FEED-FORWARD EQUALIZATION OF SOUND RADIATION FROM A VIBRATING PLATE

Authors

  • Krzysztof MAZUR Silesian University of Technology
  • Marek PAWEŁCZYK Silesian University of Technology

DOI:

https://doi.org/10.7494/mech.2012.31.1.35

Keywords:

vibrating plate, sound radiation, adaptation, feed-forward, equalization, active noise control, playback

Abstract

In this paper an adaptive single input - multiple output feed-forward system for sound radiation from a vibrating plate is investigated. Finite impulse response filters are used to generate control signals for each actuator based on the common input signal. The filters are updated with the Filtered-x LMS algorithm in order to minimize the instantaneous squared value of the difference between the sound pressure measured at the specified point in the acoustic field, and the desired signal being the input signal filtered by the assumed secondary path transfer func­tion model. Performance of the system is experimentally verified and obtained results are reported.

Downloads

Download data is not yet available.

References

Cieślik J, Bochniak W. 2010, Examination on the dependence of acoustic power radiation and the vibration energy flow in rectangular plates, 57th Open Seminar on Acoustics 2010, Gliwice, September 20-24, ISBN 978-83-931744-0-9, pp. 45-48.

El Kadiri M., Benamar R., White R.G. 1999, The non-linear free vibration of fully clamped rectangular plates: second non-linear mode for various plate aspect ratios, Journal of Sound and Vibration, 228(2), pp. 333-358.

Elliott S. 2GG1, Signal Processing for Active Control, London, Academic Press.

Fahy F., Gardonio P. 2GG7, Sound and Structural Vibration, 2nd ed., Elsevier.

Hansen C.H., Snyder S.D. 1997, Active Control of Noise and Vibration, E & FN Spon, First Edition.

Kuo S.M., Morgan D.R. 1996, Active Noise Control Systems, New York, John Wiley & Sons, Inc.

Pawelczyk M. 2005, Feedback Control of Acoustic Noise at Desired Locations, Silesian University of Technology, Gliwice.

Pietrzko S.J. 2009, Contributions to Noise and Vibration Control Technology, AGH - University of Science and Technology Press, Krakow.

Saha K.N., Misra D., Ghosal S., Pohit G. 2005, Nonlinear free vibration analysis of square plates with various boundary conditions, Journal of Sound and Vibration, 287, pp. 1031-1044.

Smart Material: MFC, Retrieved October 14th, 2010 from http:// www.smart-material.com/Smart-choice.php?from=MFC.

Wiciak J. 2008, Sound radiation by set of L-jointedplates with four pairs of piezoelectric elements, The European Physical Journal Special Topics, 154, 1, pp. 229-233.

Downloads

Published

2012-03-23

Issue

Section

Articles