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Alternative refrigerants R123a, R134, R141b, R142b, and R152a: critical temperature, refractive index, surface tension, and estimates of liquid, vapor, and critical densities

Differential capillary rise and refractive index data are reported for five alternative refrigerants: R123a (CHClF-CClF{sub 2}), R134 (CHF{sub 2}-CHF{sub 2}), R141b (CCl{sub 2}F-CH{sub 3}), R142b (CClF{sub 2}-CH{sub 3}), and R152a (CHF{sub 2}-CH{sub 3}). The data extend from about 25{degree}C to the...

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Bibliographic Details
Published in:Journal of physical chemistry (1952) 1990-12, Vol.94 (25), p.8840-8845
Main Authors: Chae, Hee Baik, Schmidt, James W, Moldover, Michael R
Format: Article
Language:English
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Summary:Differential capillary rise and refractive index data are reported for five alternative refrigerants: R123a (CHClF-CClF{sub 2}), R134 (CHF{sub 2}-CHF{sub 2}), R141b (CCl{sub 2}F-CH{sub 3}), R142b (CClF{sub 2}-CH{sub 3}), and R152a (CHF{sub 2}-CH{sub 3}). The data extend from about 25{degree}C to the critical point of each fluid and directly yield the critical temperature {Tc} and the temperature-dependent capillary length. The present data were combined with liquid density data (near ambient temperature) to determine the Lorentz-Lorenz constant. The Lorentz-Lorenz relation is used to estimate the liquid, vapor, and critical densities, and the surface tension. The surface tension {sigma} of seven substituted ethane refrigerants (the present five and R123 (CHCl{sub 2}-CF{sub 3}) and R134a (CF{sub 3}-CH{sub 2}F)) is within {plus minus}10% of the expression: {sigma} = 64 mN/m{center dot}t{sup 1.26}, where t = ({Tc} {minus} T)/{Tc} is the reduced temperature measured from the critical temperature. The surface tension of the same seven refrigerants is within {plus minus}5% of the expression {sigma} = 5.7t{sup 1.26}k{sub B}{Tc}(N{sub A}/V{sub c}){sup 2/3}, where k{sub B}, N{sub A}, and V{sub c} are the Boltzmann constant, the Avogadro constant, and the molar critical volume, respectively.
ISSN:0022-3654
1541-5740
DOI:10.1021/j100388a018