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- 1
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D. M. Campbell and C. A. Greated.
The musician's guide to acoustics.
Dent, 1987.
- 2
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D. M. Campbell.
Nonlinear dynamics of musical reed and brass wind instruments.
Contemporary Physics, 40(6):415-431, 1999.
- 3
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J. Backus.
Input impedance curves for the reed woodwind instruments.
J. Acoust. Soc. Am., 56(4):1266-1279, 1974.
- 4
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J. Backus.
Acoustic impedance of an annular capillary.
J. Acoust. Soc. Am., 58(5):1078-1081, 1975.
- 5
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J. Backus.
Input impedance curves for the brass instruments.
J. Acoust. Soc. Am., 60(2):470-480, 1976.
- 6
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D. B. Sharp.
Acoustic pulse reflectometry for the measurement of musical wind
instruments.
PhD thesis, University of Edinburgh, 1996.
- 7
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J. A. Ware and K. Aki.
Continuous and discrete inverse scattering problems in a stratified
elastic medium. i: Planes at normal incidence.
J. Acoust. Soc. Am., 45(4):911-921, 1969.
- 8
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M. M. Sondhi and B. Gopinath.
Determination of vocal-tract shape from impulse response at the lips.
J. Acoust. Soc. Am., 49(6):1867-1873, 1971.
- 9
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M. M. Sondhi and J. R. Resnick.
The inverse problem for the vocal tract: numerical methods,
acoustical experiments and speech synthesis.
J. Acoust. Soc. Am., 73(3):985-1002, 1983.
- 10
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A. C. Jackson, J. P. Butler, E. J. Millet, F. G. Hoppin, and S. V. Dawson.
Airway geometry by analysis of acoustic pulse response measurements.
J. Appl. Physiol., 43(3):523-536, 1977.
- 11
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A. C. Jackson and D. E. Olsen.
Comparison of direct and acoustical area measurements in physical
models of human central airways.
J. Appl. Physiol., 48(5):896-902, 1980.
- 12
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J. J. Fredberg, M. E. B. Wohl, G. M. Glass, and H. L. Dorkin.
Airway area by acoustic reflections measured at the mouth.
J. Appl. Physiol., 48(5):749-758, 1980.
- 13
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L. J. Brooks, R. G. Castile, G. M. Glass, and N. T. Griscom.
Reproducibility and accuracy of airway area by acoustic reflection.
J. Appl. Physiol., 57(3):777-787, 1984.
- 14
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A. H. Benade and J. H. Smith.
Brass wind instrument impulse response measurements.
J. Acoust. Soc. Am., 70:S22, 1981.
- 15
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R. A. Smith.
It's all in the bore!
Journal of the International Trumpeters Guild, 12:42-45, 1988.
- 16
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A. P. Watson and J. M. Bowsher.
Impulse measurements on brass musical instruments.
Acustica, 66:170-174, 1988.
- 17
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N. Amir, G. Rosenhouse, and U. Shimony.
A discrete model for tubular acoustic systems with varying cross
section - the direct and inverse problems. parts 1 and 2: Theory and
experiment.
Acustica, 81:450-474, 1995.
- 18
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N. Amir, G. Rosenhouse, and U. Shimony.
Losses in tubular acoustic systems - theory and experiment in the
sampled time and frequency domains.
Acustica, 82:1-8, 1996.
- 19
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D. B. Sharp and D. M. Campbell.
Leak detection in pipes using acoustic pulse reflectometry.
Acustica, 83:560-566, 1997.
- 20
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D. B. Sharp, A. Myers, R. Parks, and D. M. Campbell.
Bore reconstruction by pulse reflectometry and its potential for the
taxonomy of brass instruments.
In Proc. 15th International Congress on Acoustics, Trondheim,
Norway, pages 481-484, 1995.
- 21
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A. H. Benade and E. V. Jansson.
On plane and spherical waves in horns with nonuniform flare. 1.
theory of radiation, resonance frequencies, and mode conversion.
Acustica, 31:79-98, 1974.
- 22
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P. M. Morse and K. U. Ingard.
Theoretical Acoustics.
McGraw-Hill, 1st edition, 1968.
- 23
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E. Eisner.
Complete solution of the webster horn equation.
J. Acoust. Soc. Am., 41(4):1126-1146, 1967.
- 24
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G. R. Putland.
Every one-parameter acoustic field obeys webster's horn equation.
J. Audio Eng. Soc., 41(6):435-451, 1993.
- 25
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J. W. Miles.
The reflection of sound due to a change in cross section of a
circular tube.
J. Acoust. Soc. Am., 16(1):14-19, 1944.
- 26
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J. W. Miles.
The analysis of plane discontinuities in cylindrical tubes. part 1.
