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Building Services Engineering 5th Edition Handbook

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338 Room acoustics<br />

Table 14.6 Noise rating applications.<br />

Application Noise rating Comment<br />

Acoustic laboratory NR 15 Critical acoustics<br />

Radio studio NR 15 Critical acoustics<br />

Concert hall NR 15 Critical acoustics<br />

TV studio NR 20 Excellent listening<br />

Large conference room NR 25 Very good listening<br />

Hospital, home, hotel NR 30 Sleeping, relaxing<br />

Library, private office NR 35 Good listening<br />

Office, restaurant, retail NR 40 Fair listening<br />

Cafeteria, corridor, workshop NR 45 Moderate listening<br />

Commercial garage, factory NR 50 Minimum speech interference<br />

Manufacturing NR 55 Speech interference<br />

Heavy engineering to industrial NR 60 to NR 80 Sound levels judged on merits,<br />

leading to risk of hearing damage<br />

EXAMPLE 14.8<br />

An air-conditioning fan produces the sound spectrum shown in Table 14.7 within an occupied<br />

room. Calculate the sound pressure levels for noise ratings NR 35, NR 40, NR 45,<br />

NR 50 and NR 55, and plot the noise rating curves for the frequency range from 31.5 to<br />

8000 Hz. Plot the room sound pressure levels on the same graph and find which noise<br />

rating is not exceeded.<br />

Table 14.7 Noise spectrum in Example 14.8.<br />

Frequency f (Hz) 31.5 63 125 250 500 1k 2k 4k 8k<br />

Room SPL (dB) 39 44 48 52 55 49 36 33 28<br />

A manually calculated example for one noise rating curve is shown. The reader should use the<br />

spreadsheet graph or chart facilities to plot the whole figure. Calculate the SPL values for NR 55.<br />

NR fd = 55<br />

SPL = NR f × B f + A f dB<br />

Calculate the SPL at each frequency for the values of B f and A f from Table 14.5. For 31.5 Hz,<br />

SPL = 55 × 0.681 + 55.4 dB<br />

= 92 dB<br />

For 63 Hz,<br />

SPL = 55 × 0.79 + 35.5 dB<br />

= 78 dB

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