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PRISM-Based Theory of Complex Coacervation: Excluded Volume versus Chain Correlation

机译:基于pRIsm的复杂凝聚理论:排除体积与链相关性

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摘要

Aqueous solutions of oppositely charged polyelectrolytes can undergo liquid–liquid phase separation into materials known as complex coacervates. These coacervates have been a subject of intense experimental and theoretical interest. Efforts to provide a physical description of complex coacervates have led to a number of theories that qualitatively (and sometimes quantitatively) agree with experimental data. However, this agreement often occurs in a degeneracy of models with profoundly different starting assumptions and different levels of sophistication. Theoretical difficulties in these systems are similar to those in most polyelectrolyte systems where charged species are highly correlated. These highly correlated systems can be described using liquid state (LS) integral equation theories, which surpass mean-field theories by providing information on local charge ordering. We extend these ideas to complex coacervate systems using PRISM-type theories and are able to capture effects not observable in traditional coacervate models, particularly connectivity and excluded volume effects. We can thus bridge two traditional but incommensurate theories meant to describe complex coacervates: the Voorn–Overbeek theory and counterion release. Importantly, we hypothesize that a cancellation of connectivity and excluded volume effects provides an explanation for the ability of Voorn–Overbeek theory to fit experimental data despite its well-known approximations.
机译:带相反电荷的聚电解质的水溶液可以进行液相-液相分离,形成复杂的凝聚层。这些凝聚层一直是强烈的实验和理论兴趣的主题。对复杂凝聚层进行物理描述的努力导致了许多定性(有时是定量地)与实验数据相符的理论。但是,这种共识通常发生在模型的退化上,这些模型具有截然不同的起始假设和不同的复杂程度。这些系统中的理论困难与带电物质高度相关的大多数聚电解质系统中的相似。可以使用液态(LS)积分方程理论来描述这些高度相关的系统,该方程通过提供有关局部电荷排序的信息来超越平均场理论。我们使用PRISM类型的理论将这些思想扩展到复杂的凝聚层系统,并且能够捕获传统凝聚层模型中无法观察到的效果,尤其是连接性和排除的体积效果。因此,我们可以桥接两种描述复杂凝聚层的传统但不相称的理论:Voorn-Overbeek理论和抗衡离子释放。重要的是,我们假设连通性的消除和体积效应的排除提供了Voorn-Overbeek理论拟合实验数据的能力的解释,尽管它具有众所周知的近似值。

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