in analyzing the complex dynamical characteristics of nonlinear cantilever beam systems, and the approach shows significances for industrial application and further nonlinear research in this area.https://doi.org/10.1515/nleng-2014-0006laminated composite cantilever beamnonlinear dynamic system periodicity ratio methodperiodicityquasiperiodicitychaos |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Dai Liming Huang Kai Huang Tousheng Sun Lin |
spellingShingle |
Dai Liming Huang Kai Huang Tousheng Sun Lin Nonlinear Behavior Characterization of a 3-Layer Laminated Cantilever Beam System Nonlinear Engineering laminated composite cantilever beam nonlinear dynamic system periodicity ratio method periodicity quasiperiodicity chaos |
author_facet |
Dai Liming Huang Kai Huang Tousheng Sun Lin |
author_sort |
Dai Liming |
title |
Nonlinear Behavior Characterization of a 3-Layer
Laminated Cantilever Beam System |
title_short |
Nonlinear Behavior Characterization of a 3-Layer
Laminated Cantilever Beam System |
title_full |
Nonlinear Behavior Characterization of a 3-Layer
Laminated Cantilever Beam System |
title_fullStr |
Nonlinear Behavior Characterization of a 3-Layer
Laminated Cantilever Beam System |
title_full_unstemmed |
Nonlinear Behavior Characterization of a 3-Layer
Laminated Cantilever Beam System |
title_sort |
nonlinear behavior characterization of a 3-layer
laminated cantilever beam system |
publisher |
De Gruyter |
series |
Nonlinear Engineering |
issn |
2192-8029 |
publishDate |
2014-06-01 |
description |
This research aims to characterize the nonlinear
responses of a 3-layer laminated composite cantilever
beam systemsubjected to evenly distributed dynamic excitations,
with the employment of the Periodicity Ratio (PR)
method. Periodic, quasiperiodic, chaotic behaviors especially
the behaviors in between period and quasiperiod of
the cantilever beam system are quantitatively described.
A periodic-quasiperiodic-chaotic region diagram is developed
to be used for identifying the global behaviors of the
cantilever beam system with a large range of parameters.
The research approach demonstrates that the PR method
is effective and powerful in analyzing the complex dynamical
characteristics of nonlinear cantilever beam systems,
and the approach shows significances for industrial application
and further nonlinear research in this area. |
topic |
laminated composite cantilever beam nonlinear dynamic system periodicity ratio method periodicity quasiperiodicity chaos |
url |
https://doi.org/10.1515/nleng-2014-0006 |
work_keys_str_mv |
AT dailiming nonlinearbehaviorcharacterizationofa3layerlaminatedcantileverbeamsystem AT huangkai nonlinearbehaviorcharacterizationofa3layerlaminatedcantileverbeamsystem AT huangtousheng nonlinearbehaviorcharacterizationofa3layerlaminatedcantileverbeamsystem AT sunlin nonlinearbehaviorcharacterizationofa3layerlaminatedcantileverbeamsystem |
_version_ |
1717775183087927296 |