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Book - School of Science and Technology

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Fan types <strong>and</strong> performance 475Total pressureStatic pressureVariableorifice‘A’Test ductFigure 17.1 Simplified diagram <strong>of</strong> fan test arrangementwhereH t ˆ total air power (W)V ˆ air volume h<strong>and</strong>led (m 3 /s)P ˆ total pressure (Pa)The mechanical efficiency <strong>of</strong> a given fan will be the ratio between this air power <strong>and</strong> theactual mechanical power supplied to the fan shaft (fan shaft power): this will depend ondesign, type <strong>of</strong> fan, speed, <strong>and</strong> proportion <strong>of</strong> full discharge. If the static pressure is used,the efficiency derived will be static efficiency: if the total pressure is used the efficiency willbe total efficiency.The st<strong>and</strong>ard air* for testing fans is taken at a density <strong>of</strong> 1:2 kg/m 3 . Any fan at constantspeed will deliver a constant volume at any temperature; as the temperature varies thedensity will increase or decrease proportionately with the absolute temperature, hence thepower input will vary in the same ratio. With increase <strong>of</strong> temperature the power will bereduced <strong>and</strong> vice versa. Similarly, decrease <strong>of</strong> atmospheric pressure (as in the case <strong>of</strong> a fanworking at high altitude) will cause a reduction in power <strong>and</strong> conversely.If a fan running at a certain speed be rearranged to run at some higher speed, the systemto which it is connected remaining the same, the volume will increase directly as the speed;the total pressure will increase in the ratio <strong>of</strong> the speeds squared <strong>and</strong> the power input willincrease in the ratio <strong>of</strong> the speeds cubed.These relationships are known as the fan laws which, for practical purposes, may beexpressed for impeller diameter (d ), speed <strong>of</strong> rotation (n) <strong>and</strong> air density () as:Volume flow is proportional to d 3 <strong>and</strong> nFan pressure is proportional to d 2 , n 2 <strong>and</strong> Fan power is proportional to d 5 , n 3 <strong>and</strong> Characteristic curvesFans are <strong>of</strong> three main types, with sub-divisions as follows:. Centrifugal type:(a) multivane, forward bladed(b) multivane, radial bladed(c) multivane, backward bladed(d) paddle wheel.* For details <strong>of</strong> st<strong>and</strong>ard fan testing see BS 848: Part 1: 1992.

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