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Barriers - Noise Control - Lab Manual, Study notes of Noise Control

Some of topics included in this course are: Fundamentals of Acoustics, Levels and Decibels, Divergence and Directivity, Hearing, Human Response to Noise, Frequency Analysis, Sound Sources and Fields, Room Acoustics, Sound Power, Noise Barriers, Outdoor Sound Propagation, Helmholtz Resonator and Vibration Control. Key points of this lab manual are: Barriers, Effectiveness of a Noise Barrier, Theoretical Predictions, Sound Barriers, Outdoor Noise Problems, Empirical Data, Equation to Quantify Prop

Typology: Study notes

2012/2013

Uploaded on 10/02/2013

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ME 458 Lab 8 8/17/2000 page 1
ME 458 Noise Control
Laboratory #8
Barriers
Objectives:
1. Experimentally determine the effectiveness of a noise barrier.
2. Compare to theoretical predictions
Background: Sound barriers (i.e. walls) are a common noise control measure,
particularly for outdoor noise problems. A simple calculation procedure for the excess
attenuation of a long barrier, developed by Z. Maekawa, is:
A
ABd
EBARRIER =+
±+
20 2
25log tanh
()
π
π
λ
Ν
Ν dB for N -0.2
N = 2 ( Fresnel Number)
where + sign indicates receiver in the shadow zone
- sign indicates receiver in the "bright" zone
The objective of this experiment is to
gather empirical data to verify
(hopefully) this relationship. The basic
equation to quantify propagation in a
free-field is:
LL r A
Apw E
E
=−
=
20 10 83log .
Excess attenuation due to all effects including ground
reflection , barriers, atmospheric absorption , etc
Procedure:
1. Use the large speaker, power amplifier and random noise generator to provide a
repeatable noise source. Quantify the sound power of the source in each octave
band by measurements close to the source without the barrier in place. Measure the
sound levels with a sound level meter.
2. Place the barrier (two 4'x8' plywood sheets) approximately in the center of the
anechoic room (or outside if the weather is warm enough). Measure the sound
levels on the other side of the barrier from the sound source.
3. Calculate the excess attenuation due to the barrier
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ME 458 Lab 8 8/17/2000 page 1

ME 458 Noise Control

Laboratory

Barriers

Objectives:

  1. Experimentally determine the effectiveness of a noise barrier. 2. Compare to theoretical predictions

Background: Sound barriers (i.e. walls) are a common noise control measure, particularly for outdoor noise problems. A simple calculation procedure for the excess attenuation of a long barrier, developed by Z. Maekawa, is:

A

A B d

E BARRIER^ =^ +^ ≥

log 5 tanh ( )

dB for N - 0.

N = 2 (Fresnel Number) where + sign indicates receiver in the shadow zone

  • sign indicates receiver in the "bright" zone

The objective of this experiment is to gather empirical data to verify (hopefully) this relationship. The basic equation to quantify propagation in a free-field is:

L L r A A

p w E E

20 log 10 83. Excess attenuation due to all effects including ground reflection , barriers, atmospheric absorption , etc Procedure:

  1. Use the large speaker, power amplifier and random noise generator to provide a repeatable noise source. Quantify the sound power of the source in each octave band by measurements close to the source without the barrier in place. Measure the sound levels with a sound level meter.
  2. Place the barrier (two 4'x8' plywood sheets) approximately in the center of the anechoic room (or outside if the weather is warm enough). Measure the sound levels on the other side of the barrier from the sound source.
  3. Calculate the excess attenuation due to the barrier

ME 458 Lab 8 8/17/2000 page 2

Test Geometry: (sketch here)

Instrumentation Diagram: (block diagram showing all electrical connections)

Report: Document your procedure and results in a brief, concise lab report. Comment on any differences between theoretical and measured performance. How did you account for the fact that this barrier has three edges while the formula is for an infinitely long barrier (one edge)?