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Handbook of air conditioning and refrigeration / Shan K

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6.24 CHAPTER SIX<br />

Infiltration<br />

Infiltration is the uncontrolled inward flow <strong>of</strong> outdoor <strong>air</strong> through cracks <strong>and</strong> openings in the building<br />

envelope due to the pressure difference across the envelope. The pressure difference may be<br />

caused by any <strong>of</strong> the following:<br />

1. Wind pressure<br />

2. Stack effect due to the outdoor <strong>and</strong> indoor temperature difference<br />

3. Mechanical ventilation<br />

In summer, for low-rise commercial buildings that have their exterior windows well sealed, <strong>and</strong> if a<br />

positive pressure is maintained in the conditioned space when the <strong>air</strong> system is operating, normally<br />

the infiltration can be considered zero.<br />

For high-rise buildings, infiltration should be considered <strong>and</strong> calculated in both summer <strong>and</strong><br />

winter. Infiltration is discussed again in Sec. 20.4.<br />

As soon as the volume flow rate <strong>of</strong> infiltrated <strong>air</strong> , cfm (m3 V˙ inf /min), is determined, the space<br />

sensible heat gain from infiltration qinf, Btu/h (W), can be calculated as<br />

q s, inf � 60V˙ inf � oc pa (T o � T r)<br />

(6.26)<br />

where � o � density <strong>of</strong> outdoor <strong>air</strong>, lb/ft 3 (kg/m 3 ). The space latent heat gain from infiltration q l, inf,<br />

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

q l,inf � 60V˙ inf � o (w o � w r)h fg, 32<br />

where w o, w r � humidity ratio <strong>of</strong> outdoor <strong>and</strong> space <strong>air</strong>, respectively, lb/lb (kg/kg)<br />

h fg,32 � latent heat <strong>of</strong> vaporization at 32°F, Btu/lb (J/kg)<br />

Cooling Load Conversion Using Room Transfer Function<br />

(6.27)<br />

The conversion <strong>of</strong> space sensible heat gains q rs,t, Btu/h (W), having radiative only or radiative <strong>and</strong><br />

convective components to space sensible cooling loads Q rs,t, Btu/h (W), using the transfer function<br />

method <strong>and</strong> room transfer function coefficients can be expressed as follows:<br />

Qrs,t � � (v0 qs,t � v1qs,t – � � v2qs,t – 2� � ���) � (w1 Qrs,t – � � w2 Qrs,t – 2� � ���)<br />

i�1<br />

where i � number <strong>of</strong> heat gain components in same group<br />

��time interval<br />

t�n� �time at t�n�<br />

(6.28)<br />

Here v 0, v 1, v 2,...,w 1, w 2,...are the coefficients <strong>of</strong> the room transfer function; refer to the<br />

ASHRAE <strong>H<strong>and</strong>book</strong> for details. Their relationship can be expressed from Eqs. (6.8) <strong>and</strong> (6.9) as<br />

K(z) � v 0 � v 1z �1 � v 2z �2 � ���<br />

1 � w 1z �1 � w 2z �2 � ���<br />

(6.29)<br />

The magnitude <strong>of</strong> the coefficients depends on the duration <strong>of</strong> the time interval, fraction <strong>of</strong><br />

the radiative component, <strong>and</strong> heat storage capacity because <strong>of</strong> the 14 influential parameters<br />

<strong>of</strong> zone characteristics, such as zone geometry, height, exterior wall construction, interior shade,<br />

furniture, zone location, glass percentage, <strong>and</strong> type <strong>of</strong> partition, midfloor, slab, ceiling, ro<strong>of</strong>,<br />

<strong>and</strong> floor.

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