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首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >A HYPERBOLIC TWO-STEP MODEL FINITE-DIFFERENCE METHOD FOR STUDYING THERMAL DEFORMATION IN A 3-D MICROSPHERE EXPOSED TO ULTRASHORT-PULSED LASERS
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A HYPERBOLIC TWO-STEP MODEL FINITE-DIFFERENCE METHOD FOR STUDYING THERMAL DEFORMATION IN A 3-D MICROSPHERE EXPOSED TO ULTRASHORT-PULSED LASERS

机译:研究超短脉冲激光在3D微球中热变形的双曲线双步模型有限差分方法

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摘要

The hyperbolic two-step model has attracted attention in thermal analysis of metal thin films exposed to ultrashort-pulsed lasers, because it is more suitable than the parabolic two-step model for the case when the laser pulse duration is shorter than the electron thermal relaxation time. In this article, we develop a hyperbolic two-step model numerical method for studying thermal deformation in a 3-D microsphere exposed to ultrashort-pulsed lasers. The method is illustrated by investigating thermal deformation in a gold microsphere. Results show that the change in electron temperature is very different in these two models.
机译:双曲线两步模型在暴露于超短脉冲激光的金属薄膜的热分析中引起了关注,因为它比抛物线两步模型更适合于激光脉冲持续时间短于电子热弛豫的情况。时间。在本文中,我们开发了一种双曲线的两步模型数值方法,用于研究暴露于超短脉冲激光的3-D微球中的热变形。通过研究金微球中的热变形来说明该方法。结果表明,在这两个模型中,电子温度的变化非常不同。

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