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Handbook of air conditioning and refrigeration / Shan K

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6.32 CHAPTER SIX<br />

From Eqs. (6.19a) <strong>and</strong> (6.19b), heat transfer from the plenum <strong>air</strong> to conditioned space through the<br />

ceiling <strong>and</strong> floor is calculated as<br />

Then, from Eq. (6.20), heat to space is calculated as<br />

q es, l � q ld � q cl � q fl<br />

� 30,461 � 7997 � 5248 � 43,706 Btu/h (W)<br />

From Eq. (6.39), the space sensible cooling load from electric lights is<br />

Q rs, l � CLF int q es, l � 1.0 � 43,692 � 43,692 Btu/h (12,802 W)<br />

Space Cooling Load <strong>of</strong> Night Shutdown Operating Mode<br />

In commercial buildings, <strong>air</strong> systems are <strong>of</strong>ten operated in night shutdown mode during unoccupied<br />

hours in summer. The accumulated stored heat because <strong>of</strong> the external heat gains increases the<br />

space cooling load during cool-down <strong>and</strong> conditioned periods. On the other h<strong>and</strong>, heat losses to the<br />

surroundings due to the radiant heat exchange between the outer surface <strong>of</strong> the building <strong>and</strong> the sky<br />

vault <strong>and</strong> surroundings decrease the accumulated stored heat as well as the space cooling load, although<br />

the radiative heat losses to the sky vault <strong>and</strong> surroundings partly compensate the stored heat<br />

released to the space. However, overlooking the remaining stored heat released to the space during<br />

cool-down <strong>and</strong> conditioned periods in summer is the limitation <strong>of</strong> the CLTD/SCL/CLF method<br />

compared to TFM, especially when peak load occurs during the cool-down period. As in TFM, an<br />

increase <strong>of</strong> up to 10 percent is recommended by ASHRAE/IES St<strong>and</strong>ard 90.1-1989 for pickup load<br />

during the cool-down period for <strong>air</strong> systems operated at nighttime shutdown mode.<br />

6.8 COOLING COIL LOAD<br />

Basics<br />

q cl � U cl A cl (T p � T r)<br />

� 0.32 � 11,900(77.1 � 75) � 7997 Btu / h (W)<br />

q fl � U fl A fl (T p � T r)<br />

� 0.21 � 11,900(77.1 � 75) � 5248 Btu / h (W)<br />

Based on the principle <strong>of</strong> heat balance, the cooling coil load is given as<br />

Total enthalpy <strong>of</strong> entering <strong>air</strong> � total enthalpy <strong>of</strong> leaving <strong>air</strong><br />

� cooling coil load (or cooling capacity) � heat energy <strong>of</strong> condensate<br />

Since the heat energy <strong>of</strong> the condensate is small <strong>and</strong> can be ignored, the cooling coil load Q cc,<br />

Btu/h (W), can be calculated as<br />

Q cc � 60V˙ s � s (h ae�h cc)<br />

where volume flow rate <strong>of</strong> supply <strong>air</strong>, cfm [m3 /(60 s)]<br />

�s � density <strong>of</strong> supply <strong>air</strong>, lb/ft3 (kg/m 3 V˙ s �<br />

)<br />

hae, hcc � enthalpy <strong>of</strong> entering <strong>air</strong> <strong>and</strong> conditioned <strong>air</strong> leaving coil, respectively, Btu/lb (J/kg)<br />

Of this, the sensible cooling coil load Q cs, Btu/h (W), is<br />

Q cs � 60V˙ s � s c pa(T ae � T cc)<br />

(6.43)<br />

(6.44)

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