Issue Section:
Technical Briefs
1.
Aung
W.
Worku
G.
1986
a, “Developing Flow and Flow Reversal in a Vertical Channel With Asymmetric Wall Temperatures
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 108
, pp. 299
–304
.2.
Aung
W.
Worku
G.
1986
b, “Theory of Fully Developed Combined Convection Including Flow Reversal
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 108
, pp. 485
–488
.3.
Cheng
C. H.
Kou
H. S.
Huang
W. H.
1990
, “Flow Reversal and Heat Transfer of the Fully Developed Mixed Convection in Vertical Channels
,” AIAA J. Thermophysics and Heat Transfer
, Vol. 4
, pp. 375
–383
.4.
Cheng
C. H.
Weng
C. J.
1991
, “Flow Reversal of Combined Convection in a Vertical Rectangular Duct With Unequally Isothermal Walls
,” Int. Comm. Heat Mass Transfer
, Vol. 18
, pp. 127
–140
.5.
Cheng
C. H.
Weng
C. J.
1993
, “Developing Flow of Mixed Convection in a Vertical Rectangular Duct With One Heating Wall
,” Numerical Heat Transfer
, Part A, Vol. 24
, pp. 479
–493
.6.
Cheng
C. H.
Yang
J. J.
1993
, “Buoyancy-Induced Recirculation Bubbles and Heat Convection of Developing Flow in Vertical Channels With Fin Arrays
,” Int. J. Heat Fluid Flow
, Vol. 15
, pp. 11
–19
.7.
Gau
C.
Yih
K. A.
Aung
W.
1992
, “Reversed Flow Structure and Heat Transfer Measurements for Buoyancy Assisted Convection in a Heated Vertical Duct
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 114
, pp. 928
–935
.8.
Gau
C.
Yih
K. A.
Aung
W.
1993
, “Numerical and Analytical Study of Reversed Flow and Heat Transfer in a Heated Vertical Duct
,” Mixed Convection Heat Transfer
, M. Keyhani and R. Kumar, eds., ASME HTD-Vol. 247
, pp. 9
–19
.9.
Hanratty
T. J.
Rosen
E. M.
Kabel
R. L.
1958
, “Effect of Heat Transfer on Flow Field at Low Reynolds Numbers in Vertical Tubes
,” Industrial Engineering Chemistry
, Vol. 50
, pp. 815
–820
.10.
Ingham
D. B.
Keen
D. J.
Heggs
P. J.
1988
, “Flow in Vertical Channels With Asymmetric Wall Temperature and Including Situations Where Reverse Flows Occur
,” ASME JOURNAL OF HEAT TRANSFER
, Vol. 110
, pp. 910
–917
.11.
Reyhner
T. A.
Flugge-Lotz
I.
1968
, “The Interaction of a Shock Wave With a Laminar Boundary Layer
,” International Journal of Non-linear Mechanics
, Vol. 3
, pp. 173
–199
.
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