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首页> 外文期刊>The Journal of Chemical Physics >Correlations among residual multiparticle entropy, local atomic-level pressure, free volume and the phase-ordering rule in several liquids
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Correlations among residual multiparticle entropy, local atomic-level pressure, free volume and the phase-ordering rule in several liquids

机译:几种液体中残留多粒子熵,局部原子能级压力,自由体积和相序规则之间的相关性

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摘要

A modified Wang-Landau density-of-states sampling approach has been performed to calculate the excess entropy of liquid metals, Lennard-Jones (LJ) system and liquid Si under NVT conditions; and it is then the residual multiparticle entropy (S_(RMPE)) is obtained by subtraction of the pair correlation entropy. The temperature dependence of SRMPE has been investigated along with the temperature dependence of the local atomic-level pressure and the pair correlation functions. Our results suggest that the temperature dependence of the pair correlation entropy is well described by T~(-1) scaling while T~(-0.4) scaling well describes the relationship between the excess entropy and temperature. For liquid metals and LJ system, the -SRMPE versus temperature curves show positive correlations and the -SRMPE of liquid Si is shown to have a negative correlation with temperature, the phase-ordering criterion (based on the S RMPE) for predicting freezing transition works in liquid metals and LJ but fails in liquid Si. The local atomic-level pressure scaled with the virial pressure (σal / σav) exhibits the much similar temperature dependence as -SRMPE for all studied systems, even though simple liquid metals and liquid Si exhibit opposite temperature dependence in both σ_(al) / σ_(av) and -S _(RMPE). The further analysis shows that the competing properties of the two effects due to localization and free volume on the SRMPE exist in simple liquid metals and LJ system but disappear in liquid Si, which may be the critical reason of the failure of the phase-ordering criterion in liquid Si.
机译:已经进行了改进的Wang-Landau状态密度采样方法,以计算NVT条件下液态金属,Lennard-Jones(LJ)系统和液态Si的过量熵。然后通过减去对相关熵获得剩余的多粒子熵(S_(RMPE))。已经研究了SRMPE的温度依赖性,以及局部原子级压力的温度依赖性和对相关函数。我们的研究结果表明,对相关熵的温度依赖性可以通过T〜(-1)定标很好地描述,而T〜(-0.4)定标很好地描述了过量熵和温度之间的关系。对于液态金属和LJ系统,-SRMPE与温度的曲线呈正相关,而液态Si的-SRMPE与温度呈负相关,相序判据(基于S RMPE)可预测冻结转变工作在液态金属和LJ中不起作用,但在液态Si中不起作用。在所有研究的系统中,随病毒压强(σal/σav)缩放的局部原子级压力表现出与-SRMPE相似的温度依赖性,即使简单的液态金属和液态Si在σ_(al)/σ_中表现出相反的温度依赖性。 (av)和-S _(RMPE)。进一步的分析表明,在简单的液态金属和LJ体系中,局部化和自由体积对SRMPE的两种作用的竞争性质存在,而在液态Si中消失,这可能是相序准则失效的关键原因。在液态硅中。

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