A new 2-D model of a thin annular disk using a modified assumption
A new 2-D model of a thin annular disk using a modified assumption
The work describes an improved 2-D model for a thin annulus by using a modified assumption with regard to coupled vibration. With this approach, the impedance spectrum and displacements due to radial modes, both in radial and thickness direction of a thin ring, are obtained. Bending displacement is investigated by finite element analysis (FEA) and matches our model. The bending in the thickness direction is coupled to radial modes and shows several node circles in the high radial overtone frequency range. The model is validated by FEA with excellent agreement between the new theory and FEA results
421-426
Qian, Y.
d8634802-5698-4034-ae09-c6f0a70971d2
Harris, N.R.
237cfdbd-86e4-4025-869c-c85136f14dfd
Glynne-Jones, P.
0558edd6-7ffa-42d4-9b6a-76fb84fdc0da
Beeby, S.P.
ba565001-2812-4300-89f1-fe5a437ecb0d
February 2010
Qian, Y.
d8634802-5698-4034-ae09-c6f0a70971d2
Harris, N.R.
237cfdbd-86e4-4025-869c-c85136f14dfd
Glynne-Jones, P.
0558edd6-7ffa-42d4-9b6a-76fb84fdc0da
Beeby, S.P.
ba565001-2812-4300-89f1-fe5a437ecb0d
Qian, Y., Harris, N.R., Glynne-Jones, P. and Beeby, S.P.
(2010)
A new 2-D model of a thin annular disk using a modified assumption.
IEEE Transactions on Ultrasonics, Ferroelectrics and Frequency Control, 57 (2), .
(doi:10.1109/TUFFC.2010.1422).
(PMID:20178908)
Abstract
The work describes an improved 2-D model for a thin annulus by using a modified assumption with regard to coupled vibration. With this approach, the impedance spectrum and displacements due to radial modes, both in radial and thickness direction of a thin ring, are obtained. Bending displacement is investigated by finite element analysis (FEA) and matches our model. The bending in the thickness direction is coupled to radial modes and shows several node circles in the high radial overtone frequency range. The model is validated by FEA with excellent agreement between the new theory and FEA results
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Published date: February 2010
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Local EPrints ID: 268521
URI: http://eprints.soton.ac.uk/id/eprint/268521
PURE UUID: 025407a3-62d1-4179-8a8c-935f60933c30
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Date deposited: 19 Feb 2010 15:26
Last modified: 15 Mar 2024 02:46
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Author:
Y. Qian
Author:
N.R. Harris
Author:
P. Glynne-Jones
Author:
S.P. Beeby
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