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Numerical simulation of fractional non-Fourier heat transfer in thin metal films under short-pulse laser

机译:短脉冲激光下薄金属薄膜分数非傅里叶传热的数值模拟

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摘要

In this paper, heat transfer is investigated in thin metal films subjected to a short-pulse laser. Due to the short temporal scales and high intensity of laser pulses during the heating process, the non-Fourier phenomenon can be observed in the temperature response of thin metal films. Therefore, the fractional non-Fourier model has been applied to investigate the heat transport in thin metal films to capture the thermal behaviors of nano-scale metal films. The fractional non-Fourier model is presented to investigate the heat transfer in single-layer gold film and gold-chromium double-layer films under short-pulse laser. The governing fractional heat conduction equation is solved numerically using the finite difference method based on implicit scheme, and the obtained results are compared to the experimental data. The numerical results obtained from the fractional model represent its accuracy and suitability to predict the thermal behavior of the thin metal films irradiated by short-pulse laser. In addition, upon comparing the results of the fractional model with the results of other models which have been employed in this field, it can be seen that the fractional model has a higher capability than others to examine the non-Fourier effects during laser heating of thin metal films.
机译:本文在经受短脉冲激光器的薄金属膜上研究了热传递。由于在加热过程中的短时间尺度和激光脉冲的高强度,在薄金属膜的温度响应中可以观察到非傅里叶现象。因此,已经应用分数非傅立叶模型来研究薄金属膜中的热传输,以捕获纳米级金属膜的热行为。提出了分数非傅里叶模型以研究短脉冲激光下单层金膜和金 - 铬双层膜中的热传递。使用基于隐性方案的有限差分法在数值上进行了数值求解的控制分数热传导方程,并将获得的结果与实验数据进行比较。从分数模型获得的数值结果表示其准确性和适合性,以预测由短脉冲激光照射的薄金属膜的热行为。另外,在将分数模型的结果与已经在该领域采用的其他模型的结果进行比较时,可以看出,分数模型具有比其他模型更高的能力,以检查激光加热期间的非傅里叶效应薄金属薄膜。

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