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Code Manual for CONTAIN 2.0 - Federation of American Scientists

Code Manual for CONTAIN 2.0 - Federation of American Scientists

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The capacity-rate ratio CR is defined as<br />

CR= Captin<br />

Cap~m<br />

where Cap~mis the larger <strong>of</strong> Cap~ and CapC.<br />

(12-26)<br />

The following sections give expressions from Reference Kay64 <strong>for</strong> the effectiveness E <strong>for</strong> the four<br />

types <strong>of</strong> heat exchangers shown in Figure 12-7.<br />

Sinide-Pass Shell and U-Tube Effectiveness. The effectiveness factor E <strong>for</strong> the heat exchanger with<br />

a single-pass shell and U-tube geometry (Figure 12-7a) is given by<br />

where<br />

E={[1+Cll] + /A (1 + e-r)/(l - e-r]<br />

Equation (12-25) was derived <strong>for</strong> one shell pass and two tube passes.<br />

(12-27)<br />

Cross-Flow Heat Excharwer Effectiveness. The effectiveness E <strong>for</strong> across-flow heat exchanger with<br />

hot-side tubes and cold-side shell (Figure 12-7b) depends on whether Cap-= Ca~ or cap- = Capc.<br />

E Capma = Cap~, then E is given by<br />

E = 1 - exp(-r)<br />

where r = CR [1 – exp (–Ntu CR)]. Otherwise, E is given by<br />

E = CR[ 1 - exp(-17)]<br />

where r = CR [1 - exp (–Ntu)]. This model assumes that the shell fluid is mixed.<br />

(12-28)<br />

(12-29)<br />

R O 12 23 6/30/97

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