Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System

In this article, the vibration analysis of a set of parallel Timoshenko beams connected by intermediate flexible connections, with arbitrary numbers, is studied. The moving load is a vehicle, which is modeled by a two-axle six degrees of freedom system, as a mass-spring-damper system, in a plane mot...

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Main Authors: S. Foroozande, A.R. Ariaei
Format: Article
Language:fas
Published: Isfahan University of Technology 2017-02-01
Series:Ravish/hā-yi ̒adadī dar Muhandisī
Subjects:
Online Access:http://jcme.iut.ac.ir/browse.php?a_code=A-10-1-14&slc_lang=en&sid=1
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author S. Foroozande
A.R. Ariaei
author_facet S. Foroozande
A.R. Ariaei
author_sort S. Foroozande
collection DOAJ
description In this article, the vibration analysis of a set of parallel Timoshenko beams connected by intermediate flexible connections, with arbitrary numbers, is studied. The moving load is a vehicle, which is modeled by a two-axle six degrees of freedom system, as a mass-spring-damper system, in a plane motion. For the solution, a new method is proposed which uses a change of variables strategy to decouple the system of differential equations. For this purpose, the stiffness matrix obtained from each column of intermediate connections should have the same normalized eigenvectors. The displacements and the bending moments of the beams and the vehicle due to changes in the stiffness of connections and changes in speeds will be examined. Finally, the validity of the results are measured.
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spelling doaj.art-fa6142cf34a240188926ca3d27b5e26a2022-12-21T18:10:32ZfasIsfahan University of TechnologyRavish/hā-yi ̒adadī dar Muhandisī2228-76982423-57412017-02-013522345Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom SystemS. Foroozande0A.R. Ariaei1 In this article, the vibration analysis of a set of parallel Timoshenko beams connected by intermediate flexible connections, with arbitrary numbers, is studied. The moving load is a vehicle, which is modeled by a two-axle six degrees of freedom system, as a mass-spring-damper system, in a plane motion. For the solution, a new method is proposed which uses a change of variables strategy to decouple the system of differential equations. For this purpose, the stiffness matrix obtained from each column of intermediate connections should have the same normalized eigenvectors. The displacements and the bending moments of the beams and the vehicle due to changes in the stiffness of connections and changes in speeds will be examined. Finally, the validity of the results are measured.http://jcme.iut.ac.ir/browse.php?a_code=A-10-1-14&slc_lang=en&sid=1Parallel Timoshenko beams Intermediate flexible connections Two-axle six degrees of freedom system Transfer matrix method.
spellingShingle S. Foroozande
A.R. Ariaei
Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System
Ravish/hā-yi ̒adadī dar Muhandisī
Parallel Timoshenko beams
Intermediate flexible connections
Two-axle six degrees of freedom system
Transfer matrix method.
title Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System
title_full Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System
title_fullStr Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System
title_full_unstemmed Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System
title_short Vibration of Elastically Connected Multiple Timoshenko Beams under a Moving Six Degrees of Freedom System
title_sort vibration of elastically connected multiple timoshenko beams under a moving six degrees of freedom system
topic Parallel Timoshenko beams
Intermediate flexible connections
Two-axle six degrees of freedom system
Transfer matrix method.
url http://jcme.iut.ac.ir/browse.php?a_code=A-10-1-14&slc_lang=en&sid=1
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