Proceeding of International Heat Transfer Conference 5 1974
DOI: 10.1615/ihtc5.3110
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Analytical and Experimental Results for Combined Forced and Free Laminar Convection in Horizontal Tubes

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Cited by 34 publications
(30 citation statements)
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“…Cheng et al [9], Ou et al [10] and Cheng and Ou [11] employed the assumption of large Prandtl number to study the mixed convection heat transfer in the thermal entrance region of horizontal rectangular channels. The same problems were also examined for a horizontal tube by Hieber and Sreenivasan [12], Hong et al [13], Ou and Cheng [14] and Hishida et al [15]. Their results showed that the secondary flow induced by the thermal buoyancy force can enhance significantly the heat transfer.…”
Section: Introductionmentioning
confidence: 92%
“…Cheng et al [9], Ou et al [10] and Cheng and Ou [11] employed the assumption of large Prandtl number to study the mixed convection heat transfer in the thermal entrance region of horizontal rectangular channels. The same problems were also examined for a horizontal tube by Hieber and Sreenivasan [12], Hong et al [13], Ou and Cheng [14] and Hishida et al [15]. Their results showed that the secondary flow induced by the thermal buoyancy force can enhance significantly the heat transfer.…”
Section: Introductionmentioning
confidence: 92%
“…Here l is the viscosity of the fluid, Pr the Prandtl number, c 1 the streamwise pressure gradient which is a positive constant for hydrodynamically fully developed flow (c 1 ¼ À oP Rco/ with R c as the curvature radius, [30]), c 2 the streamwise temperature gradient which is a constant for the thermally fully developed flow, but can be positive or negative depending on heating or cooling of the fluid ( [30,32,33]). …”
Section: Governing Parameters and Numerical Algorithmmentioning
confidence: 99%
“…Although the Rayleigh number for the experimental data of [12-171 is based on the average properties between bulk temperature and cable surface temperature, whereas the analytical solution uses constant bulk properties, the correlation is quite good. Hong and Bergles [3] suggest that at a very high Rayleigh number (2: > lo6) the solution based on constant properties may be in error to'a large extent. 2.…”
Section: Flow and Heat Transfer Resultsmentioning
confidence: 99%