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Phonon ballistic-diffusive heat conduction in silicon nanofilms by Monte Carlo simulations

机译:蒙特卡罗模拟声子在硅纳米膜中的弹道扩散热传导

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摘要

An efficient Monte Carlo (MC) method on the basis of introducing a model of phonon scattering processes is proposed to simulate the ballistic-diffusive heat conduction in silicon nanofilms. The calculated thermal conductivity of nanofilms agrees with the experimental data, which is indicative of the validity of our simulations. The boundary temperature jump caused by the effects of phonon ballistic transport is observed by the MC technique. It is found that the boundary temperature jump increases with the Knud-sen number (Kn). Theoretical models for predicting the boundary temperature jumps are also derived from the phonon Boltzmann transport equation. Model 1 is derived based on the acoustically thin approximation (Kn 》1), whereas model 2 is obtained by the diffusive approximation (Kn《 1). Furthermore, we derive model 3 in the intermediate region by an empirical way i.e. averaging mode! 1 and model 2. The theoretical models agree well with the MC simulations in different regions.
机译:在介绍声子散射过程模型的基础上,提出了一种有效的蒙特卡洛方法,以模拟硅纳米膜中的弹道扩散热传导。计算出的纳米膜的导热率与实验数据吻合,表明我们的模拟是有效的。通过MC技术观察到由声子弹道传输的影响引起的边界温度跳跃。发现边界温度跃迁随克努森数(Kn)增加。还可以从声子玻耳兹曼输运方程中得出用于预测边界温度跃迁的理论模型。模型1是基于声学上的稀疏近似(Kn«1)得出的,而模型2是通过扩散近似(Kn《 1)得出的。此外,我们通过经验方式(即平均模式)推导中间区域中的模型3! 1和模型2。理论模型与不同区域的MC模拟非常吻合。

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