The authors are to be congratulated for their interesting and useful experimental and analytical study of a structural acoustics coupling problem [1]. As stated by the authors, the vibrating structure (a clamped circular plate) coupled to the acoustic cavity is modelled as a mass-spring-damper osci
STUDY OF THE FORCED RESPONSE OF A CLAMPED CIRCULAR PLATE COUPLED TO A UNI-DIMENSIONAL ACOUSTIC CAVITY
✍ Scribed by F. Curà; G. Curti; M. Mantovani
- Book ID
- 102975412
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 525 KB
- Volume
- 190
- Category
- Article
- ISSN
- 0022-460X
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✦ Synopsis
The subject of this paper is an experimental and analytical study of a structuralacoustical coupling problem. To simplify the issue, the analytical model considered here consists of a uni-dimensional acoustic cavity coupled to a one-degree-of-freedom system (mass, spring and damper). An harmonic excitation force is applied to the mass of the oscillator. In the theoretical analysis, the uni-dimensional cavity is subjected, in correspondence of its end sections, to boundary conditions, which are either the usual ones (closed or open ended) or those deriving from the coupling with the oscillator. This simple model proved to be very useful to investigate the influence of the variation of both the geometrical parameters (i.e., the length of the cavity) and the physical parameters (i.e., mass, damping coefficient and stiffness of the oscillator). The analytical results are compared to those obtained experimentally on a real coupled system, consisting of a cavity enclosed by an acoustically rigid steel cylinder, closed at one end by a movable, acoustically rigid piston and at the other end by a flexible plate, clamped around its edge by the cylinder. Thus the length of the cavity can be varied by simply moving the rigid piston.
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