A transient temperature response of three-fluid heat exchangers with finite and large capacitance of the separating sheets is investigated numerically for step, ramp, exponential, and sinusoidal perturbations provided in the central (hot) fluid inlet temperature. The effect of two-dimensional longitudinal conduction in the separating sheet and of axial dispersion in the fluids on the transient response has been investigated. A comparison of the dynamic behavior of four possible arrangements of three-fluid crossflow heat exchangers has also been presented.
1.
Shah
, R. K.
, and Sekulic
, D. P.
, 1998, “Heat Exchangers
,” in Handbook of Heat Transfer
, W. M.
Rosenhow
, J. P.
Hartnett
, and Y. J.
Cho
, eds., McGraw Hill
, New York, pp. 17.63
–17.76
.2.
Rabinovich
, G. D.
, 1962, “On a Particular Case of Stationary Heat Transfer With Cross Flow of Heat Agents
,” Int. J. Heat Mass Transfer
0017-9310, 5
, pp. 409
–412
.3.
Sorlie
, T.
, 1962, “Three-Fluid Heat Exchanger Design Theory—Counter and Parallel Flow
,” Technical Report No. 54, Dept. of Mech. Eng., Stanford University, Stanford, CA.4.
Aulds
, D. D.
, and Barron
, R. F.
, 1967, “Three-Fluid Heat Exchanger Effectiveness
,” Int. J. Heat Mass Transfer
0017-9310, 10
, pp. 1457
–1462
.5.
Barron
, R. L.
, and Yeh
, S. L.
, 1976, “Longitudinal Conduction in a Three-Fluid Heat Exchanger
,” ASME Paper No. 76-WA, HT-9, pp. 2
–7
.6.
Sekulic
, D. P.
, and Kmecko
, I.
, 1995, “Three-Fluid Crossflow Heat Exchanger Effectiveness—Revisited
,” ASME J. Heat Transfer
0022-1481, 117
, pp. 226
–229
.7.
Willis
, N. C.
, Jr., and Chapman
, A. J.
, 1968, “Analysis of Three-Fluid Crossflow Heat Exchanger
,” ASME J. Heat Transfer
0022-1481, 90
, pp. 333
–339
.8.
Baclic
, B. S.
, Sekulic
, D. P.
, and Gvozdenac
, D. D.
, 1982, “Performance of Three-Fluid Single Pass Crossflow Heat Exchanger
,” in Heat Transfer
, U.
Grigull
, E.
Hahne
, K.
Stephan
, and J.
Straub
, eds., Hemisphere
, Washington, pp. 167
–172
.9.
Sekulic
, D. P.
, and Shah
, R. K.
, 1995, “Thermal Design Theory of Three-Fluid Heat Exchangers
,” Adv. Heat Transfer
0065-2717, 26
, pp. 219
–328
.10.
Yuan
, P.
, and Kou
, H. S.
, 1998, “The Effect of Longitudinal Conduction in a Three-Fluid Crossflow Heat Exchanger
,” Numer. Heat Transfer, Part A
1040-7782, 34
, pp. 135
–150
.11.
Kou
, H. S.
, and Yuan
, P.
, 2001, “Thermal Analysis of Plate-Fin Crossflow Heat Exchanger Including Three Fluids With Different Arrangements
,” Int. J. Transp. Phenom.
1028-6578, 3
, pp. 29
–41
.12.
Yuan
, P.
, and Kou
, H. S.
, 2001, “The Comparison of Longitudinal Wall Conduction Effect on the Crossflow Heat Exchangers Including Three Fluid Streams With Different Arrangements
,” Appl. Therm. Eng.
1359-4311, 21
, pp. 1891
–1907
.13.
Yuan
, P.
, and Kou
, H. S.
, 2001, “Entropy Generation on a Three-Gas Crossflow Heat Exchangers With Longitudinal Wall Conduction
,” Int. Commun. Heat Mass Transfer
0735-1933 28
(6
), pp. 803
–813
.14.
Sekulic
, D. P.
, and Herman
, C.
, 1987, “Transient Temperature Fields in a Three-Fluid Heat Exchanger
,” Proc. XVII Int. Congr. Refrig.
, Vienna, IFF
, Paris
, Vol. B, pp. 833
–837
.15.
Bielski
, S.
, and Malinowski
, L.
, 2003, “A Semi-Analytical Method for Determining Unsteady Temperature Fields in a Parallel-Flow Three-Fluid Heat Exchanger
,” Int. Commun. Heat Mass Transfer
0735-1933, 30
(8
), pp. 1071
–1080
.16.
Prasad
, B. S. V.
, 1997, “Fin Efficiency and Mechanisms of Heat Exchange Through Fins in Multi-Stream Plate-Fin Heat Exchangers: Development and Application of a Rating Algorithm Passages
,” Int. J. Heat Mass Transfer
0017-9310, 40
(18
), pp. 4279
–4288
.17.
Ozisic
, M. N.
, 1994, Computational Methods in Heat Transfer
, CRC
, London.18.
Ellis
, W. E.
, 1968, “Comparative Evaluations of Alternative Flow Configurations of Three-Fluid, Cross Flow, Heat Exchangers
,” M.S. Thesis, Dept. of Mech. Eng., Rice University, Houston, TX.Copyright © 2008
by American Society of Mechanical Engineers
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