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DOE-2 Engineers Manual Version 2.1A - DOE-2.com

DOE-2 Engineers Manual Version 2.1A - DOE-2.com

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where Tsurf is the coil surface temperature and Wsurf is the coil surface humidity<br />

ratio at saturation. For a dry coil surface, Wexit and Wentering are<br />

equal.<br />

The coil bypass factor is a function of both physical and operational<br />

parameters of the coil. Because the physical characteristics are constant, the<br />

coil bypass factor is expressed as a product of the design, or rated, value and<br />

two modifier functions. The most important variable is the coil surface air<br />

velocity, which is directly proportional to the unit flow rate, CFM. Of secondary<br />

importance are the entering coil wet-bulb and dry-bulb temperatures. The<br />

coil bypass factor is<br />

where<br />

CBF = COIL-BF * COIL-BF-FCFM(PLRCFM) * COIL-BF-FT(TI,T2) (IV.l3)<br />

TI =<br />

T2 =<br />

wet-bulb temperature entering the evaporator,<br />

either the dry-bulb temperature of the air entering the<br />

evaporator for chilled water systems, or the dry-bulb<br />

temperature of the air entering the condenser for direct<br />

expansion systems, and<br />

PLRCHl = ratio of instantaneous flow rate to rated flow rate.<br />

The values for the coil bypass factor can be calculated from manufacturer's<br />

data by plotting the entering and exiting conditions on a psychrometric<br />

chart, and then drawing a line through them to intersect the saturation<br />

line. This intersection is the apparatus dew point temperature. Using this<br />

point, along with Eq. (IV.II), a series of CSF values can be determined and<br />

the rated value and modifier functions can be generated.<br />

In the previous section, it was described how the various supply air and<br />

space temperatures are calculated. During this process it was necessary to<br />

know the range of dry-bulb temperatures of the supply air that could be made<br />

available to the space. This required the estimation of equipment capacity<br />

before the entire problem could be solved. To avoid iteration, the previous<br />

hour's mixed air wet-bulb temperature is used to estimate the sensible capacity<br />

using Eq. (IV.IO). Then, the minimum supply air temperature can be calculated<br />

as<br />

where<br />

Texit = Tentering -<br />

QCS<br />

1. 08 * CFM<br />

(IV.14)<br />

Tentering = the estimated entering dry-bulb air temperature, using an<br />

extrapolation of the return air dry-bulb temperature, along<br />

with a simulation of outside air controls.<br />

I V.12

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