J. Acoust. Soc. Am., 17(3):259-271, 1946.
- 27
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J. W. Miles.
The analysis of plane discontinuities in cylindrical tubes. part 2.
J. Acoust. Soc. Am., 17(3):272-284, 1946.
- 28
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A. F. Stevenson.
Exact and approximate equations for wave propagation in acoustic
horn.
Journal of Applied Physics, 22(12):1461-1463, 1951.
- 29
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A. F. Stevenson.
General theory of electromagnetic horns.
Journal of Applied Physics, 22(12):1447-1460, 1951.
- 30
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R. J. Alfredson.
The propagation of sound in a circular duct of continuously varying
cross-sectional area.
Journal of Sound and Vibration, 23(4):433-442, 1972.
- 31
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S. Oie, R. Takeuchi, and T. Shindo.
Sound radiation from a concave radiator in an infinite baffle.
Acustica, 46:268-275, 1980.
- 32
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V. Pagneux, N. Amir, and J. Kergomard.
A study of wave propagation in varying cross-section waveguides by
modal decomposition. part 1. theory and validation.
J. Acoust. Soc. Am., 100(4):2034-2048, 1996.
- 33
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N. Amir, V. Pagneux, and J. Kergomard.
A study of wave propagation in varying cross-section waveguides by
modal decomposition. part 2. results.
J. Acoust. Soc. Am., 101(5):2504-2517, 1997.
- 34
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H. Levine and J. Schwinger.
On the radiation of sound from an unflanged circular pipe.
Physical review, 73(4):383-406, 1948.
- 35
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Y. Ando.
On the sound radiation from semi-infinite circular pipe of certain
wall thickness.
Acustica, 22:219-225, 1969-1970.
- 36
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Y. Ando and T. Koizumi.
Sound radiation from a semi-infinite circular pipe having an
arbitrary profile of orifice.
J. Acoust. Soc. Am., 59(5):1033-1039, 1976.
- 37
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W. E. Zorumski.
Generalized radiation impedances and reflection coefficients of
circular and annular ducts.
J. Acoust. Soc. Am., 54(6):1667-1673, 1973.
- 38
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J. A. Kemp, N. Amir, and D. M. Campbell.
Calculation of input impedance including higher modes.
In Proc. 5th French Congress on Acoustics, Laussane,
Switzerland, pages 314-317, 2000.
- 39
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J. A. Kemp, D. M. Campbell, and N. Amir.
Multimodal radiation impedance of a rectangular duct terminated in an
infinite baffle.
Acustica, 87:11-15, 2001.
- 40
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L. E. Kinsler, A. R. Frey, A. B. Coppens, and J. V. Sanders.
Fundamentals of acoustics.
Wiley, 3rd edition, 1982.
- 41
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J. A. Kemp, N. Amir, D. M. Campbell, and M. van Walstijn.
Multimodal propagation in acoustic horns.
In Proc. International Symposium on Musical Acoustics (ISMA),
Perugia, Italy, pages 521-524, 2001.
- 42
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J. Kergomard.
Calculation of discontinuities in waveguides using mode-matching
method: an alternative to the scattering matrix approach.
J. Acoustique, 4:111-138, 1991.
- 43
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K. F. Riley, M. P. Hobson, and S. J. Bence.
Mathematical methods for physics and engineering.
Cambridge University Press, 1st edition, 1998.
- 44
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A. M. Bruneau, M. Bruneau, Ph. Herzog, and J. Kergomard.
Boundary layer attenuation of higher order modes in waveguides.
Journal of Sound and Vibration, 119(1):15-27, 1987.
- 45
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N. H. Fletcher and T. D. Rossing.
The physics of musical instruments.
Springer, 1st edition, 1991.
- 46
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Lord Rayleigh.
Theory of sound.
Macmillan, 1940.
- 47
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J. Lee and I. Seo.
Radiation impedance computations of a square piston in a rigid
infinite baffle.
Journal of Sound and Vibration, 198(3):299-312, 1996.
- 48
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D. S. Burnett and W. W. Soroka.
Tables of rectangular piston radiation impedance functions, with
application to sound transmission loss through deep apertures.
J. Acoust. Soc. Am., 51(2):1618-1623, 1972.
- 49
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Jr. G. W. Swenson and W. E. Johnson.
Radiation impedance of a rigid square piston in an infinite baffle.
J. Acoust. Soc. Am., 24(1):84, 1952.
- 50
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E. M. Arase.
Mutual radiation impedance of square and rectangular pistons in a
rigid infinite baffle.
J. Acoust. Soc. Am., 36(8):1521-1525, 1964.
- 51
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H. Levine.
