2008
DOI: 10.2514/1.22496
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Study of Heat Transfer Correlations for Supercritical Hydrogen in Regenerative Cooling Channels

Abstract: Understanding the cooling efficiency of supercritical hydrogen is crucial to the development of high-pressure thrust chambers for regeneratively cooled liquid-oxygen/liquid-hydrogen rocket engines. Available Nusselt number correlations are compared with an extensive data set of local heat transfer coefficients to determine the domains of validity for each correlation. The data set was compiled from previous heated straight-tube experiments with supercritical hydrogen. Results indicate that particular correlati… Show more

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Cited by 54 publications
(13 citation statements)
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References 13 publications
(28 reference statements)
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“…And such a combination of one-dimensional analytical fin-type model with a thermal analysis method was regarded as a practical approach to the design of a cooling-jacket system since many design requirements can be considered simultaneously. The accuracy of a simple one-dimensional model for hydrogen convective cooling had also been verified by many other researchers [18].…”
Section: H Model and Code Validationmentioning
confidence: 97%
“…And such a combination of one-dimensional analytical fin-type model with a thermal analysis method was regarded as a practical approach to the design of a cooling-jacket system since many design requirements can be considered simultaneously. The accuracy of a simple one-dimensional model for hydrogen convective cooling had also been verified by many other researchers [18].…”
Section: H Model and Code Validationmentioning
confidence: 97%
“…The Heat Transfer between the coolant and the thrust chamber wall is by forced convection. The correlationsusedforcoolantsideheattransferareprincipallybase dontheconventionalNusselt-type correlations for turbulent, thermally fully developed flow for fluids with constant property values [12], [13]. The Reynolds Number of flow is estimated to the order of10 5 ,thus heat transfer correlation is estimated using Nusselt-type correlation developed by Gnielinski; since Reynolds number and Prandtl number of the coolant flow lie in the permissible limits for using Gnielinski correlation [9].…”
Section: Coolant Side Heat Transfermentioning
confidence: 99%
“…As the hydrogen continuously flows through the channels, it is quickly heated to above the critical temperature, where it becomes a supercritical gas (see Fig. 6) (22) . The value of fuel pressure varies within 2~20MPa in Ref.…”
Section: Model For Turbine and Pumpmentioning
confidence: 99%