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Separation of diffusive jump motion and trapped motion of atoms in a glass forming process via molecular dynamics simulation

机译:通过分子动力学模拟分离玻璃成型过程中原子衍射跳跃运动的分离和捕获运动

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We have carried out the molecular dynamics (MD) simulation for a binary soft-sphere system and calculated the self part of the generalized susceptibility X_s (q, omega ) at various temperatures. At higher temperatures in liquid state, only one peak appears in the imaginary part of X_s, which tends to split into two peaks, the so-called alpha - and beta - peaks, as the temperature is reduced. The temperature dependence of the peak frequency is well described by the Vogel-Fulcher law for the alpha - peak, and the peak frequency does not change much for the beta - peak. We have also measured to trajectory volume of a tagged atom V(t), which is related to the dynmaical order parameter, the "generalized capacity", in structural glass transitions recently proposed by J.F.Douglas. These results show the transition temperature which is in good agreement with that determined by the trapping diffusion model.
机译:我们已经对二元软球系统进行了分子动力学(MD)模拟,并在各种温度下计算了广义敏感性X_S(Q,Omega)的自体部分。在液态的较高温度下,在X_S的假想部分中仅出现一个峰值,这倾向于分成两个峰,所谓的α和β峰,随着温度降低。峰值频率的温度依赖性由Vogel-Cutcher定律进行了很好的描述,用于α峰值,峰值频率不会改变β峰值。我们还测量了标记的原子V(t)的轨迹体积,其与Dynmaical订单参数,“广义能力”有关,其在J.F.Douglas最近提出的结构玻璃转变中。这些结果表明过渡温度与由捕获扩散模型决定的吻合吻合良好。

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