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- W2093731460 abstract "Fluid phase separation in model athermal mixtures of colloids and polymers is examined by means of the first-order thermodynamic perturbation theory of Wertheim [M. S. Wertheim, J. Chem. Phys. 87, 7323 (1987); W. G. Chapman, G. Jackson, and K. E. Gubbins, Mol. Phys. 65, 1057 (1988)]. The colloidal particles are modeled simply as hard spheres, while the polymers are represented as chains formed from tangent hard-sphere segments. In this study the like (colloid–colloid, polymer–polymer) and unlike (polymer–colloid) repulsive interactions are treated at the same level of microscopic detail; we do not employ the common Asakura–Oosawa (AO) approximations which essentially involve treating the polymer as an ideal (noninteracting) chain. The effect of varying both the chain length and the diameter of the hard-sphere segments of the polymer on the fluid phase behavior of the model polymer–colloid system is investigated. We focus our attention on the stability of the fluid phase relative to a demixing transition into colloid-rich and polymer-rich fluid phases by using a spinodal instability analysis and determine the full coexistence boundaries (binodal). The colloid–polymer system represents the limit where the diameter of the colloid is much larger than the diameter of the segments making up the polymer chain. The precise segment/colloid diameter ratio at which liquid–liquid demixing first occurs is examined in detail as a function of the chain length of the polymer. In the case of moderately short chains the addition of polymer induces the “colloidal vapor–liquid” transition found in polymer–colloid systems, while for long chains a “polymeric vapor–liquid” transition is found. The diameter of the polymeric segments must lie between the AO limit (minimum diameter) and the so-called protein limit (maximum diameter) in order for the system to exhibit fluid–fluid phase separation. The maximum value of the segment diameter which induces phase separation is determined from a simple approximate stability analysis. The critical density of the demixing transitions is not found to tend to be zero for infinitely long polymers, but has a limiting value which depends on the diameter of the segment. An examination of the thermodynamic properties of mixing indicates that the fluid–fluid phase separation in such systems is driven by a large positive enthalpy of mixing which is induced by a large positive volume of mixing due to the unfavorable polymer–colloid excluded volume interactions. The enthalpy of mixing makes an unfavorable contribution to the overall Gibbs free energy (which is seen to counter the favorable entropy of mixing), giving rise to fluid–fluid immiscibility." @default.
- W2093731460 created "2016-06-24" @default.
- W2093731460 creator A5028883891 @default.
- W2093731460 creator A5041672192 @default.
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- W2093731460 date "2003-04-23" @default.
- W2093731460 modified "2023-09-30" @default.
- W2093731460 title "Study of the demixing transition in model athermal mixtures of colloids and flexible self-excluding polymers using the thermodynamic perturbation theory of Wertheim" @default.
- W2093731460 cites W1774693366 @default.
- W2093731460 cites W1963915291 @default.
- W2093731460 cites W1964217046 @default.
- W2093731460 cites W1966715171 @default.
- W2093731460 cites W1969901240 @default.
- W2093731460 cites W1973738355 @default.
- W2093731460 cites W1975129466 @default.
- W2093731460 cites W1976127494 @default.
- W2093731460 cites W1977031615 @default.
- W2093731460 cites W1983288655 @default.
- W2093731460 cites W1988597855 @default.
- W2093731460 cites W1991521544 @default.
- W2093731460 cites W1991572399 @default.
- W2093731460 cites W1991935750 @default.
- W2093731460 cites W1995962714 @default.
- W2093731460 cites W1996013733 @default.
- W2093731460 cites W1996784674 @default.
- W2093731460 cites W1997429385 @default.
- W2093731460 cites W2000037505 @default.
- W2093731460 cites W2002964977 @default.
- W2093731460 cites W2003911934 @default.
- W2093731460 cites W2007403357 @default.
- W2093731460 cites W2008384883 @default.
- W2093731460 cites W2008847897 @default.
- W2093731460 cites W2008990088 @default.
- W2093731460 cites W2010387275 @default.
- W2093731460 cites W2018062714 @default.
- W2093731460 cites W2019462051 @default.
- W2093731460 cites W2022798283 @default.
- W2093731460 cites W2024047992 @default.
- W2093731460 cites W2024261441 @default.
- W2093731460 cites W2025083335 @default.
- W2093731460 cites W2026204080 @default.
- W2093731460 cites W2027247838 @default.
- W2093731460 cites W2028602090 @default.
- W2093731460 cites W2033355525 @default.
- W2093731460 cites W2033947081 @default.
- W2093731460 cites W2036599625 @default.
- W2093731460 cites W2037929372 @default.
- W2093731460 cites W2038971217 @default.
- W2093731460 cites W2039026177 @default.
- W2093731460 cites W2040434566 @default.
- W2093731460 cites W2040993348 @default.
- W2093731460 cites W2042838267 @default.
- W2093731460 cites W2045142211 @default.
- W2093731460 cites W2052147333 @default.
- W2093731460 cites W2057385972 @default.
- W2093731460 cites W2066218107 @default.
- W2093731460 cites W2067153323 @default.
- W2093731460 cites W2071837796 @default.
- W2093731460 cites W2073134544 @default.
- W2093731460 cites W2076477453 @default.
- W2093731460 cites W2076941447 @default.
- W2093731460 cites W2078946748 @default.
- W2093731460 cites W2080333909 @default.
- W2093731460 cites W2080775223 @default.
- W2093731460 cites W2083814220 @default.
- W2093731460 cites W2084041890 @default.
- W2093731460 cites W2084043491 @default.
- W2093731460 cites W2086829114 @default.
- W2093731460 cites W2087125775 @default.
- W2093731460 cites W2087746267 @default.
- W2093731460 cites W2093689274 @default.
- W2093731460 cites W2093728003 @default.
- W2093731460 cites W2094863824 @default.
- W2093731460 cites W2096754272 @default.
- W2093731460 cites W2097358980 @default.
- W2093731460 cites W2099386603 @default.
- W2093731460 cites W2101880685 @default.
- W2093731460 cites W2111811030 @default.
- W2093731460 cites W2121214041 @default.
- W2093731460 cites W2121621599 @default.
- W2093731460 cites W2123419409 @default.
- W2093731460 cites W2124131596 @default.
- W2093731460 cites W2125034447 @default.
- W2093731460 cites W2129669521 @default.
- W2093731460 cites W2130177747 @default.
- W2093731460 cites W2159044575 @default.
- W2093731460 cites W2165360511 @default.
- W2093731460 cites W2168013291 @default.
- W2093731460 cites W2493463315 @default.
- W2093731460 cites W3023313824 @default.
- W2093731460 cites W3103189982 @default.
- W2093731460 cites W3103313559 @default.
- W2093731460 cites W3104009130 @default.
- W2093731460 cites W3133981837 @default.
- W2093731460 cites W4381120355 @default.
- W2093731460 doi "https://doi.org/10.1063/1.1565104" @default.
- W2093731460 hasPublicationYear "2003" @default.
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