Analysis of Heat Transfer Processes in Electronic Nanostructures Using the Dual-Phase-Lag Model

M. Janicki, A. Sobczak, G. Jablonski
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Abstract

This paper analyzes the influence of relaxation time values for the obtained solutions of the Dual-Phase-Lag equation obtained employing the analytical Green’s function method. The solutions are computed for a ten-nanometer size one-dimensional benchmark structure with the second and third kind boundary conditions imposed at its outer boundaries. Particular attention was paid to the analysis of heat diffusion time dependence on the relaxation time constant values.
基于双相滞后模型的电子纳米结构传热过程分析
本文分析了松弛时间值对采用解析格林函数法得到的双相滞后方程解的影响。以十纳米尺寸一维基准结构为例,在其外边界分别施加第二类和第三类边界条件,计算了其解。重点分析了热扩散时间与弛豫时间常数值的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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