A power mode approach to estimating vibrational power transmitted by multiple sources
A power mode approach to estimating vibrational power transmitted by multiple sources
A power mode method for the estimation of the power transmitted to a flexible receiver by an array of point force excitations is described. The vibrational power transmitted by N discrete point forces is regarded as the power transmitted by N independent power modes following eigendecomposition of the mobility matrix of the receiving structure. Approximate expressions for the upper and lower bounds and the mean value of the transmitted power are then developed in terms of these power modes. The approach is extended to more general cases, including that where both force and moment excitations are applied to the structure and where there are velocity source excitations. Numerical examples are presented.
387-399
Ji, L.
fe6acc7e-f67e-4876-ba5a-14c8f7ce3ebb
Mace, B.R.
cfb883c3-2211-4f3a-b7f3-d5beb9baaefe
Pinnington, R.J.
8c573d68-9de6-46df-95a4-23130f4fac9f
2003
Ji, L.
fe6acc7e-f67e-4876-ba5a-14c8f7ce3ebb
Mace, B.R.
cfb883c3-2211-4f3a-b7f3-d5beb9baaefe
Pinnington, R.J.
8c573d68-9de6-46df-95a4-23130f4fac9f
Ji, L., Mace, B.R. and Pinnington, R.J.
(2003)
A power mode approach to estimating vibrational power transmitted by multiple sources.
Journal of Sound and Vibration, 265 (2), .
(doi:10.1016/S0022-460X(02)01457-8).
Abstract
A power mode method for the estimation of the power transmitted to a flexible receiver by an array of point force excitations is described. The vibrational power transmitted by N discrete point forces is regarded as the power transmitted by N independent power modes following eigendecomposition of the mobility matrix of the receiving structure. Approximate expressions for the upper and lower bounds and the mean value of the transmitted power are then developed in terms of these power modes. The approach is extended to more general cases, including that where both force and moment excitations are applied to the structure and where there are velocity source excitations. Numerical examples are presented.
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Published date: 2003
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Local EPrints ID: 10089
URI: http://eprints.soton.ac.uk/id/eprint/10089
ISSN: 0022-460X
PURE UUID: 35dd82e1-7da0-49c8-9249-fc08a0aeac29
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Date deposited: 10 Mar 2005
Last modified: 15 Mar 2024 04:58
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Author:
L. Ji
Author:
R.J. Pinnington
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