Virtual decoupling of vibroacoustical systems
Virtual decoupling of vibroacoustical systems
Vibroacoustical systems as well as their behavior are coupled by nature. However, it may be of first interest for engineers to work on decoupled models, so that behavior of the structural/acoustic sub-system can be easily predicted and investigated. This work focuses on a virtual decoupling approach for vibroacoustics, with the objective to reconstruct decoupled and reduced system matrices from coupled experimental measurements. As a promising identification technique, the properness enforcement method has been developed in the literature for both symmetric and non-symmetric systems. During the decoupling process, however, this methodology still needs to be improved from two aspects: 1) the introduction of an additional correlation process so that the structural/acoustic sub-model can be correctly extracted from the coupled system; and 2) the additional optimization step after the complex vectors are approximately corrected by the properness enforcement method. These two key points are addressed by an integrated framework containing three aspects (i.e. identification, optimization, and correlation), which are specially designed for vibroacoustical applications. The finally identified system matrices of a decoupled and reduced equivalent system can exhibit the same behavior as the experimentally measured one. A simulated example is first presented to illustrate the use of this approach in detail. Then an experimental case study is used to demonstrate its feasibility in engineering applications.
Complex modes, Experimental modal analysis, Matrix identification, Properness condition, System identification, Vibroacoustics
169-189
Bi, Sifeng
93deb24b-fda1-4b18-927b-6225976d8d3f
Ouisse, Morvan
f4dc6d19-82b8-4bd5-96ac-194fb6084800
Foltête, Emmanuel
f7229c67-2dba-449f-8554-c0274e9527f7
Jund, Arnaud
6aa2a105-f682-40be-b433-62293bb9c381
3 May 2017
Bi, Sifeng
93deb24b-fda1-4b18-927b-6225976d8d3f
Ouisse, Morvan
f4dc6d19-82b8-4bd5-96ac-194fb6084800
Foltête, Emmanuel
f7229c67-2dba-449f-8554-c0274e9527f7
Jund, Arnaud
6aa2a105-f682-40be-b433-62293bb9c381
Bi, Sifeng, Ouisse, Morvan, Foltête, Emmanuel and Jund, Arnaud
(2017)
Virtual decoupling of vibroacoustical systems.
Journal of Sound and Vibration, 401, .
(doi:10.1016/j.jsv.2017.04.040).
Abstract
Vibroacoustical systems as well as their behavior are coupled by nature. However, it may be of first interest for engineers to work on decoupled models, so that behavior of the structural/acoustic sub-system can be easily predicted and investigated. This work focuses on a virtual decoupling approach for vibroacoustics, with the objective to reconstruct decoupled and reduced system matrices from coupled experimental measurements. As a promising identification technique, the properness enforcement method has been developed in the literature for both symmetric and non-symmetric systems. During the decoupling process, however, this methodology still needs to be improved from two aspects: 1) the introduction of an additional correlation process so that the structural/acoustic sub-model can be correctly extracted from the coupled system; and 2) the additional optimization step after the complex vectors are approximately corrected by the properness enforcement method. These two key points are addressed by an integrated framework containing three aspects (i.e. identification, optimization, and correlation), which are specially designed for vibroacoustical applications. The finally identified system matrices of a decoupled and reduced equivalent system can exhibit the same behavior as the experimentally measured one. A simulated example is first presented to illustrate the use of this approach in detail. Then an experimental case study is used to demonstrate its feasibility in engineering applications.
Text
JSV - Bi et al - preprint
More information
Accepted/In Press date: 27 April 2017
e-pub ahead of print date: 3 May 2017
Published date: 3 May 2017
Additional Information:
Publisher Copyright:
© 2017 Elsevier Ltd
Keywords:
Complex modes, Experimental modal analysis, Matrix identification, Properness condition, System identification, Vibroacoustics
Identifiers
Local EPrints ID: 490441
URI: http://eprints.soton.ac.uk/id/eprint/490441
ISSN: 0022-460X
PURE UUID: 4ab6ccd6-fe6f-4f6f-815e-d1fc3a6a6cfa
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Date deposited: 28 May 2024 16:43
Last modified: 01 Jun 2024 02:09
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Contributors
Author:
Sifeng Bi
Author:
Morvan Ouisse
Author:
Emmanuel Foltête
Author:
Arnaud Jund
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