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Abstrakty
In the paper, a new method of the effectiveness increase of the active asymmetrical structure vibration reduction via PZTs is proposed. The new method is based on adding successive PZTs to quasi-optimal sub-areas (QO) in the determined order. A triangular plate with the C-F-F boundary conditions is chosen for this purpose. Only the second mode of the plate is taken into consideration in this study. To realise the aim, first the QO are determined. To each QO, PZTs are bonded from one to seven according to the following rule; namely, the consecutive PZT takes up free surface with locally maximal curvature on the QO. The effectiveness of the vibration reduction is measured in particular sense. Numerical experiments are performed to confirm the validity of this idea.
Wydawca
Czasopismo
Rocznik
Tom
Strony
521--530
Opis fizyczny
Bibliogr. 13 poz., rys.
Twórcy
autor
autor
- Technical University of Rzeszów, Laboratory of Acoustic, WEiI, Wincentego Pola 2, 35-959 Rzeszów, Poland, abranski@prz.rzeszow.pl
Bibliografia
- [1] BRAŃSKI A., SZELA S., The quasi-optimal distribution of PZTs in active reduction of triangular plate vibration, Proceedings 8th Conference on Active Noise and Vibration Control Methods, pp. 60–61, AGH, Kraków 2007.
- [2] BRAŃSKI A., SZELA S., On the quasi-optimal distribution of PZTs in active reduction of the triangular plate vibration, Archives of Control Sciences, 17, 4, 427–437 (2007).
- [3] BRAŃSKI A., SZELA S., Evaluation of active vibration reduction of the triangular plate via acoustic field parameter, Proceedings LIV Open Seminar on Acoustics, pp. 162–163, University of Rzeszów, Rzeszów 2007.
- [4] FULLER C.R., ELLIOT S.J., NIELSEN P.A., Active Control of Vibration, Academic Press, London 1997.
- [5] HANSEN C.H., SNYDER S.D., Active control of noise and vibration, E&FN SPON, London 1997.
- [6] KOZIEŃ M.S., WICIAK J., Influence of the piezoelectric elements configuration on the lowering of plate vibrations, Proceedings of the Conference: Structural Acoustics – Waves – Biomedical Engineering, pp. 47–54, Polish Acoustical Society, Kraków–Zakopane 2003.
- [7] LEISSA A.W., Vibration of plates, NASA SP-160, D.C.: Office of Technology Utilization, NASA, Washington 1969.
- [8] MIRZA S., ALIZADEH Y., Free vibration of partially supported triangular plates, Computers & Structures, 51, 2, 143–150 (1994).
- [9] PIETRZAKOWSKI M., Active damping of transverse vibration using distributed piezoelectric elements, Oficyna Wydawnicza Politechniki Warszawskiej, Warszawa 2004.
- [10] SINGHAL R., REDEKOP D., Vibration of right-angled triangular plates partially clamped on one side, Journal of Sound and Vibration, 251, 2, 377–382 (2002).
- [11] TIMOSHENKO S.P., WOINOWSKY–KRIEGER S., Theory of plates and shells, McGraw-Hill, New York 1959.
- [12] TYLIKOWSKI A., Control of circular plate vibrations via piezoelectric actuators shunted with a capacitive circuit, Thin-Walled Structures, 39, 83–94 (2001).
- [13] WICIAK J., Investigations of a noise control of a plate with four pairs of piezoelectric elements, Archives of Acoustics, 31, 503–512 (2006).
Typ dokumentu
Bibliografia
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bwmeta1.element.baztech-article-BAT8-0014-0016