On the radiation impedance of a rectangular piston.
Journal of Sound and Vibration, 89(4):447-455, 1983.
- 52
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G. N. Watson.
A treatise on the theory of Bessel functions.
Cambridge University Press, 2nd edition, 1962.
- 53
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H. Nelisse, O. Beslin, and J. Nicolas.
A generalised approach for the acoustic radiation from a baffled or
unbaffled plate with arbitrary boundary conditions, immersed in a light or
heavy fluid.
Journal of sound and vibration, 211(2):207-225, 1998.
- 54
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D. H. Keefe.
Acoustical wave propagation in cylindrical ducts: Transmission line
parameter approximations for isothermal and nonisothermal boundary
conditions.
J. Acoust. Soc. Am., 75(1):58-62, 1984.
- 55
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E. Kreyszig.
Advanced engineering mathematics.
Wiley, 7th edition, 1993.
- 56
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J. M. Buick, J. A. Kemp, D. B. Sharp, M. van Walstijn, D. M. Campbell, and
R. A. Smith.
Distinguishing between similar tubular objects using pulse
reflectometry: a study of trumpet and cornet leadpipes.
Measurement Science Technology, 13:750-757, 2002.
- 57
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J. Kergomard and A. Garcia.
Simple discontinuities in acoustical waveguides at low frequencies:
critical analysis and formulae.
Journal of Sound and Vibration, 114(3):465-479, 1987.
- 58
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M. M. Boone, G. Janssen, and M. van Overbeek.
Modal superposition in the time domain: Theory and experimental
results.
J. Acoust. Soc. Am., 97(1):92-97, 1995.
- 59
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F. de Coulon.
Signal theory and processing.
Artech House Inc., 1st edition, 1986.
- 60
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M. van Walstijn, J. A. Kemp, N. Amir, and D. M. Campbell.
Acoustic bore reconstruction using the layer-peeling algorithm:
signal processing aspects and future development involving the inclusion of
higher modes.
In Proc. 17th International Congress on Acoustics, Rome, Italy,
2001.
- 61
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W. Kausel.
Bore reconstruction from measured acoustical input impedance;
equipment, signal processing, algorithms and prerequisites.
In Proc. International Symposium on Musical Acoustics (ISMA),
Perugia, Italy, pages 373-378, 2001.
- 62
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J. A. Kemp, J. M. Buick, and D. M. Campbell.
Practical improvements to acoustic pulse reflectometry: the virtual
dc tube method and source reflection cancellation.
In Proc. International Symposium on Musical Acoustics (ISMA),
Perugia, Italy, pages 387-390, 2001.
- 63
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B. Louis, G. Glass, B. Kresen, and J. Fredberg.
Airway area by acoustic reflection: the two-microphone method.
Journal of Biomechanical Engineering, 115:278-285, 1993.
- 64
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D. B. Sharp.
Increasing the length of tubular objects that can be measured using
acoustic pulse reflectometry.
Measurement Science Technology, 9:1469-1479, 1998.
- 65
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K. C. Hsu.
Simulation of room acoustics.
Undergraduate thesis, University of Queensland, Australia, 1996.
(Downloadable from website
http://www.elec.uq.edu.au/marks/thesis/thesis96/hsu/).
- 66
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M. R. Schroeder.
Integrating-impulse method measuring sound decay without using
impulses.
J. Acoust. Soc. Am., 66(2):497-500, 1979.
- 67
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W. T. Chu.
Impulse-response and reverberation-decay measurements made by using a
periodic pseudorandom sequence.
Applied Acoustics, 29:193-205, 1990.
- 68
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F. J. MacWilliams and N. J. A. Sloane.
Pseudo-random sequences and arrays.
Proceedings of the IEEE, 64(12):1715-1729, 1976.
- 69
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W. Stahnke.
Primitive binary polynomials.
Mathematics of Computation, 27:977-980, 1973.
- 70
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J. Borish and J. B. Angell.
An efficient algorithm for measuring the impulse response using
pseudorandom noise.
Journal of the Audio Engineering Society, 31(7):478-487, 1983.
- 71
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M. van Walstijn and D. M. Campbell.
Large-bandwidth measurement of acoustic input impedance of tubular
objects.
In Proc. Institute of Acoustics Spring Conference, Salford, UK,
2002.
- 72
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B. J. Forbes, D. B. Sharp, and J. A. Kemp.
Acoustic pulse reflectometry: singular system analysis and
regularisation of the inverse problem.
In Proc. Institute of Acoustics Spring Conference, Salford, UK,
2002.
- 73
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E. Jahnke and F. Emde.
Tables of functions with formulae and curves.
Dover, 4th edition, 1945.
Jonathan Kemp
2003-03-24