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首页> 外文期刊>Philosophical magazine: structure and properties of condensed matter >Molecular dynamics study of phonon-mediated thermal transport in a Ni50Al50 melt: case analysis of the influence of the process on the kinetics of solidification
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Molecular dynamics study of phonon-mediated thermal transport in a Ni50Al50 melt: case analysis of the influence of the process on the kinetics of solidification

机译:Ni50Al50熔体中声子介导的热输运的分子动力学研究:过程对凝固动力学影响的案例分析

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摘要

The phonon-mediated contribution to the thermal transport properties of liquid NiAl alloy is investigated in detail over a wide temperature range. The calculations are performed in the framework of equilibrium molecular dynamics making use of the Green-Kubo formalism and one of the most reliable embedded-atom method potentials for the intermetallic alloy. The phonon-mediated contribution to the thermal conductivity of the liquid alloy is calculated at equilibrium as well as for the steady state. The relative magnitude of the thermal conductivity decrease induced by the transition to the steady state is estimated to be less than 2% below 2000K and less than 1% at 3000 and 4000K. It is also found that the phonon-mediated contribution to the thermal conductivity of the liquid alloy can be accurately estimated (well within 1%) on the basis of an approximation which invokes the straightforwardly accessible microscopic expression for the total heat flux without demanding calculations of the partial enthalpies needed for the precise evolution of the reduced heat flux (pure heat conduction). On the basis of these calculations, the correspondence between the experimentally observed and modelled kinetics of solidification due to a difference in thermal conductivity is discussed.
机译:在广泛的温度范围内,详细研究了声子介导的对液态NiAl合金热传输性能的贡献。计算是在平衡分子动力学的框架内进行的,其中利用了Green-Kubo形式主义和金属间合金最可靠的嵌入原子方法势之一。在平衡以及稳态下,计算了声子对液态合金导热性的贡献。据估计,由过渡到稳态引起的热导率下降的相对大小在2000K以下小于2%,在3000K和4000K小于1%。还发现,在近似值的基础上,可以准确估算声子介导的对液态合金导热性的贡献(误差在1%以内),该近似值可直接调用总热通量的直观表达式,而无需计算精确产生减小的热通量(纯热传导)所需的部分焓。在这些计算的基础上,讨论了由于导热系数的差异而在实验观察到的凝固动力学与建模动力学之间的对应关系。

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