Staňo Roman, Smrek Jan, Likos Christos N
Faculty of Physics, University of Vienna, Boltzmanngasse 5, 1090 Vienna, Austria.
Vienna Doctoral School in Physics, University of Vienna, Boltzmanngasse 5, 1090 Vienna, Austria.
ACS Nano. 2023 Nov 14;17(21):21369-21382. doi: 10.1021/acsnano.3c06083. Epub 2023 Sep 20.
We use molecular dynamics simulations to explore concentrated solutions of semiflexible polyelectrolyte ring polymers, akin to the DNA mini-circles, with counterions of different valences. We find that the assembly of rings into nanoscopic cylindrical stacks is a generic feature of the systems, but the morphology and dynamics of such a cluster can be steered by the counterion conditions. In general, a small addition of trivalent ions can stabilize the emergence of clusters due to the counterion condensation, which mitigates the repulsion between the like-charged rings. Stoichiometric addition of trivalent ions can even lead to phase separation of the polyelectrolyte ring phase due to the ion-bridging effects promoting otherwise entropically driven clustering. On the other hand, monovalent counterions cause the formation of stacks to be re-entrant with density. The clusters are stable within a certain window of concentration, while above the window the polyelectrolytes undergo an osmotic collapse, disfavoring ordering. The cluster phase exhibits characteristic cluster glass dynamics with arrest of collective degrees of freedom but not the self-ones. On the other hand, the collapsed phase shows arrest on both the collective and single level, suggesting an incipient glass-to-glass transition, from a cluster glass of ring clusters to a simple glass of rings.
我们使用分子动力学模拟来研究类似于DNA小环的半柔性聚电解质环状聚合物与不同价态抗衡离子的浓溶液。我们发现,环组装成纳米级圆柱状堆叠是这些系统的一个普遍特征,但这种聚集体的形态和动力学可以由抗衡离子条件来控制。一般来说,少量三价离子的加入可以由于抗衡离子凝聚而稳定聚集体的出现,这减轻了带相同电荷环之间的排斥力。化学计量比加入三价离子甚至会导致聚电解质环相的相分离,这是由于离子桥连效应促进了原本由熵驱动的聚集。另一方面,单价抗衡离子会使堆叠的形成随密度而重现。聚集体在一定浓度窗口内是稳定的,而在该窗口之上,聚电解质会发生渗透塌陷,不利于有序排列。聚集体相表现出特征性的聚集体玻璃动力学特征——集体自由度被冻结,但自自由度未被冻结。另一方面,塌陷相在集体和单分子水平上都表现出冻结,这表明一种初始的玻璃态到玻璃态转变,即从环聚集体的聚集体玻璃态转变为环的简单玻璃态。