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Eclipse Engineering Guide

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CHAPTER 2 – FAN LAWS & BLOWER<br />

Combustion air blowers are normally rated in terms of standard<br />

cubic feet (scf) of air; that is, 70°F air at Sea Level<br />

(29.92" Hg) barometric pressure. Density of this air is 0.075<br />

lb/cu ft, and its specific gravity is 1.0.<br />

Although fuel/air ratios are usually stated in cubic feet of air<br />

per cubic foot or gallon of fuel, it’s the weight of air per<br />

weight of fuel that’s important. As long as air temperature and<br />

pressure are close to standard conditions, blower and burner<br />

sizing charts can be used without correction. However, if air<br />

temperature, gauge pressure or altitude change the density of<br />

air by any significant amount, blower ratings have to be corrected<br />

from actual cubic feet (acf) to standard cubic feet to<br />

insure the proper weight flow of air reaches the burner.<br />

Centrifugal fans are basically constant volume devices; at a<br />

given rotational speed, they will deliver the same volume of<br />

air regardless of its density.<br />

APPLICATION ENGINEERING<br />

18<br />

RPM<br />

"R"<br />

Volume<br />

"V"<br />

For blower wheel with eight segments, Theoretical Flow = 8 x V x R<br />

If, for example, a blower has a wheel made up of eight segments,<br />

each with a volume V, and the wheel is rotating at R<br />

rpm, the theoretical flow rating of the blower will be 8 x V x<br />

R, because each fan wheel segment fills with air and empties<br />

itself once each revolution.<br />

The actual volume delivered is strictly a function of the carrying<br />

capacity of the wheel and its speed. Cfm, whether it is<br />

standard (scfm) or actual (acfm) is the same. Consequently, if<br />

the density of air is reduced by temperature, pressure, or both,<br />

the blower will deliver a lower weight flow of air, even<br />

though the measured volume hasn’t changed.<br />

Air density also affects the pressure developed by the blower<br />

and its power consumption. Because air density is related to<br />

temperature, pressure, and altitude (barometric pressure) – see<br />

pages 20 and 21 – it is possible to relate blower performance to<br />

these factors with a set of realtionships known as fan laws.

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