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Book - School of Science and Technology

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Sound control 463emphasis to those frequencies which are readily heard by the human ear <strong>and</strong> less emphasisto those low frequencies <strong>and</strong> very high frequencies which are less readily heard.The A weighting scale has now become generally accepted for all practical purposessince it appears to give a good measure <strong>of</strong> human response to the loudness <strong>of</strong> noise, butother B <strong>and</strong> C weighting scales also exist although these are now seldom used.Sound analyser/meterSound level analysers <strong>and</strong> meters are constantly evolving with the latest advances inmicroprocessor technology the most recent meters are equiped with parallel filters thatmeasure the sound pressure across a whole range <strong>of</strong> frequencies simultaneously as well asthe more common single figure A weighted value. Modern meters are fully automated <strong>and</strong>also allow measurement <strong>of</strong> statistical indices over preset measurement periods.Noise <strong>of</strong> fansThe noise produced by fans is <strong>of</strong>ten quoted in manufacturers' literature in decibels.Sometimes this value will be a single figure value or a range <strong>of</strong> values across a frequencyrange. The values may be sound power levels or alternatively sound pressure levelsmeasured under certain conditions at a certain distance from the fan. This informationshould refer to a measurement st<strong>and</strong>ard by which the data was obtained. Given the soundpower level <strong>of</strong> the fan at each frequency, <strong>and</strong> ignoring any difference between suction <strong>and</strong>discharge, it is possible to determine the noise from the system knowing the attenuationprovided by ducts, changes <strong>of</strong> direction, grilles <strong>and</strong> the like. If the result shows that toohigh a sound level from the fan remains, it is necessary to consider means for reducing thenoise <strong>of</strong> the fan. This is discussed later.Generalised formulae have been published which enable the likely sound power level <strong>of</strong>a fan to be predicted in the absence <strong>of</strong> manufacturers' data. One such is as follows:35Correction factor3025201510Centrifugal–forward curvedCentrifugal–backward curvedAxial flow51 2 3 4 5 6 7 8Octave b<strong>and</strong>sFigure 16.24 Correction factors for sound power <strong>of</strong> fans

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