The Role of Top Surface to Performance of Reactive T-Shape Noise Barriers
Abstract
T-shape profile barriers are one of the most successful barriers among many different profiles. It has been shown that using welled diffusers on the top of T-shaped barriers makes a reactive barrier that shows better performance than that of any other used profile barriers compared with their equivalent absorbent barrier. The contribution of the top surface of reactive T-profile barriers to their efficiency in the shadow zone is discussed in this paper. The new multiple impedance discontinuity (NMID) method was used on a few multi-welled surfaces and the application of the findings on the diffuser T-profile barrier along with a descriptive theory of the welled surface effect was presented. An acceptable agreement between the result of the NMID model and BEM method for a few welled surfaces were found. The area-averaged impedance model was also used in the NMID model and it was found that this model can be a good performance indicator for a multi-welled surface. In order to explain the contribution of the top surface of a T-profile barrier, it is adequate to use the NMID model on a mixed ground equivalent to the top surface of the barrier where the source and receiver are located at near the ground where the separation of source and receiver is identical with the overall span of the cap. The effect of average admittance of top surface is dominant and the effect of the impedance discontinuity is overshadowed by this effect.
Hothersall DC, Chandler-wilde SN, Hajmirzae NM. Efficiency of single noise barriers. J Sound and Vibr 1991; 146: 303-321.
Hothersall DC, Crombie DH, Chandler-wilde SN. The performance of T-shape profile and associated noise barrier. Appl Acoust 1991; 32: 269-281.
Monazzam MR, Lam YW. Performance of profile single noise barriers covered with quadratic residue diffusers. Appl Acoust 2005; 66: 709-730.
Monazzam MR, Lam YW. Performance of T-shape barriers with top surface covered with absorptive quadratic residue diffusers. Appl Acoust 2008; 69: 93-109.
Watts GR, Godfrey N. Effects on roadside noise levels of sound absorptive materials in noise barriers. Appl Acoust 1999; 58: 385–402.
Enflo BO, Enflo PH. Sound wave propagation from a point source over a homogeneous surface and over a surface with an impedance discontinuity. J Acoust Soc Amer 1987; 82: 2123-2135.
Gilbert KE, White MJ. Application of the parabolic equation to sound propagation in a refracting atmosphere. J Acoust Soc Amer 1989; 85: 630-637.
Chandler-Wilde SN, Hothersall DC. Sound propagation above an inhomogeneous impedance plane. J Sound and Vibr 1985; 98: 475-491.
De Jong BA, Moerkerken A, Van Der Toorn JD. Propagation of sound over grassland and over an earth barrier. J Sound and Vibr 1983; 86: 23-46.
Lam YW, Monazzam MR. On the modeling of sound propagation over multi-impedance discontinuities using a semiempirical diffraction formulation. J Acoust Soc Amer 2006; 120: 686-698.
Nyberg C. The sound field from a point source above a striped impedance boundary. Acta Acust (China) 1995; 3: 315-322.
Files | ||
Issue | Vol 1 No 1 (2009) | |
Section | Articles | |
  | ||
Keywords | ||
Noise Barriers Impedance Acoustics |
Rights and permissions | |
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License. |