2001
DOI: 10.1063/1.1373663
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Density and temperature dependence of the bulk viscosity of molecular liquids: Carbon dioxide and nitrogen

Abstract: A statistical mechanical formula is developed for the bulk viscosity of molecular liquids. It is expressed in terms of the self-diffusion coefficient of the liquid, intermolecular forces, and the site–site pair correlation functions. The density and temperature dependence of the bulk viscosity of carbon dioxide and nitrogen are calculated therewith and compared with experimental data wherever possible. In the case of liquid nitrogen for which experimental data are available the theoretical values of the bulk v… Show more

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Cited by 42 publications
(29 citation statements)
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“…In other areas of the earth sciences, interest is based on the widespread natural occurrence of carbon dioxide. (Fenghour et al [1998] and Rah and Eu [2001]). Vapor pressure measurements for a pure substance lead to the pressure-vs.-temperature curves such as shown by the sublimation and vapor-saturation lines for CO 2 in Figure 2.1.…”
Section: Thermophysical Properties Of Pure Comentioning
confidence: 98%
“…In other areas of the earth sciences, interest is based on the widespread natural occurrence of carbon dioxide. (Fenghour et al [1998] and Rah and Eu [2001]). Vapor pressure measurements for a pure substance lead to the pressure-vs.-temperature curves such as shown by the sublimation and vapor-saturation lines for CO 2 in Figure 2.1.…”
Section: Thermophysical Properties Of Pure Comentioning
confidence: 98%
“…Likewise, despite the maturity of the application of supercritical CO 2 for industrial purposes, transport properties are usually calculated within limited ranges of pressure and temperatures. [47][48][49] Therefore, a deeper understanding of the accuracy of the models already available is needed to help the development towards new, improved models. At the same time, the simulations can guide the choice of models for specific applications, depending on factors, such as which properties are of interest, the accuracy desired, and the computational resources available.…”
Section: Introductionmentioning
confidence: 99%
“…The bulk viscosity in its own right is a fundamental physical quantity used in describing the molecular level collective dynamics of molecules in liquids, and there have been many statistical mechanical analytical treatments of it. [20][21][22][23][24] Analytic expressions for the wavevector dependent longitudinal viscosity (η l = η b + 4ηs/3) and bulk viscosity have been derived using the memory function Mori formalism. 25,26 MD simulations of the wavevector dependent bulk viscosity have also been carried out.…”
Section: Introductionmentioning
confidence: 99%