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Methodology for determining the electronic thermal conductivity of metals via direct non-equilibrium ab initio molecular dynamics

机译:确定电子导热系数的方法   金属通过直接非平衡从头算分子动力学

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摘要

Many physical properties of metals can be understood in terms of the freeelectron model, as proven by the Wiedemann-Franz law. According to this model,electronic thermal conductivity ($\kappa_{el}$) can be inferred from theBoltzmann transport equation (BTE). However, the BTE does not perform well forsome complex metals, such as Cu. Moreover, the BTE cannot clearly describe theorigin of the thermal energy carried by electrons or how this energy istransported in metals. The charge distribution of conduction electrons inmetals is known to reflect the electrostatic potential (EP) of the ion cores.Based on this premise, we develop a new methodology for evaluating$\kappa_{el}$ by combining the free electron model and non-equilibrium abinitio molecular dynamics (NEAIMD) simulations. We demonstrate that the kineticenergy of thermally excited electrons originates from the energy of the spatialelectrostatic potential oscillation (EPO), which is induced by the thermalmotion of ion cores. This method directly predicts the $\kappa_{el}$ of puremetals with a high degree of accuracy.
机译:Wiedemann-Franz定律证明,金属的许多物理性质可以通过自由电子模型来理解。根据该模型,可以从玻耳兹曼输运方程(BTE)推导电子热导率($ \ kappa_ {el} $)。但是,BTE对于某些复杂的金属(例如Cu)的性能不佳。而且,BTE无法清楚地描述电子携带的热能的起源或该能量如何在金属中传输。众所周知,金属中导电电子的电荷分布会反映离子核的静电势(EP)。在此前提下,我们结合了自由电子模型和非电子模型,开发了一种评估$ kappa_ {el} $的新方法。平衡二元分子动力学(NEAIMD)模拟。我们证明,热激发电子的动能来源于离子核的热运动引起的空间静电势振荡(EPO)的能量。该方法可以高度准确地直接预测纯金属的\ kappa_ {el} $。

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