This paper addresses an important problem of predicting sound propagation in narrow street canyons with width less than 10 m, which are commonly found in a built-up urban district. Major noise sources are, for example, air conditioners installed on building facades and powered mechanical equipment for repair and construction work. Interference effects due to multiple reflections from building facades and ground surfaces are important contributions in these complex environments. Although the studies of sound transmission in urban areas can be traced back to as early as the 1960s, the resulting mathematical and numerical models are still unable to predict sound fields accurately in city streets. This is understandable because sound propagation in city streets involves many intriguing phenomena such as reflections and scattering at the building facades, diffusion effects due to recessions and protrusions of building surfaces, geometric spreading, and atmospheric absorption. This paper describes the development of a numerical model for the prediction of sound fields in city streets. To simplify the problem, a typical city street is represented by two parallel reflecting walls and a flat impedance ground. The numerical model is based on a simple ray theory that takes account of multiple reflections from the building facades. The sound fields due to the point source and its images are summed coherently such that mutual interference effects between contributing rays can be included in the analysis. Indoor experiments are conducted in an anechoic chamber. Experimental data are compared with theoretical predictions to establish the validity and usefulness of this simple model. Outdoor experimental measurements have also been conducted to further validate the model.

1.
J. E.
Piercy
,
T. F. W.
Embleton
, and
L. C.
Sutherland
, “
Review of noise propagation in the atmosphere
,”
J. Acoust. Soc. Am.
61
,
1403
1418
(
1977
).
2.
T. F. W.
Embleton
, “
Tutorial on sound propagation outdoors
,”
J. Acoust. Soc. Am.
100
,
31
48
(
1996
).
3.
W. R. Schlatter, “Sound power measurement in a semi-confined space,” M.S. thesis, MIT, 1971.
4.
K. P.
Lee
and
H. G.
Davies
, “
Monogram for estimating noise Propagation in urban areas
,”
J. Acoust. Soc. Am.
57
,
1477
1480
(
1975
).
5.
R. H. Lyon, “Stochastics and environmental noise,” The 3rd US–Japan Joint Seminar in Applied Stochastics (1971).
6.
P.
Steenackers
,
H.
Myncke
, and
A.
Cops
, “
Reverberation in town streets
,”
Acustica
40
,
115
119
(
1978
).
7.
D. J.
Oldham
and
M. M.
Radwan
, “
Sound propagation in city streets
,”
J. Build. Acoust.
,
1
,
65
88
(
1994
).
8.
J.
Kang
, “
Sound propagation in street canyons: Comparison between diffusely and geometrically reflecting boundaries
,”
J. Acoust. Soc. Am.
107
,
1394
1404
(
2000
).
9.
RAYNOISE User’s Manual, Version 2.1 LMS Numerical Technologies (2001).
10.
E.
Walerian
,
R.
Janczur
, and
M.
Czechowicz
, “
Sound level forecasting for city-centers. Part 1: Sound level due to a road within an urban canyon
,”
Appl. Acoust.
62
,
359
380
(
2001
).
11.
M.
Gensane
and
F.
Santon
, “
Prediction of sound fields in rooms of arbitrary shape: the validity of the image sources method
,”
J. Sound Vib.
63
,
97
108
(
1979
).
12.
G.
Lemire
and
J.
Nicolas
, “
Aerial propagation of spherical sound waves in bounded spaces
,”
J. Acoust. Soc. Am.
86
,
1845
1853
(
1989
).
13.
S. M.
Dance
,
J. P.
Roberts
, and
B. M.
Shield
, “
Computer prediction of sound distribution in enclosed spaces using an interference pressure model
,”
Appl. Acoust.
44
,
53
65
(
1995
).
14.
S. H.
Tang
and
K. M.
Li
, “
The prediction of facade effects from a point source above an impedance ground
,”
J. Acoust. Soc. Am.
110
,
278
288
(
2001
).
15.
J. Lighthill, “Asymptotic behaviour of anisotropic wave systems stimulated by oscillated sources,” in Wave Asymptotics, edited by P. A. Martin and G. R. Wickham (Cambridge U. P., Cambridge, 1992), Chap. 1.
See also
J.
Lighthill
, “
Emendations to a proof in the general three-dimensional theory of oscillating sources of waves
,”
Proc. R. Soc. London, Ser. A
427
,
31
42
(
1990
).
16.
L. M. Brekhovskikh, Waves in Layered Media (Academic, New York, 1980), p. 228.
17.
S. O. Benjegard, “Traffic noise in urban areas,” The 8th International Congress on Acoustics, London (1974), p. 114.
18.
C. H.
Chew
, “
Prediction of traffic noise from expressways—Part II: Buildings flanking both sides of expressway
,”
Appl. Acoust.
32
,
61
72
(
1991
).
19.
H. G.
Davies
, “
Multiple-reflection diffuse-scattering model for noise propagation in streets
,”
J. Acoust. Soc. Am.
64
,
517
521
(
1978
).
20.
M. E. Delany, “Prediction of traffic noise levels,” NPL Acoustic Report 56 (1972).
21.
K.
Attenborough
, “
Review of ground effects on outdoor sound propagation from continuous broadband sources
,”
Appl. Acoust.
24
,
289
319
(
1988
).
22.
M. M.
Radwan
and
D. J.
Oldham
, “
The prediction of noise from urban traffic under interrupted flow conditions
,”
Appl. Acoust.
21
,
163
185
(
1987
).
23.
D. D.
Rife
and
J.
Van der Kooy
, “
Transfer-function measurement with Maximum-Length Sequences
,”
J. Audio Eng. Soc.
37
,
419
443
(
1989
).
24.
K.
Heutschi
and
A.
Rosenheck
, “
Outdoor sound propagation measurements using an MLS Technique
,”
Appl. Acoust.
51
,
13
32
(
1997
).
25.
K.
Attenborough
, “
Ground parameter information for propagation modelling
,”
J. Acoust. Soc. Am.
92
,
418
427
(
1992
).
26.
T. A.
Busch
and
M. R.
Hodgson
, “
Improved method for selecting scale factors and model materials for scale modelling of outdoor sound propagation
,”
J. Sound Vib.
243
(
1
),
173
181
(
2001
).
27.
K. V.
Horoshenkov
,
D. C.
Hothersall
, and
S. E.
Mercy
, “
Scale modelling of sound propagation in a city street canyon
,”
J. Sound Vib.
223
(
1
),
795
819
(
1999
).
28.
M. C.
Berengier
,
M. R.
Stinson
,
G. A.
Daigle
, and
J. F.
Hamet
, “
Porous road pavements: Acoustical characterization and propagation effects
,”
J. Acoust. Soc. Am.
101
,
155
162
(
1997
).
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