Implementation and experimental validation of a new viscothermal acoustic finite element for acousto-elastic problems

Journal of Sound and Vibration

Volumn 216, Issue 1, 1998, Pages 159-185

  Beltman, W M ^a   Van Der Hoogt, P J M ^a   Spiering, R M E J ^a   Tijdeman, H ^a  

^a UNIVERSITY OF TWENTE   (Netherlands)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0004800258     PISSN: 0022460X     EISSN: None     Source Type: Journal    
DOI: 10.1006/jsvi.1998.1708     Document Type: Article

References (31)

1. W. M. BELTMAN, P. J. M. VAN DER HOOGT, R. M. E. J. SPIERING and H. TIJDEMAN 1997 Journal of Sound and Vibration 206, 217-241. Air loads on a rigid plate oscillating normal to a fixed surface.
2. O. REYNOLDS 1886 Philosophical Transactions of the Royal Society of London Series A 111, 157. On the theory of lubrication.
3. W. KAHLERT 1948 Ingnieur Archiv 16, 321-342. Der Einfluß der Trägheitskräfte bei der hydrodynamischen Schmiermittel Theorie (in German).
4. R. S. BRAND 1955 ASME Transactions 77, 363-364. Inertia forces in lubricating films.
5. J. V. BECK, W. G. HOLLIDAY and G. L. STRODTMAN 1969 Journal of Lubrication Technology 91, 138-148. Experiment and analysis of a flat disk squeeze-film bearing including effects of supported mass motion.
6. S. M. R. HASHEMI and B. J. ROYLANCE 1989 Tribology Transactions 32, 461-468. Analysis of an oscillatory oil squeeze film including effects of fluid inertia.
7. E. C. KUHN and C. C. YATES 1964 ASLE Transactions 7, 299-303. Fluid inertia effect on the film pressure between axially oscillating parallel circular plates.
8. C. Y. WANG and B. DRACHMAN 1982 Applied Scientific Research 39, 55-68. The steady streaming generated by a vibrating plate parallel to a fixed plate.
9. V. RAMAMURTHY and U. S. RAO 1987 Fluid Dynamics Research 2, 47-63. The steady streaming generated by a vibrating plate parallel to a fixed plate in a dusty fluid.
10. G. MAIDANIK 1966 Journal of the Acoustical Society of America 40, 1064-1072. Energy dissipation in associated with gas-pumping in structural joints.
11. E. E. UNGAR and J. R. CARBONELL 1966 American Institute of Aeronautics and Astronautics Journal 4, 1385-1390. On panel vibration damping due to structural joints.
12. A. D. PIERCE 1981 Acoustics, An Introduction to its Physical Principles and Applications. New York: Acoustical Society of America.
13. M. J. H. Fox and P. N. WHITTON 1980 Journal of Sound and Vibration 73, 279-295. The damping of structural vibrations by thin gas films.
14. T. ONSAY 1993 Journal of Sound and Vibration 163, 231-259. Effects of layer thickness on the vibration response of a plate-fluid layer system.
15. T. ONSAY 1994 Journal of Sound and Vibration 178, 289-313. Dynamic interactions between the bending vibrations of a plate and a fluid layer attenuator.
16. A. TROCHIDIS 1982 Acustica 51, 201-212. Vibration damping due to air or liquid layers.
17. M. MOSER 1980 Acustica 46, 210-217. Damping of structure born sound by the viscosity of a layer between two plates.
18. L. C. CHOW and R. J. PINNINGTON 1986 Journal of Sound and Vibration 118, 123-139. Practical industrial method of increasing structural damping in machinery, I: squeeze film damping with air.
19. L. C. CHOW and R. J. PINNINGTON 1988 Journal of Sound and Vibration 128, 333-347. Practical industrial method of increasing structural damping in machinery, I: squeeze film damping with liquids.
20. J. W. S. RAYLEIGH 1896 The Theory of Sound (two volumes, second edition). New York: Dover Publications. See pp. 319-321.
21. M. BRUNEAU, PH. HERZOG, J. KERGOMARD and J. D. POLACK 1989 Wave Motion 11, 441-451. General formulation of the dispersion equation in bounded visco-thermal fluid, and application to some simple geometries.
22. M. BRUNEAU, A. M. BRUNEAU and P. HAMERY 1993 Acta Acustica, 227-234. An improved approach to modeling the behaviour of thin fluid films trapped between a vibrating membrane and a backing wall and surrounded by a reservoir at the periphery.
23. G. PLANTIER and M. BRUNEAU 1990 Journal d'Acoustique 3, 243-250. Heat conduction effects on the acoustic response of a membrane separated by a very thin air film from a backing electrode.
24. C. KARRA, M. BEN TAHAR, C. MARQUETTE and M. T. CHAU 1996 Proceedings of Internoise 96, Liverpool. (F. Alison Hill and Roy Lawrence, editors), 3003-3006. Boundary element analysis of problems of acoustic propagation in viscothermal fluid.
25. W. M. BELTMAN, P. J. M. VAN DER HOOGT, R. M. E. J. SPIERING and H. TIJDEMAN 1996 Proceedings of the International Conference on Spacecraft Structures, Materials and Mechanical Testing, ESA SP-386, Noordwijk, The Netherlands (W. R. Burke, editor), 219-226. Air loads on solar panels during launch.
26. W. M. BELTMAN, P. J. M. VAN DER HOOGT, R. M. E. J. SPIERING and H. TIJDEMAN 1996 Proceedings of ISMA-21 Conference on Noise and Vibration Engineering, Leuven, Belgium (P. Sas, editor), 1605-1618. Energy dissipation in thin air layers.
27. S. MERAZZI 1994 PhD. Thesis 1251 EPFL Lausane, Switzerland. Modular finite element analysis tools applied to problems in engineering.
28. M. D. MCCOLLUM and C. M. SIDERS 1996 Journal of the Acoustical Society of America 99, 1949-1957. Modal analysis of a structure in a compressible fluid using a finite element/boundary element approach.
29. E. H. DOWELL, G. F. GORMAN and D. A. SMITH 1977 Journal of Sound and Vibration 52, 519-542. Acousto-elasticity: general theory, acoustic natural modes and forced response to sinusoidal excitation, including comparisons with experiment.
30. R. D. BLEVINS 1979 Formulas for Natural Frequency and Mode Shape. New York: Van Nostrand Reinhold. See p. 418.
31. LMS NUMERICAL TECHNOLOGIES N. V., SYSNOISE Manual, Rev. 5.3. Interleuvenlaan 70, 3001 Leuven, Belgium.