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球体上双分散粒子集合体的能量景观。

The energy landscapes of bidisperse particle assemblies on a sphere.

作者信息

Ballard Alexander F, Panter Jack R, Wales David J

机构信息

Yusuf Hamied Department of Chemistry, Lensfield Road, Cambridge, CB2 1EW, UK.

出版信息

Soft Matter. 2021 Oct 20;17(40):9019-9027. doi: 10.1039/d1sm01140e.

Abstract

The interplay between crystalline ordering, curvature, and size dispersity make the packing of bidisperse mixtures of particles on a sphere a varied and complex phenomenon. These structures have functional significance in a broad range of systems, such as cellular organisation in spherical epithelia, catalytic activity in binary colloidosomes, and chemical activity in heterofullerenes. In this contribution, we elucidate the potential energy landscapes for systems of repulsive, bidisperse particles confined to the surface of a sphere. It is commonly asserted that particle size dispersity destroys ordered arrangements, leading to glassy landscapes. Surprisingly, across a range of compositions, we find highly ordered global minima. Moreover, a minority of small particles is able to passivate defects, stabilising bidisperse global minima relative to monodisperse systems. However, our landscape analysis also reveals that bidispersity introduces numerous defective, low-lying states that are expected to cause broken ergodicity in corresponding experimental and computational systems. Probing the global minimum structures further, particle segregation is energetically preferred at intermediate compositions, contrasting with the approximate icosahedral global packing at either end of the composition range. Finally, changing the composition has a dramatic effect on the heat capacity: systems with low-symmetry global minima have melting temperatures an order of magnitude lower than monodisperse or high-symmetry systems. This observation may provide a further example of the principle of maximum symmetry: higher symmetry global minima exhibit a larger energy separation from the minima that define the high-entropy phase-like region of configuration space, raising the transition temperature.

摘要

晶体有序性、曲率和尺寸分散性之间的相互作用,使得双分散颗粒混合物在球体上的堆积成为一种多样且复杂的现象。这些结构在广泛的系统中具有功能意义,例如球形上皮细胞中的细胞组织、二元胶体囊泡中的催化活性以及杂富勒烯中的化学活性。在本论文中,我们阐明了限制在球体表面的排斥性双分散颗粒系统的势能面。通常认为颗粒尺寸分散性会破坏有序排列,导致形成玻璃态势能面。令人惊讶的是,在一系列组成范围内,我们发现了高度有序的全局最小值。此外,少数小颗粒能够钝化缺陷,相对于单分散系统而言,稳定了双分散全局最小值。然而,我们的势能面分析还表明,双分散性引入了许多有缺陷的低能态,预计这些低能态会在相应的实验和计算系统中导致遍历性破坏。进一步探究全局最小结构,在中间组成时颗粒分离在能量上更有利,这与组成范围两端近似的二十面体全局堆积形成对比。最后,改变组成对热容量有显著影响:具有低对称性全局最小值的系统的熔化温度比单分散或高对称性系统低一个数量级。这一观察结果可能为最大对称性原理提供了另一个例子:更高对称性的全局最小值与定义构型空间高熵相状区域的最小值之间的能量分离更大,从而提高了转变温度。

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