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Heat flux expressions that satisfy the conservation laws in atomistic system involving multibody potentials

机译:满足多体势原子系统中守恒律的热通量表达式

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摘要

Heat flux expressions are derived for multibody potential systems by extending the original Hardy's methodology and modifying Admal & Tadmor's formulas. The continuum thermomechanical quantities obtained from these two approaches are easy to compute from molecular dynamics (MD) results, and have been tested for a constant heat flux model in two distinctive systems: crystalline iron and polyethylene (PE) polymer. The convergence criteria and affecting parameters, i.e. spatial and temporal window size, and specific forms of localization function are found to be different between the two systems. The conservation of mass, momentum, and energy are discussed and validated within this atomistic-continuum bridging. (C) 2015 Elsevier Inc. All rights reserved.
机译:通过扩展原始的Hardy方法并修改Admal&Tadmor公式,可以得出多体势能系统的热通量表达式。从这两种方法获得的连续热机械量很容易从分子动力学(MD)结果中计算出来,并且已经在两种独特的系统中测试了恒定热通量模型:结晶铁和聚乙烯(PE)聚合物。发现两个系统之间的收敛标准和影响参数,即空间和时间窗口大小以及特定形式的定位功能。质量,动量和能量守恒在这种原子连续谱的桥接中得到讨论和验证。 (C)2015 Elsevier Inc.保留所有权利。

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