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Intermolecular distance and density scaling of dynamics in molecular liquids

机译:分子液体中动力学的分子间距和密度缩放

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A broad variety of liquids conform to density scaling: relaxation times can be expressed as a function of the ratio of temperature to density, the latter raised to a material constant gamma. For atomic liquids interacting only through simple pair potentials, the exponent gamma is very nearly equal to n/3, where n is the steepness of the intermolecular potential, while for molecular liquids having rigid bonds and built using the same interatomic potential, gamma > n/3. We find that for this class of molecular liquids, gamma = n/delta, where the parameter 6 relates the intermolecular distance to the density along an isomorph (the line of approximately constant dynamics and structure). 6 depends only on the molecular structure and not the interatomic potential. Published under license by AIP Publishing.
机译:各种液体符合密度缩放:弛豫时间可以用温度与密度的比率表示,后者升高到材料恒定的γ。 对于仅通过简单的对电位相互作用的原子液体,指数γ非常接近N / 3,其中N是分子间电位的陡度,同时用于具有刚性粘合的分子液体,并使用相同的内部潜力,γ> n构建。 / 3。 我们发现,对于该类的分子液体,γ= n / delta,其中参数6沿着异构形(大致恒定动态和结构线)涉及到密度的分子间距离。 图6仅取决于分子结构而不是内部潜力。 通过AIP发布在许可证下发布。

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