The article reports acoustic measurements on short corrugated pipes with flow. Such pipes might generate high sound levels associated with length resonances. One of the main objectives of the study was to estimate the location of the effective sources by studying the energy flow through the pipes. It was found that a short section of corrugations will only produce sound effectively when placed at the inflow end, while for fully corrugated pipes, the sound-producing regions are located around the pressure maxima of the observed standing waves. It was further found that the net energy flow is in the upstream direction for nearly the complete length of pipe.
REFERENCES
1.
W.
Burstyn
, “Eine neue pfeife (a new pipe.)
,” Z. Tech. Phys. (Leipzig)
3
, 179
–180
(1922
).2.
P.
Cermak
, “Über die tonbildung bei metallschläuchen mit eingedrücktem spiralgang (on the sound generation in flexible metal hoses with spiralling grooves)
,” Phys. Z.
23
, 394
–397
(1922
).3.
F. S.
Crawford
, “Singing corrugated pipes
,” Am. J. Phys.
42
, 278
–288
(1974
).4.
M. P.
Silverman
and G. M.
Cushman
, “Voice of the dragon: The rotating corrugated resonator
,” Eur. J. Phys.
10
, 298
–304
(1989
).5.
L. H.
Cadwell
, “Singing corrugated pipes revisited
,” Am. J. Phys.
62
, 224
–227
(1994
).6.
S.
Serafin
and J.
Kojs
, “The voice of the dragon: A physical model of a rotating corrugated tube
,” in Proceedings of the Sixth International Conference on Digital Audio Effects (DAFex-03), London, 8–11 September 2003.7.
Y.
Nakamura
and N.
Fukamachi
, “Sound generation in corrugated tubes
,” Fluid Dyn. Res.
7
, 251
–261
(1991
).8.
U.
Kristiansen
, T. A.
Reinen
, and G. A.
Wiik
, “Sound generation in corrugated pipes
,” in Proceedings of the Internoise 2005, Rio de Janeiro, Brazil, 7–10 August 2005.9.
A. M.
Binnie
, “Self induced waves in a conduit with corrugated walls. ii. Experiments with air in corrugated and finned tubes
,” Proc. R. Soc. London, Ser. A
262
, 179
–197
(1961
).10.
A. M.
Binnie
, “Self induced waves in a conduit with corrugated walls. i. Experiments with water in an open horizontal channel with vertically corrugated sides
,” Proc. R. Soc. London, Ser. A
259
, 18
–27
(1960
).11.
A. M.
Petrie
and I. D.
Huntley
, “The acoustic output produced by a steady airflow through a corrugated duct
,” J. Sound Vib.
70
, 1
–9
(1980
).12.
Lecture Notes on the Mathematics of Acoustics
, edited by M. C. M.
Wright
(Imperial College Press
, London, 2005
), Chap. 11.13.
V. F.
Kopiev
, M. A.
Mironov
, and V. S.
Solntseva
, “Sound generation, amplification and absorption by air flow through waveguide with periodically corrugated boundary
,” in Proceedings of Forum Acusticum, Budapest, Hungary, 29 August - 2 September 2005.14.
M. S.
Howe
, “Mechanism of sound generation by low Mach number flow over a wall cavity
,” J. Sound Vib.
273
, 103
–123
(2004
).15.
J. C.
Bruggeman
, A.
Hirschberg
, M. E. H.
van Dongen
, A. P. J.
Wijnands
, and J.
Gorter
, “Self-sustained aero-acoustic pulsations in gas transport systems: Experimental study of the influence of closed side branches
,” J. Sound Vib.
150
, 371
–393
(1991
).16.
S.
Dequand
, S. J.
Hulshoff
, and A.
Hirschberg
, “Self-sustained oscillations in a closed side branch system
,” J. Sound Vib.
265
, 359
–386
(2003
).17.
Kook
and L.
Mongeau
, “Analysis of the periodic pressure fluctuations induced by flow over a cavity
,” J. Sound Vib.
251
, 823
–846
(2002
).18.
J. Y.
Chung
and D. A.
Blaser
, “Transfer function method of measuring in-duct acoustic properties. i. Theory
,” J. Acoust. Soc. Am.
68
, 907
–913
(1980
).19.
WinMLS Morset Sound Development, Trondheim, Norway.
20.
R. M.
Munt
, “Acoustic transmission properties of a jet pipe with subsonic jet flow. I. The cold jet reflection coefficient
,” J. Sound Vib.
142
, 413
–436
(1990
).21.
S.
Allam
and M.
Åbom
, “Investigation of damping and radiation using full plane wave decomposition in ducts
,” J. Sound Vib.
292
, 519
–534
(2006
).22.
F. J.
Fahy
, “Measurement of acoustic intensity using the cross-spectral density of two microphone signals
,” J. Acoust. Soc. Am.
62
, 1057
–1059
(1977
).23.
O. K.
ØPettersen
, “Sound intensity measurements for describing acoustic power flow
,” Appl. Acoust.
14
, 387
–397
(1981
).24.
25.
L. E.
Kinsler
, A. R.
Frey
, A. B.
Coppens
, and J. V.
Sanders
, Fundamentals of Acoustics
(Wiley
, New York, 2000
).26.
Brass Instruments Analysis System (BIAS)
, Institute for Musical Acoustics, Wienna.27.
J. P.
Dalmont
, “Acoustic impedance measurement. i. A review
,” J. Sound Vib.
243
(3
), 427
–439
(2001
).28.
B. J.
Forbes
and E. R.
Pike
, “Acoustical Klein-Gordon equation: A time- independent perturbation analysis
,” Phys. Rev. Lett.
93
(5
), 054301
(2004
).29.
T.
Colonius
, A. J.
Basu
, and C. W.
Rowley
, “Computation of sound generation and flow/acoustic instabilities in the flow past an open cavity
,” in Proceedings of the FEDSM99 3rd ASME/JSME Joint Fluids Engineering Conference, San Francisco, 18-23 July 1999.30.
X.
Gloerfelt
, C.
Bailly
, and D.
Juvé
, “Direct computation of the noise radiated by a subsonic cavity flow and application of integral methods
,” J. Sound Vib.
266
, 119
–146
(2002
).31.
J. C.
Hardin
and D. S.
Pope
, “Sound generation by flow over a two-dimensional cavity
,” AIAA J.
33
, 407
–412
(1995
).© 2007 Acoustical Society of America.
2007
Acoustical Society of America
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