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3.14. Cooling Tower - TOWER<br />

tower divided by the efficiency <strong>of</strong> the fan:<br />

Ẇ f an = ∆p · ˙V air,i<br />

η f an<br />

(3.102)<br />

The energy balance <strong>of</strong> the component includes the fan power (since<br />

it must be assumed that all <strong>of</strong> the power sent into the fan will be<br />

transformed into heat in the air):<br />

Ḣ air,i + Ḣ w,i +Ẇ f an = Ḣ air,o + Ḣ w,o (3.103)<br />

The variable (W Q r atio ) expresses how much power the fan consumes relative<br />

to how big a cooling service the tower delivers to the water circuit,<br />

since this provides an easy way to compare the power consumption to<br />

that <strong>of</strong> commercial dry coolers.<br />

W Q r atio =<br />

Ẇ f an<br />

˙Q cool<br />

(3.104)<br />

˙Q cool = Ḣ w,i − Ḣ w,o (3.105)<br />

3.14.2 Wet Cooling Tower - TOWERw<br />

The Wet Tower also has air at ambient temperature <strong>and</strong> humidity coming<br />

in at the inlet, but since water is evaporated, the outlet temperature<br />

<strong>of</strong> water <strong>and</strong> air is lower than for the Dry Tower (for a given ambient<br />

temperature).<br />

The tower is made in three steps:<br />

1. Compression <strong>of</strong> the inlet air<br />

2. Evaporation <strong>of</strong> water.<br />

3. Addition <strong>of</strong> water to make up for the evaporation water loss.<br />

1. First the fan slightly compresses the air (to produce the air flow), which<br />

increases the pressure <strong>and</strong> temperature <strong>of</strong> the air (while the absolute<br />

humidity is kept constant):<br />

Ẇ f an = ∆p · ˙V air,i<br />

η f an<br />

(3.106)<br />

73

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