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Phase behavior of a suspension of hard spherocylinders plus ideal polymer chains

机译:硬球体和理想聚合物链的悬浮液的相行为

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We study isotropic-isotropic and isotropic-nematic phase transitions of fluid mixtures containing hard spherocylinders (HSC) and added non-adsorbing ideal polymer chains using scaled particle theory (SPT). First, we investigate isotropic-nematic (I-N) phase coexistence using SPT in the absence of polymer. We compare the results obtained using a Gaussian form of the orientational distribution function (ODF) to minimize the free energy versus minimizing numerically. We find that formal numerical minimization gives results that are much closer to computer simulation results. In order to describe mixtures of HSC plus ideal chains we studied the depletion of ideal chains around a HSC. We analyze the density profiles of ideal chains near a hard cylinder and find the depletion thickness is a function of the ratio of the polymers radius of gyration Rg and the cylinder radius Rc. Our results are compared with a common approximation in which the depletion thickness is taken equal to the radius of gyration of the polymer chain. We incorporate the correct depletion thickness into SPT and find that for Rg/Rc < 1.56 using ideal chains gives phase transitions at smaller polymer concentrations, whereas for Rg/Rc > 1.56, which is a common experimental situation, the phase transitions are found at larger polymer concentrations with respect to = Rg. The differences are significant, especially for Rg Rc, so we can conclude it is essential to take into account the properties of ideal polymer chains nd the resulting depletion near a cylinder. Finally, we present phase diagrams for rod-polymer mixtures which could be realized under experimental conditions.
机译:我们使用比例粒子理论(SPT)研究了含有硬球体(HSC)和添加的非吸附性理想聚合物链的流体混合物的各向同性-各向同性和各向同性-向列相变。首先,我们研究在没有聚合物的情况下使用SPT的各向同性向列(I-N)相共存。我们比较使用定向分布函数(ODF)的高斯形式获得的结果,以最小化自由能,而数值上最小化。我们发现,形式上的数值最小化得到的结果与计算机仿真结果更加接近。为了描述HSC和理想链的混合物,我们研究了HSC周围理想链的消耗。我们分析了硬圆柱附近理想链的密度分布,发现耗尽厚度是聚合物回转半径Rg与圆柱半径Rc之比的函数。我们的结果与常用的近似方法进行了比较,在该方法中,耗尽层厚度等于聚合物链的回转半径。我们将正确的耗尽厚度合并到SPT中,发现使用理想链的Rg / Rc <1.56在较小的聚合物浓度下会产生相变,而对于Rg / Rc> 1.56,这是一种常见的实验情况,在较大的聚合物浓度下会发现相变聚合物浓度相对于= Rg。差异是显着的,尤其是对于Rg Rc,因此可以得出结论,必须考虑理想聚合物链的性质以及圆柱体附近的耗竭。最后,我们给出了棒-聚合物混合物的相图,可以在实验条件下实现。

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