1996
DOI: 10.1016/0009-2509(95)00400-9
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A molecular simulation-based method for the estimation of activity coefficients for alkane solutions

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Cited by 10 publications
(9 citation statements)
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“…These data are comparable to the literature values for polyisobutylene (PIB) at 323.2 K: 4.56 for PIB(53 000)/cyclohexane17b and 5.90 PIB(53 000)/benzene 17c. Recently it was stated17a that the infinite dilution solvent weight‐fraction‐based activity coefficients, Ω 2pred ∞ , of a polyolefin could be assumed to be constant (4.39), independent of the system, the polymer molecular weight and temperature. This is valid for polymers like PE and PIB with normal and cycloalkanes 17a.…”
Section: Resultssupporting
confidence: 89%
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“…These data are comparable to the literature values for polyisobutylene (PIB) at 323.2 K: 4.56 for PIB(53 000)/cyclohexane17b and 5.90 PIB(53 000)/benzene 17c. Recently it was stated17a that the infinite dilution solvent weight‐fraction‐based activity coefficients, Ω 2pred ∞ , of a polyolefin could be assumed to be constant (4.39), independent of the system, the polymer molecular weight and temperature. This is valid for polymers like PE and PIB with normal and cycloalkanes 17a.…”
Section: Resultssupporting
confidence: 89%
“…The values of the polymer activity coefficients, presented in Table 8 as ln γ 1exp ∞ , are very small and range from −62 to −111. Values of the experimental solvent activity coefficients, γ 2exp ∞ , are comparable with solutions of other polymers, for example, 0.0287 for iPBu‐1/ n ‐hexadecane and 0.0262 for iPBu‐1/cyclohexane, whilst values of 0.0882 and 0.0095 are given for polyethylene(PE: 7400)/ n ‐dodecane17a and PE(35 000)/cyclohexane, respectively 17a. The experimental solvent weight‐fraction activity coefficients at 298.15 K, Ω 2exp ∞ , presented in Table 8 are, for example, 5.83 for iPBu‐1/cyclohexane and 9.55 for iPBu‐1/benzene.…”
Section: Resultssupporting
confidence: 58%
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“…(f) whether the model is in relative agreement with recent molecular simulation studies for model alkane systems and their interpretation by Kontogeorgis et al …”
Section: Activity Coefficient Models and Database For Slesupporting
confidence: 70%
“…A theoretical justification for these very low γ pol values was provided recently by Kontogeorgis et al (1996) using a molecular-simulation-based method for the estimation of activity coefficients for athermal polymersolvent mixtures. Their results were compared with the predictions of various activity coefficient models, and it was concluded that the FV models yield much better agreement with the molecular-simulation-based calculations for the polymer activity coefficient over the classical UNIFAC-type models.…”
Section: Resultsmentioning
confidence: 99%