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Fluid-fluid demixing curves for colloid-polymer mixtures in a random colloidal matrix

机译:随机胶体基质中胶体-聚合物混合物的流体-流体分离曲线

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We study fluid-fluid phase separation in a colloid-polymer mixture adsorbed in a colloidal porous matrix close to the point. For this purpose we consider the Asakura-Oosawa model in the presence of a quenched matrix of colloidal hard spheres. We study the dependence of the demixing curve on the parameters that characterize the quenched matrix, fixing the polymer-to-colloid size ratio to 0.8. We find that, to a large extent, demixing curves depend only on a single parameter f, which represents the volume fraction which is unavailable to the colloids. We perform Monte Carlo simulations for volume fractions f equal to 40% and 70%, finding that the binodal curves in the polymer and colloid packing-fraction plane have a small dependence on disorder. The critical point instead changes significantly: for instance, the colloid packing fraction at criticality increases with increasing f. Finally, we observe for some values of the parameters capillary condensation of the colloids: a bulk colloid-poor phase is in chemical equilibrium with a colloid-rich phase in the matrix.
机译:我们研究吸附在胶体多孔基质附近的胶体-聚合物混合物中的流体-流体相分离。为此,我们考虑在胶态硬球淬灭基质存在下的Asakura-Oosawa模型。我们研究了混合曲线对表征淬灭基质的参数的依赖性,将聚合物与胶体的尺寸比固定为0.8。我们发现,在很大程度上,混合曲线仅取决于单个参数f,它代表了胶体无法获得的体积分数。我们对体积分数f分别等于40%和70%进行了蒙特卡洛模拟,发现聚合物和胶体堆积分数平面中的二面体曲线对紊乱的依赖性很小。相反,临界点发生了显着变化:例如,临界点处的胶体填充率随f的增加而增加。最后,我们观察到一些参数的胶体毛细管缩合值:贫体胶体相与基质中富胶体相处于化学平衡状态。

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