Lennard-Jones系统亚稳流体状态的计算机模拟。

Harold J Raveché, William B Streett
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引用次数: 10

摘要

利用统计力学中的蒙特卡罗方法,模拟了高密度亚稳态。我们发现从三维流体阵列到结晶固体的成核是可能的,但是周期性的边界条件和系统的小尺寸抑制了完美晶体的形成。非晶固态存在的证据也被观察到,并且这种状态的对相关函数表现出一些与随机紧密排列的硬球阵列相关的特征。简要讨论了这些模拟与实际系统中玻璃态形成之间的可能关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Computer Simulation of Metastable Fluid States in the Lennard-Jones System.

Computer Simulation of Metastable Fluid States in the Lennard-Jones System.

Computer Simulation of Metastable Fluid States in the Lennard-Jones System.

Computer Simulation of Metastable Fluid States in the Lennard-Jones System.

Using the Monte Carlo method in statistical mechanics, we have simulated high density metastable states. We find that nucleation from a three dimensional fluid array to a crystalline solid is possible, but that periodic boundary conditions and the small size of the system inhibit the formation of perfect crystals. Evidence for the existence of an amorphous solid state has also been observed, and the pair correlation function of this state exhibits some of the features associated with random close-packed arrays of hard spheres. The possible relation between these simulations and the formation of glassy states in real systems is briefly discussed.

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