The document discusses the design of a noise barrier. It describes experiments conducted to test noise barriers on hard ground. It discusses using the LAM method in MATLAB to model insertion loss and compare results to experimental data. It also discusses modeling barriers using OLT software and analyzing barriers by varying height, thickness, material, and panel configuration to evaluate insertion loss. The goal is to experimentally test different materials and barrier configurations and compare results to modeling.
1. Designing of Noise Barrier
Lalit Aggarwal P2009ME1088
Gayathri Lakshmi K. P2009ME1062
2. Problem description
• Aim
• Experimental
• Formulation in MATLAB
• Modeling using software
Designing of Noise Barrier 2
3. Index
• Experiment
• Formulation in MATLAB
– Comparison with experimental results
– MATLAB GUI
• Modeling using software OLT
– Comparison with experimental results
– Analysis using software
Designing of Noise Barrier 3
6. Insertion loss due to a semi-infinite
barrier
• LAM Method
– Diffraction based model
– Based on the path difference
– Summing the contribution of each path
– Applicable for hard ground, thin and semi-infinite
barrier.
Designing of Noise Barrier 6
12. Required Thickness
• Mass Law
TL=20*log(m)+20*log(f/100)-7
m=surface density
f= frequency
Reference: http://rwsc2.inforce.dk/sw98684.asp
Designing of Noise Barrier 12
15. Single panel barrier Double panel barrier
Reference: Olive Lab Tree Terrain Designing of Noise Barrier 15
16. Insertion Loss variation in double panel barriers
45
40
Frequency = 1000 Hz
35
30
25 single panel
double panel_gap10cm
Insertion Loss(in dB)
double panel_gap20cm
20
double panel_gap 30cm
double panel_gap50cm
15
double panel gap 40 cm
10
5
0
0 2 4 6 8 10 12
Receiver distance(in m)
Reference: Olive Lab Tree Terrain Designing of Noise Barrier 16
17. Insertion Loss variation in double panel barriers
45
40
Frequency = 2000 Hz
35
30
Insertion Loss(in dB)
25 single panel
double panel_gap10cm
double panel gap 20 cm
20
double panel_gap 30cm
double panel_gap 40 cm
15
double panel_gap50cm
10
5
0
0 2 4 6 8 10 12
Receiver distance (in m)
Reference: Olive Lab Tree Terrain Designing of Noise Barrier 17
18. Variation in flow-resistivity
35
30
25
20
IL(in dB)
2.54 cm glasswool (20000)
2.54 cm glasswool (50000)
15 5.1 cm glasswool(20,000)
gypsum_4,200,000
10
5
0
0 2 4 6 8 10 12
distance from barrier(in m)
Reference: Olive Lab Tree Terrain Designing of Noise Barrier 18
19. Future Work
• Experimental Results of Material Selection and
double panel and comparison
• Sysnoise design includes shape variation
• Matlab for thick barrier
19
20. References
Research Papers
• A. Muradali and K. R. Fyfe, A Study of 2D and 3D Barrier Insertion Loss
using Improved Diffraction-based Methods, Applied Acoustics, Vol.
53, No. I-3, pp. 49-15, 1998
• Maekawa, Z., Noise reduction by screens. Applied Acoustics, 1968, 1, 157-
173.
• D. C. HOTHERSALL, S. N. CHANDLER-WILDE AND M. N.
HAJMIRZAE, EFFICIENCY OF SINGLE NOISE BARRIERS, Journal of Sound
and Vibration (1991) 146(2), 303-322
Others:
• Report on DESIGN THE NOISE BARRIER FOR THE BAFFLE RANGE by Sahil
Bhagat.
• http://en.wikipedia.org/wiki/Noise_barrier
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