Heat Transfer Research
Published 18 issues per year
ISSN Print: 1064-2285
ISSN Online: 2162-6561
IF:
1.7
5-Year IF:
1.4
Immediacy Index:
0.6
Eigenfactor:
0.00072
JCI:
0.43
SJR:
0.318
SNIP:
0.568
CiteScore™::
3.5
H-Index:
28
Indexed in
Account of the Finite Velocity of Heat Propagation in a Solid Body
Volume 36,
Issue 8, 2005,
pp. 655-661
DOI: 10.1615/HeatTransRes.v36.i8.40
ABSTRACT
A solution of a one-dimensional hyperbolic nonlinear heat-conduction equation for a pseudo-steady-state mode of heating of a semi-bounded body is obtained within the framework of the relaxation heat flux model which allows for the finiteness of the velocity of heat propagation. The hyperbolic heat-conduction equation accounts for heat sinks (sources). The impact of some factors on the destruction parameters and the temperature field in materials, values of thermal conductivities of which differ by three orders, is demonstrated.
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