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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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In the sketch, Rc is the convective film resistance, RR is the radiative<br />

resistance, and RRc is the combined radiative and convective resistance,<br />

usually chosen such that<br />

(I !.lOn<br />

In the <strong>DOE</strong>-2 model, the only path for energy from an interior wall surface is<br />

to the zone air. Because the zone air represents a heat sink at a fixed temperature<br />

(the zone reference temperature) during the load calculation, there<br />

is no path for heat flow between walls in the <strong>DOE</strong>-2 model. The realistic model<br />

indicates that energy can flow between walls 1 and 2 if there is a temperature<br />

difference between the inside surfaces of the walls. Even though both walls<br />

are exposed to the same exterior and room air temperatures, they could exhibit<br />

different interior surface temperatures if they have different thermal properties<br />

or construction.<br />

Even though the need for conduction weighting factors can be seen, a<br />

calculation technique is not obvious. Conduction weighting factors should<br />

represent the coo 1 i ng-l oad sequence that resu lts from a pu 1 se of conduct ion<br />

energy at the interior wall surface. However, generating a pulse of conduction<br />

flux at interior wall surfaces for weighting-factor calculations would<br />

require temperature gradients in the walls. These temperature changes in the<br />

walls would effectively store some energy in the walls, as well as creating<br />

the conducting flux. During the weighting-factor calculation, it would not be<br />

possible to distinguish the energy initially stored in the walls from that in<br />

the conduction pulse. However, it is possible to estimate values of the conduction<br />

weighting factors by analyzing only the energy inside the interior<br />

wall surfaces in the same manner that was done for lighting, people, and equipment<br />

weighting factors. The analysis is based on the following assumptions.<br />

1. Conduction-energy transfer from interior wall surfaces can occur by two<br />

modes, convect ion and radi at ion. The re 1 at i ve amounts of convect i ve and<br />

radiative energy are constant.<br />

2. Energy transfer by convection represents an immediate cooling or heating<br />

load.<br />

3. Energy transfer by radiation can be analyzed by assuming that radiant<br />

energy from a wall has uniform intensity on all other walls in the zone.<br />

The cooling or heating loads from a pulse of this radiation, multiplied<br />

by the fraction of energy assumed to be radiant energy, represent conduction<br />

loads.<br />

4. The unweighted conduction energy transfer rate was calculated using an<br />

appropriate value of the combined film resistance.<br />

The process for cal cul at i ng conduct ion wei ght i ng factors i nvo 1 ves the<br />

specification of the fractions of energy assumed to be radiant (fR) and<br />

convective (fc)' By the first assumption above, fR + fc = 1. The sequence of<br />

cooling loads obtained from a uniform radiant intensity on all of the room<br />

walls [Qu(i8)] is the same sequence required for calculating weighting factors<br />

II .86

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