*[S0022-1481(00)00403-5]*

Issue Section:

Technical Notes
1.

Etherington, H., 1958,

*Nuclear Engineering Handbook*, McGraw-Hill, New York.2.

Lighthill

, M. J.

1953

, “Theoretical Considerations on Free Convection in Tubes

,” Q. J. Mech. Appl. Math.

, 6

, Part 5, pp. 398

–439

.3.

Wilkes

, J. O.

Churchill

, S. W.

1966

, “The Finite Difference Computation of Natural Convection in a Rectangular Enclosure

,” AIChE J.

, 12

, No. 1

, pp. 161

–166

.4.

Eckert

, E. R. G.

Carlson

, W. O.

1961

, “Natural Convection in an Air Layer Enclosed Between Two Vertical Plates With Different Temperatures

,” Int. J. Heat Mass Transf.

, 2

, pp. 106

–120

.5.

Elder

, W. J.

1965

, “Laminar Free Convection in a Vertical Slot

,” J. Fluid Mech.

, 23

, pp. 77

–98

.6.

Polezhaev

V. I.

1967

, “Numerical Solution of a System of Two Dimensional Unsteady Navier-Stokes Equations for a Compressible Gas in a Closed Region

,” Fluid Dyn.

, 2

, pp. 70

–74

.7.

Catton

, I.

Ayyaswamy

, P. S.

Clever

, R. M.

1974

, “Natural Convection Flow in a Finite, Rectangular Slot Arbitrarily Oriented With Respect to the Gravity Vector

,” Int. J. Heat Mass Transf.

, 17

, pp. 173

–184

.8.

Mallinson

, G. D.

de Vahl Davis

, G.

1977

, “Three Dimensional Natural Convection in a Box: A Numerical Study

,” J. Fluid Mech.

, 83

, 1

–31

.9.

Jones, I. P., 1982, “Low Prandtl Number Free Convection in a Vertical Slot,” AERE Harewell Report R-10416.

10.

Hadid, H. B., and Roux, B., 1987, “Oscillatory Buoyancy Driven Flow in a Horizontal Liquid Metal Layer,” ESA-SP-256, pp. 477–485.

11.

Hall

, J. D.

Bejan

, A.

Chaddock

, J. B.

1988

, “Transient Natural Convection in a Rectangular Enclosure With One Heated Side Wall

,” Int. J. Heat Mass Transf.

, 9

, pp. 396

–404

.12.

Nicolette

, V. F.

Yang

, K. T.

Lloyd

, J. R.

1985

, “Transient Cooling by Natural Convection in Two-dimensional Square Enclosure

,” Int. J. Heat Mass Transf.

, 28

, pp. 1721

–1732

.13.

Jones

, D. N.

Briggs

, D. G.

1989

, “Periodic Two-Dimensional Cavity Flow: Effect of Linear Horizontal Thermal Boundary Condition

,” ASME J. Heat Transfer

, 111

, pp 86

–91

.14.

Kazmierczak

, M.

Chinoda

, Z.

1992

, “Buoyancy Driven Flow in an Enclosure With Time Periodic Boundary Conditions

,” Int. J. Heat Mass Transf.

, 35

, No. 6

, pp. 1507

–1518

.15.

Kwak

, H. S.

Hyun

, J. M.

1996

, “Natural Convection in an Enclosure Having a Vertical Side Wall With Time Varying Temperature

,” J. Fluid Mech.

, 329

, pp. 65

–88

.16.

Bergman

, T. L.

Hyun

, M. T.

1996

, “Simulation of Two-Dimensional Thermosolutal Convection in Liquid Metals Induced by Horizontal Temperature and Species Gradients

,” Int. J. Heat Mass Transf.

, 39

, No. 12

, pp. 2883

–2894

.17.

Aydin

, O.

Unal

, A.

Ayhan

, T.

1999

, “Natural Convection in Rectangular Enclosures Heated From One Side and Cooled From the Ceiling

,” Int. J. Heat Mass Transf.

, 42

, pp. 2345

–2355

.18.

Fumizawa

, M.

1980

, “Natural Convection Experiment With Liquid NaK Under Transverse Magnetic Field

,” J. Nucl. Sci. Technol.

, 17

, No. 2

, pp. 98

–105

.19.

Okada

, K.

Ozoe

, H.

1992

, “Experimental Heat Transfer Rates of Natural Convection of Molten Gallium Suppressed Under an External Magnetic Field in Either

,” *x*,*y*or*z*-directionASME J. Heat Transfer

, 114

, pp. 107

–114

.20.

Tagawa

, T.

Ozoe

, H.

1997

, “Enhancement of Heat Transfer Rate by Application of a Static Magnetic Field During Natural Convection of Liquid Metal in Cube

,” ASME J. Heat Transfer

, 119

, pp. 265

–271

.21.

Mobner

, R.

Muller

, U.

1999

, “A Numerical Investigation of Three-Dimensional Magnetoconvection in Rectangular Cavities

,” Int. J. Heat Mass Transf.

, 42

, pp. 1111

–1121

.22.

Bejan, A., 1984,

*Convection Heat Transfer*, Wiley, New York.23.

Gebhart, B., Jalurial, Y., Mahajan, R. L., and Sammakia, B., 1988,

*Buoyancy Induced Flows and Transports*, Hemisphere, Washington, DC.24.

Alchaar

, S.

Vasseur

, P.

Bilgen

, E.

1995

, “Natural Convection Heat Transfer in a Rectangular Enclosure With a Transverse Magnetic Field

,” ASME J. Heat Transfer

, 117

, pp. 668

–673

.25.

Eckert

, E. R. G.

Goldstein

, R. J.

Ibele

, W. E.

Patankar

, S. V.

Simon

, T. W.

Strykowski

, P. J.

Tamma

, K. K.

Kuehn

, T. H.

Bar-Cohen

, A.

Heberlein

, J. V. R.

Davidson

, J. H.

Bischof

, J.

Kulacki

, F.

Kortshagen

, U.

1999

, “Heat Transfer—A Review of 1995 Literature

,” Int. J. Heat Mass Transf.

, 42

, pp. 2717

–2797

.26.

Lide, D. R., 1993,

*Handbook of Chemistry and Physics*, CRC Press, Boca Raton, FL.27.

Hadid

, H. B.

Roux

, B.

1992

, “Buoyancy and Thermocapillary Driven Flows in Differentially Heated Cavities for Low Prandtl Number Fluids

,” J. Fluid Mech.

, 235

, pp. 1

–36

.28.

Rudraiah

, N.

Venkatachalappa

, M.

Subbaraya

, C. K.

1995

, “Combined Surface Tension and Buoyancy Driven Convection in a Rectangular Open Cavity in the Presence of a Magnetic Field

,” Int. J. Non-Linear Mech.

, 35

, pp. 759

–770

.29.

Jones

, G. F.

Cai

, J.

1993

, “Analysis of a Transient Asymmetrically Heated/Cooled Open Thermosyphon

,” ASME J. Heat Transfer

, 115

, p. 621

621

.30.

Jaluria, M., and Torrance, K. E., 1986,

*Computational Heat Transfer*, Hemisphere, pp. 178–183.31.

Jakob, M., 1949,

*Heat Transfer*, Vol. 1, John Wiley and Sons, New York.Copyright © 2000

by ASME

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