An Experimental Investigation of the Reynolds Analogy and its Modifications Applied to Annular Condensation Laminar Flow of R134a in a Vertical Tube

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Author listDalkilic A.S., Kundu B., Wongwises S.

PublisherSpringer Verlag

Publication year2013

Volume number38

Issue number6

Start page1493

End page1507

Number of pages15

ISSN2193-567X

eISSN2193-567X

URLhttps://www.scopus.com/inward/record.uri?eid=2-s2.0-84878034078&doi=10.1007%2fs13369-013-0595-0&partnerID=40&md5=0284be83119fe0bd1849a065003192b9

LanguagesEnglish-Great Britain (EN-GB)


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Abstract

The Reynolds analogy and its modifications are applied to forced convection laminar in-tube condensation to predict the heat transfer coefficient of R134a by means of well-known two-phase friction factors and agreed void fraction models and correlations explained in the authors' previous works. The vertical test section is a 0.5 m long countercurrent flow double tube heat exchanger with refrigerant flowing in the inner smooth copper tube (8.1 mm i.d.) and cooling water flowing in the annulus (26 mm i.d.). The test runs are performed at average saturated condensing temperatures of 40 ฐC (Pr = 0.92) and 50 ฐC (Pr = 0.97). The heat fluxes are between 10.16 and 66.61 kW m-2 while the mass fluxes are between 260 and 515 kg m-2 s-1 for the vertical test sections. The Reynolds' model is modified by various two-phase flow models and correlations to account for the partial condensation inside the tube. The refrigerant side heat transfer coefficients are determined within ฑ30% using the two-phase friction factors of Wallis, Moeck, Fore et al., while all the proposed friction factor correlations for the Reynolds analogy, Prandtl and Taylor analogy, and Colburn analogy predict the experimental friction factor within a ฑ20% deviation band. The importance of altering the Prandtl number to the Reynolds analogy (Pr = 1) is also shown in the paper. ฉ 2013 King Fahd University of Petroleum and Minerals.


Keywords

Colburn analogyCondensationFilm thicknessFriction factorPrandtl and Taylor analogyR134aReynolds analogyVoid fraction


Last updated on 2023-02-10 at 07:35