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arXiv 0910.2628cond-mat.soft
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大尺寸比二维软圆盘混合物的玻璃化转变

The glass transition of two-dimensional binary soft disk mixtures with large size ratios

Rei Kurita, Eric R. Weeks

摘要:

我们在二维模拟二进制软盘系统,并研究如何动态变慢的面积分数增加对玻璃化转变。“脆弱性”量化了弛豫时间尺度依赖于面积分数的敏感程度,并且脆弱性强烈依赖于混合物的组成。我们确认了先前的结果,具有相似尺寸的颗粒混合物,其中形成小结晶区域的能力与脆性相关。然而,对于粒径比大于1.4的混合物,我们发现,脆性与结构有序性无关,而是与大颗粒的空间分布有关。大颗粒的运动速度比小颗粒慢,并作为限制“墙”,减缓附近小颗粒的运动。这些限制结构的重新排列决定了动力学不均匀性的寿命,也就是说,局部区域表现出异常快或慢的行为有多长时间。限域效应的强度与玻璃体系的脆性有关,也影响玻璃体系的老化行为。

英文摘要:

We simulate binary soft disk systems in two dimensions, and investigate how the dynamics slow as the area fraction is increased toward the glass transition. The "fragility" quantifies how sensitively the relaxation time scale depends on the area fraction, and the fragility strongly depends on the composition of the mixture. We confirm prior results for mixtures of particles with similar sizes, where the ability to form small crystalline regions correlates with fragility. However, for mixtures with particle size ratios above 1.4, we find that the fragility is not correlated with structural ordering, but rather with the spatial distribution of large particles. The large particles have slower motion than the small particles, and act as confining "walls" which slow the motion of nearby small particles. The rearrangement of these confining structures governs the lifetime of dynamical heterogeneity, that is, how long local regions exhibit anomalously fast or slow behavior. The strength of the confinement effect is correlated with the fragility and also influences the aging behavior of glassy systems.

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