Zugriffsnummer 48192
Dokumenttyp Zeitschriftenartikel
Peer Review unbekannt
Sprache Englisch
Titel The Lorentz-Lorenz function of five gaseous and liquid saturated hydrocarbons
Autor(in); Institution
Hädrich, Jürgen; 7.22, Dichte und Grenzflächenenergie, PTB-Berlin
Quelle/Jahr Applied Physics:(1975), 7, 209 - 213
ISSN 0340-3793
DOI
Verlag Berlin ; Heidelberg: Springer
Zusammenfassung The refractive indices of compressed gaseous and liquid ethane, propane,n-butane,n-pentane, and liquidn-hexane were measured on up to seven isotherms at temperatures between 290 K and 500 K. Densities ranged from 0.2 g/cm3 to 0.7 g/cm3 at pressures up to 170 bar. The refractive index valuesn were combined with simultaneously measured density values ρ, to compute the Lorentz-Lorenz function LL =(n2-1)M/(n2+2) ρ=A n+Bn(ρ/M), whereM is the molar mass and A n and Bn are the first and second refractive index virial coefficients. Additionally, the functions LL/z (z=pV/nRT is the compressibility factor) of ethane, propane, and n-butane were computed to determine the second refractive index virial coefficientsB n(T). The relative uncertainty of the measured LL functions is 0.1% in most cases. At constant temperature (LL−A n)/An is ≦5·10−3 for ethane, propane, andn-butane and ≦0.02 for n-pentane and n-hexane. The greatest deviations of the LL functions from the A n value were measured at the temperatures near the critical points. The A n values show a temperature dependence which increases with increasing molar mass (maximum value: ΔA n/ΔT=0.0044 cm3/mol · K). The slopes of the LL-function become lower and the LL maxima become smaller with increasing distance of the temperature from the critical point. The B n values increase linearly with reciprocal temperature.

Zitierung

Hädrich, J. (1975). The Lorentz-Lorenz function of five gaseous and liquid saturated hydrocarbons. Applied Physics, 209–213. https://doi.org/10.1007/BF00936026

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