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Thermodynamic analysis of optimal condensing' N L) D: w, R- k: [
temperature of cascade-condenser in CO2/NH3, R3 L7 {' F5 F* b3 G* b: v! P
cascade refrigeration systems
+ w2 |; U. P$ x5 O4 l$ `Tzong-Shing Lee*,1% e9 l, ^. M P' N# T
, Cheng-Hao Liu, Tung-Wei Chen
( a' K5 h g5 R9 v( wDepartment of Air-Conditioning and Refrigeration Engineering, National Taipei University of Technology,
( L4 L+ W" E& k- ]6 I+ ]No. 1, Sec. 3, Chung-Hsiao East Road, Taipei 106, Taiwan0 c, e5 ^" ^4 @0 F5 ^* B
Received 10 November 2005; received in revised form 6 March 2006; accepted 6 March 2006
) N! ]' [! f# w7 f: `/ g9 p3 O3 ~Available online 5 June 2006
- W% [1 ]# i3 ~1 RAbstract# n" b+ K! B G& P( }
This study thermodynamically analyzed a cascade refrigeration system that uses carbon dioxide and ammonia as refriger-
! J1 i: r- I$ b7 x4 P8 L# I) gants, to determine the optimal condensing temperature of the cascade-condenser given various design parameters, to maximize
# G9 T. c- t ^ ithe COP and minimize the exergy destruction of the system. The design parameters include: the evaporating temperature, the
' ]' v/ T o: _, O3 p+ g! x( U! u" bcondensing temperature and the temperature difference in the cascade-condenser. The results agreed closely with the reported
" Z j" X* s, t. n: L" [- i ^experimental data. The optimal condensing temperature of the cascade-condenser increases with TC, TE and DT. The maximum
1 n0 g, [+ _3 A1 g- S% eCOP increases with TE, but decreases as TC or DT increases. Two useful correlations that yield the optimal condensing temper-
3 D) c5 R/ B9 ~4 ` T9 oature of the cascade-condenser and the corresponding maximum COP are presented.
) F) U9 S: z& F( h o8 C* v' ] 2006 Elsevier Ltd and IIR. All rights reserved.% t4 G2 _& k: a9 W# |! b! ]
Keywords: Refrigeration system; Compression system; Cascade system; Ammonia; Carbon dioxide; Optimization; Temperature; Condensa-+ f9 ^9 Q" r2 ]! x: r
tion; COP |
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