Title :
Numerical solution of 1-D DPL heat transfer equation
Author :
Raszkowski, Tomasz ; Zubert, Mariusz ; Janicki, Marcin ; Napieralski, Andrzej
Author_Institution :
Dept. of Microelectron. & Comput. Sci., Lodz Univ. of Technol., Lodz, Poland
Abstract :
This paper presents the Finite Difference Method solution of Dual-Phase-Lag heat transfer model appropriate for a thin one-dimensional problems with a heat flux heating on the one side and a fixed reference temperature on the other side. The simulation results are shortly compared with Fourier-Kirchhoff heat equation model.
Keywords :
Fourier analysis; finite difference methods; heat transfer; 1D DPL heat transfer equation; Fourier-Kirchhoff heat equation model; dual-phase-lag heat transfer model; finite difference method; heat flux heating; Computational modeling; Convergence; Finite difference methods; Heat transfer; Heating; Integrated circuit modeling; Mathematical model; Dual-Phase-Lag equation; Finite Difference Method; nanoscale heat transfer;
Conference_Titel :
Mixed Design of Integrated Circuits & Systems (MIXDES), 2015 22nd International Conference
Conference_Location :
Torun
Print_ISBN :
978-8-3635-7806-0
DOI :
10.1109/MIXDES.2015.7208558
