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integration of solid oxide fuel cells and ... - Ea Energianalyse

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E. OPTIMIZATION GRAPHS<br />

E.1.3.2<br />

∆ T,Tower<br />

∆ T,Tower is the difference between point 37 <strong>and</strong> 39. And since T 39 is given<br />

by the cooling tower <strong>and</strong> ambient conditions, ∆ T,Tower will effectively<br />

control T 37 . In a physical system this is done by regulating the water flow<br />

in the circuit point 35 to 39. In lack <strong>of</strong> exact numbers, it has been assumed<br />

that the outlet temperature <strong>of</strong> the air remains at the same relative position<br />

between the water in- <strong>and</strong> outlet <strong>of</strong> the tower (green curve relative to the<br />

two blue lines in figure E.7B). This seemed more realistic than keeping<br />

∆T min constant at the 3 ◦ C, which would have made the air outlet become<br />

colder than the water outlet for ∆ T,Tower < 3.<br />

Figure E.7: A: Efficiencies, COP, <strong>and</strong> water consumption. B: Air <strong>and</strong> water temperatures.<br />

T air,in = T 45 ,T air,out = T 47 ,T water,in = T 37 <strong>and</strong> T water,out = T 39 .<br />

As can be seen in figure E.7, the COP <strong>of</strong> the absorption unit increases<br />

when ∆ T,Tower is reduced because T 39 is decreased. But the fan power<br />

rises considerably mainly because <strong>of</strong> the increased air flow, which comes<br />

from the increased amount <strong>of</strong> water evaporated. Hence the electrical<br />

efficiency decreases.<br />

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