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Handbook of air conditioning and refrigeration / Shan K

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14.12 CHAPTER FOURTEEN<br />

Also,<br />

Thermal Analysis<br />

C cir �<br />

When the absorption chiller operates at steady-state condition, the heat balance analyses for the<br />

main system components, in Btu/h�ton, are shown below:<br />

In the evaporator, for 1 ton <strong>of</strong> <strong>refrigeration</strong> load (kW) Q rl, in Btu/h�ton ref (kW/kW ref),<br />

In the absorber, the heat <strong>of</strong> entering water vapor is equal to the heat <strong>of</strong> leaving water vapor in the<br />

evaporator:<br />

where h 1, h 5 � enthalpy <strong>of</strong> solution leaving <strong>and</strong> entering absorber, Btu/lb (kJ/kg)<br />

Q ab � heat to be removed from absorber, Btu/h�ton ref (kW/kW ref)<br />

(14.5)<br />

where X1, X5 � mass fraction <strong>of</strong> LiBr in diluted <strong>and</strong> concentrated solution leaving <strong>and</strong> entering<br />

absorber<br />

m˙ s1 � mass flow rate <strong>of</strong> diluted solution per ton <strong>of</strong> <strong>refrigeration</strong>, lb/h�tonref (kg/s�kWref) m˙ s5 � mass flow rate <strong>of</strong> concentrated solution entering absorber per ton <strong>of</strong> <strong>refrigeration</strong>,<br />

lb/h�tonref (kg/s�kWref) m˙ s7, m˙ s9 � mass flow rate <strong>of</strong> partly concentrated solution per ton <strong>of</strong> <strong>refrigeration</strong> at points 7<br />

<strong>and</strong> 9, respectively, lb/h�tonref (kg/s�kWref) m˙ rl, m˙ rh � mass flow rate <strong>of</strong> refrigerant boiled <strong>of</strong>f from low-temperature generator <strong>and</strong> hightemperature<br />

generator per ton <strong>of</strong> <strong>refrigeration</strong>, lb/h�tonref (kg/s�kWref) Ccir � circulating factor<br />

To help determine the status <strong>of</strong> the solution in the absorption cycle <strong>of</strong> a double-effect, direct-fired,<br />

reverse parallel flow absorption chiller as shown in Figs. 14.3 <strong>and</strong> 14.5, the state points <strong>of</strong> the cycle<br />

are defined as follows:<br />

1 � Mean condition <strong>of</strong> the diluted solution<br />

leaving the absorber<br />

2 � Dilute solution leaving the low-temperature<br />

heat exchanger<br />

3 � Partly concentrated solution leaving<br />

the low-temperature generator<br />

4 � The condition <strong>of</strong> the mixture <strong>of</strong> partly<br />

concentrated <strong>and</strong> concentrated<br />

solutions entering the low-temperature<br />

heat exchanger<br />

m˙ s5 � X 1m˙ r<br />

X 5 � X 1<br />

X 1<br />

X 5 � X 1<br />

Heat <strong>of</strong> leaving heat <strong>of</strong> entering <strong>refrigeration</strong><br />

water vapor � liquid<br />

�<br />

load<br />

m˙ rh ve � m˙ rh lc<br />

5 � Concentrated solution entering the<br />

absorber<br />

6 � Partly concentrated solution leaving<br />

high-temperature heat exchanger<br />

7 � Concentrated solution leaving hightemperature<br />

generator<br />

8 � Concentrated solution leaving hightemperature<br />

heat exchanger<br />

9 � Partly concentrated solution leaving<br />

low-temperature generator<br />

� m˙ r(h ve � h lc) � Q rl<br />

Heat <strong>of</strong> entering heat <strong>of</strong> entering heat <strong>of</strong> heat to be removed<br />

�<br />

water vapor<br />

�<br />

solution leaving solution<br />

�<br />

from absorber<br />

m˙ r h ve � m˙ s5 h 5<br />

� m˙ s1h 1<br />

� Q ab<br />

(14.6)<br />

(14.7)

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