TY - JOUR
T1 - Current Research Progress in Non-classical Fourier Heat Conduction
AU - Wang, Feifei
AU - Wang, Baolin
PY - 2014
Y1 - 2014
N2 - Classical Fourier law can accurately describe most heat conduction problems. But for ultrafast heat conduction process and micro/nanoscale heat conduction problems, non-classical Fourier (non-Fourier) effect may become dominated. The paper gives a review on the current progress on non-Fourier heat conduction in engineering. It includes basic concept, physical models, thermal relaxation effect, and related experiments. Also introduced are the solution methods of non-Fourier heat conduction equations, including closed-form solution, finite difference method, finite element method, molecular dynamics simulation, variational method, and other hybrid methods. Some challenging issues are discussed at the conclusion of the paper.
AB - Classical Fourier law can accurately describe most heat conduction problems. But for ultrafast heat conduction process and micro/nanoscale heat conduction problems, non-classical Fourier (non-Fourier) effect may become dominated. The paper gives a review on the current progress on non-Fourier heat conduction in engineering. It includes basic concept, physical models, thermal relaxation effect, and related experiments. Also introduced are the solution methods of non-Fourier heat conduction equations, including closed-form solution, finite difference method, finite element method, molecular dynamics simulation, variational method, and other hybrid methods. Some challenging issues are discussed at the conclusion of the paper.
KW - Analysis solution
KW - Closed form solutions
KW - Fourier heat conduction
KW - Heat conduction problems
KW - Molecular dynamics simulations
KW - Non-Fourier heat conduction
KW - Numerical solution
KW - Relaxation effect
KW - Computer aided design
KW - Computer simulation
KW - Heat conduction
KW - Models
KW - Molecular dynamics
KW - Fourier transforms
U2 - 10.4028/www.scientific.net/AMM.442.187
DO - 10.4028/www.scientific.net/AMM.442.187
M3 - Article
SN - 1660-9336
VL - 442
SP - 187
EP - 196
JO - Applied Mechanics and Materials
JF - Applied Mechanics and Materials
ER -