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Towards a quantification of disorder in materials: Distinguishing equilibrium and glassy sphere packings

机译:量化材料中的无序现象:区分平衡和玻璃球填料

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摘要

This paper examines the prospects for quantifying disorder in simple molecular or colloidal systems. As a central element in this task, scalar measures for describing both translational and bond-orientational order are introduced. These measures are subsequently used to characterize the structures that result from a series of molecular-dynamics simulations of the hard-sphere system. The simulation results can be illustrated by a two-parameter ordering phase diagram, which indicates the relative placement of the equilibrium phases in order-parameter space. Moreover, the diagram serves as a useful tool for understanding the effect of history on disorder in nonequilibrium structures. Our investigation provides fresh insights into the types of ordering that can occur in equilibrium and glassy systems, including quantitative evidence that, at least in the case of hard spheres, contradicts the notion that glasses are simply solids with the "frozen in" structure of an equilibrium liquid. Furthermore, examination of the order exhibited by the glassy structures suggests, to our knowledge, a new perspective on the old problem of random close packing. [References: 47]
机译:本文探讨了量化简单分子或胶体系统中无序的前景。作为此任务的核心要素,引入了用于描述翻译顺序和键序顺序的标量度量。这些措施随后用于表征由硬球系统的一系列分子动力学模拟得出的结构。仿真结果可以通过两参数有序相图来说明,该图表明了平衡相在有序参数空间中的相对位置。此外,该图还可以用作了解历史对非平衡结构中无序状态影响的有用工具。我们的研究提供了有关平衡和玻璃态系统中可能发生的有序排列类型的新见解,包括定量证据表明,至少在硬球的情况下,这种说法与玻璃只是固体而不是“冻结”结构的观点相矛盾。平衡液体。此外,据我们所知,对玻璃状结构表现出的有序性的研究表明,对旧的随机密堆积问题有新的认识。 [参考:47]

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