论文标题

评论不均匀液体中局部结构的表征

Comment on the characterization of local structure in an inhomogeneous liquid

论文作者

Nowack, Linsey, Rice, Stuart A.

论文摘要

搜索无序介质中的局部结构已导致了几种方法,用于探测均质单原子液体中瞬时短距离对称性的方法。我们提供了这种局部结构在同质液体中的不同特征的比较。我们模拟Lennard-Jones液体和(i)平坦的Lennard-Jones墙之间的接口,(ii)以面部为中心的立方包装的Lennard-Jones颗粒和(iii)Lennard-Jones蒸气。情况(i)和(ii)中的界面密度分布具有振荡,将几个颗粒直径延伸到块状液体中,而在(iii)(iii)界面密度分布单调从散装液体衰减到蒸气。我们使用系统的光圈互相关函数搜索瞬时有序波动,并使用本地有序结构识别。我们发现,仅在最接近FCC表面的FCC液体界面中的颗粒展示了首选的四倍对称性。此外,液态蒸气界面的光圈互相关功能中没有三个或五倍的对称峰与该界面的图片不同于从拓扑聚类分类研究(Molecular Physicsics,109(7-10),109(7-10),1393-1402(2011年)中,在拓扑聚类分类研究中发现的高密度。虽然孔径互相关函数结果不必被视为与拓扑聚类分类结果矛盾,但我们认为使用前者表征瞬态有序波动的优势是在有利的情况下可以在实验上访问,并且不依赖于结构列表。

The search for local structures within a disordered medium has led to proposals of several methods for probing transient short-range symmetry in a homogeneous mono-atomic liquid. We offer a comparison of different characterizations of such local structure in an in-homogeneous liquid. We simulate the interfaces between a Lennard-Jones liquid and (i) a flat Lennard-Jones wall, (ii) a wall of face-centered cubic-packed Lennard-Jones particles, and (iii) a Lennard-Jones vapor. The interface density distributions in cases (i) and (ii) have oscillations extending several particle diameters into the bulk liquid, while that in case (iii) the interface density distribution monotonically decays from the bulk liquid to the vapor. We search for transient ordered fluctuations, which we identify with local ordered structures, using the Aperture Cross Correlation Function of the system. We find that only particles in the FCC-liquid interface that are in the two layers closest to the FCC surface exhibit preferred four-fold symmetry. Furthermore, the absence of three- or five-fold symmetry peaks in the Aperture Cross Correlation Function of the liquid-vapor interface yields a different picture of that interface than derived from the high density of bi-pyramidal clusters found in the Topological Cluster Classification study (Molecular Physics, 109 (7-10), 1393-1402 (2011)). While the Aperture Cross Correlation Function results need not be viewed as contradictory with the Topological Cluster Classification results, we argue the advantages of using the former to characterize transient ordered fluctuations as being both experimentally accessible in favorable cases and not reliant on a list of structures.

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