16.01.2013 Views

Handbook of air conditioning and refrigeration / Shan K

Handbook of air conditioning and refrigeration / Shan K

Handbook of air conditioning and refrigeration / Shan K

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

From Eq. (13.8), the overall heat transfer coefficient based on the outer surface area <strong>of</strong> the copper<br />

tubes U o,ev in Btu/h� ft 2 � °F (W/m 2 � °C), is given as<br />

U o,ev �<br />

(25.10)<br />

The boiling coefficient for HCFC-123 is slightly lower than that for refrigerant CFC-11. From Eq.<br />

(13.9), for a shell-<strong>and</strong>-tube flooded-type evaporator, the boiling coefficient <strong>of</strong> HCFC-123 can be<br />

evaluated as<br />

According to the experimental results in Webb <strong>and</strong> Pais (1991) <strong>and</strong> Jung <strong>and</strong> Radermacher (1991),<br />

for HCFC-123 in copper tubes with integrated fins <strong>of</strong> 26 fins/in. (0.98 mm), constant Cb can be<br />

taken as 2.5 <strong>and</strong> exponential index n is approximately 0.7. For enhanced surfaces, according to the<br />

results <strong>of</strong> Webb <strong>and</strong> Pais (1991), ho is 35 percent higher.<br />

The copper integrated-fin tubes currently used for evaporators usually have a fin spacing <strong>of</strong> 19 to<br />

35 fins/in. (1.3 to 0.73 mm), typically 26 fins/in. (0.98 mm). The outside diameter <strong>of</strong> copper tubes<br />

5 3 varies from �8 to �4 in. (15.9 to 19.1 mm). The ratio <strong>of</strong> outer surface area to inner surface area Ao/Ai is <strong>of</strong>ten between 3 <strong>and</strong> 4.<br />

For a closed-circuit chilled-water system for evaporators with conventional water treatments, the<br />

fouling factor R f can be taken as 0.00025 h � ft 2 � °F/Btu (0.000044 m 2 � °C/W).<br />

From Eq. (10.9), water-side heat transfer coefficient h i, in Btu/h � ft 2 � °F (W/m 2 °C), can be calculated<br />

as<br />

NuD � (25.11)<br />

From Eq. (13.11), the log-mean temperature difference between refrigerant <strong>and</strong> chilled water �Tev can be calculated as<br />

hiDh k � 0.023 ReD 0.8Pr 0.4<br />

(25.12)<br />

The mass flow rate <strong>of</strong> chilled water m˙ w,ev,<br />

in lb/min (kg/min), flowing through the copper tubes<br />

in the evaporator usually remains approximately constant during operation. Temperature Tel is<br />

<strong>of</strong>ten set <strong>and</strong> reset according to the requirement <strong>of</strong> the <strong>air</strong> system <strong>and</strong> the energy efficiency <strong>of</strong><br />

the system.<br />

From Eq. (13.13)<br />

T ee � T el<br />

Q ev / (A evU o,ev)<br />

The evaporating temperature can then be determined as<br />

ENERGY MANAGEMENT AND GLOBAL WARMING 25.21<br />

h o � C b� Q ev<br />

A ev � n<br />

�T ev � T ee � T ev � (T el � T ev)<br />

ln [(T ee � T ev) / (T el � T ev)]<br />

Tev � (25.13)<br />

At design load, Qev is equal to the design <strong>refrigeration</strong> load Qev,d, in Btu/h (kW). In part-load<br />

operation,<br />

eB Tel � Tee eB � 1<br />

Q ev � R loadQ ev,d<br />

� B<br />

<strong>and</strong> the evaporating temperature at part load T ev,p can be similarly calculated.<br />

1<br />

1 / (� f h o) � A oR f / A i � A o / (A ih i)<br />

(25.14)

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!