Comparing the performance of a dynamic vibration absorber with a very large or very small moment of inertia
Comparing the performance of a dynamic vibration absorber with a very large or very small moment of inertia
In this article, the performance of a two degree-of-freedom dynamic
vibration absorber (DVA) with very large or very small
moment of inertia is studied. Although it has been shown previously
that an optimally tuned DVA with a negligibly small moment
of inertia marginally outperforms the optimally tuned DVA with a
very large moment of inertia, the physical reasons for this have
not been made clear. Using a simplified model of the stiffness
elements of the DVA, it is shown that the two sets of parallel
combinations of stiffness and damping elements of the DVA with
negligibly small moments of inertia effectively act in series, rather
than in parallel as in the other case. Furthermore, it is shown that
the stiffness and damping elements can be represented as a single
stiffness and a single damping element whose properties are frequency
dependent. This frequency dependency means that there is
additional freedom in choosing the optimum stiffness and damping
of the DVA, which results in better performance.
Jang, S.-J.
0741b9e1-24f1-46f6-b07f-e66283e4ea41
Brennan, M.J.
87c7bca3-a9e5-46aa-9153-34c712355a13
Rustighi, E.
9544ced4-5057-4491-a45c-643873dfed96
June 2010
Jang, S.-J.
0741b9e1-24f1-46f6-b07f-e66283e4ea41
Brennan, M.J.
87c7bca3-a9e5-46aa-9153-34c712355a13
Rustighi, E.
9544ced4-5057-4491-a45c-643873dfed96
Jang, S.-J., Brennan, M.J. and Rustighi, E.
(2010)
Comparing the performance of a dynamic vibration absorber with a very large or very small moment of inertia.
Journal of Vibration and Acoustics, 132 (3).
(doi:10.1115/1.4000780).
Abstract
In this article, the performance of a two degree-of-freedom dynamic
vibration absorber (DVA) with very large or very small
moment of inertia is studied. Although it has been shown previously
that an optimally tuned DVA with a negligibly small moment
of inertia marginally outperforms the optimally tuned DVA with a
very large moment of inertia, the physical reasons for this have
not been made clear. Using a simplified model of the stiffness
elements of the DVA, it is shown that the two sets of parallel
combinations of stiffness and damping elements of the DVA with
negligibly small moments of inertia effectively act in series, rather
than in parallel as in the other case. Furthermore, it is shown that
the stiffness and damping elements can be represented as a single
stiffness and a single damping element whose properties are frequency
dependent. This frequency dependency means that there is
additional freedom in choosing the optimum stiffness and damping
of the DVA, which results in better performance.
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Published date: June 2010
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Local EPrints ID: 146839
URI: http://eprints.soton.ac.uk/id/eprint/146839
ISSN: 1048-9002
PURE UUID: ac6d7c15-558b-4f29-95cf-d9d3154328a0
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Date deposited: 22 Apr 2010 14:32
Last modified: 14 Mar 2024 00:56
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Author:
S.-J. Jang
Author:
M.J. Brennan
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