Efficient computation on nonlinear responses of a rotating assembly incorporating the squeeze-film damper
Efficient computation on nonlinear responses of a rotating assembly incorporating the squeeze-film damper
Oil film forces of the squeeze-film damper are highly nonlinear functions of the displacement and velocity of the shaft. Three numerical methods are introduced to predict the dynamic characteristics of this nonlinear system. The fast integration method is very efficient in calculating the transient and steady state responses. The harmonic balance method can be used to predict steady state responses of both synchronous and nonsynchronous (subharmonic and superharmonic) components. The simple iteration method is suitable to calculate the circular concentric orbits. The method can be chosen according to the practical need.
363-373
Chu, Fulei
b0cd11bc-cac2-4589-a75a-4a1a3f9d0fcd
Holmes, Roy
551b767a-eeda-4916-a01b-ff187bc84062
1998
Chu, Fulei
b0cd11bc-cac2-4589-a75a-4a1a3f9d0fcd
Holmes, Roy
551b767a-eeda-4916-a01b-ff187bc84062
Chu, Fulei and Holmes, Roy
(1998)
Efficient computation on nonlinear responses of a rotating assembly incorporating the squeeze-film damper.
Computer Methods in Applied Mechanics and Engineering, 164 (3-4), .
(doi:10.1016/S0045-7825(98)00097-8).
Abstract
Oil film forces of the squeeze-film damper are highly nonlinear functions of the displacement and velocity of the shaft. Three numerical methods are introduced to predict the dynamic characteristics of this nonlinear system. The fast integration method is very efficient in calculating the transient and steady state responses. The harmonic balance method can be used to predict steady state responses of both synchronous and nonsynchronous (subharmonic and superharmonic) components. The simple iteration method is suitable to calculate the circular concentric orbits. The method can be chosen according to the practical need.
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Published date: 1998
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Local EPrints ID: 21201
URI: http://eprints.soton.ac.uk/id/eprint/21201
ISSN: 0045-7825
PURE UUID: e326e9b9-e6ad-437c-8077-2d80bce2cfb0
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Date deposited: 09 Nov 2006
Last modified: 15 Mar 2024 06:29
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Author:
Fulei Chu
Author:
Roy Holmes
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