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arXiv 2102.03070cond-mat.soft
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玻璃形成二元混合物中玻璃化转变附近局部密度与密度弛豫之间的关系

Relation between local density and density relaxation near glass transition in a glass forming binary mixture

D. C. Thakur, Sandeep Kushawah, Jalim Singh, Anna Varughese, Prasanth P. Jose

AI总结:

该研究通过分子动力学模拟揭示二元玻璃形成体中局部密度、径向力与密度弛豫减缓的关联,并以类弦运动解释 VFT 关系的结构起源。

摘要:

许多研究揭示了过冷液体中结构与动力学之间的各种关联;然而,结构与动力学之间的普遍关系仍不明确。本分子动力学模拟研究确定了模型二元玻璃形成体过冷状态下径向分布函数最高峰的增长、该峰产生的径向力变化以及密度弛豫减缓之间的相互关系。基于过冷液体中的微观类弦运动,我们认为,在径向分布函数最高峰处、参考粒子周围球壳上的表面密度可以代表可供运动使用的自由体积。我们进一步通过这些论证和模拟表明,密度弛豫时间与局部密度相互关联;在该表达式中,动力学在局部密度的较高临界值处发散。这一关系类似于过冷液体中的 Vogel–Fulcher–Tammann 关系,从而为理解 VFT 的结构起源提供了洞见,即粒子在密度弛豫通道中的阻塞。

英文摘要:

Many investigations shed light on various correlations between structure and dynamics in supercooled liquids; however, a general relation between structure and dynamics remains elusive. This molecular dynamics simulation study identifies the interrelationship between the growth of the highest peak of the radial distribution function, variation in the radial force from this peak, and the slowdown of the density relaxation in the supercooled states of a model binary glass former. From the microscopic string-like motion in supercooled liquids, we argue that the surface density on a spherical shell around a reference particle at the highest peak of the radial distribution function can represent the free volume available for motion. We further show from these arguments and simulations that density relaxtion time and local density are connected; in this expression, the dynamics diverge at a higher critical value of local density. This relation is similar to the Vogel Fulcher Tammann relation in supercooled liquids, thus giving insight into the structural origin of the VFT as the jamming of particles in a channel of density relaxation.

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