Critical Conditions of Thermal Explosion Considering Space-Temporal Nonlocality

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Critical Conditions of Thermal Explosion Considering Space-Temporal Nonlocality

Critical Conditions of Thermal Explosion Considering Space-Temporal Nonlocality

Kudinov, V. A. / Eremin, A. V. / Kudinov, I. V. / Zhukov, V. V.

Abstract The equation for locally non-equilibrium heat exchange with nonlinear internal heat source was obtained by using Fourier’s law formula with the relaxation of heat flux and temperature gradient. The thermal conductivity problem for the infinite plate was studied by the numerical method at nonsymmetrical boundary conditions of the third kind. The conclusion was made that the thermal explosion delay time considerably increased as compared to the case of neglecting the space-temporal nonlocality.

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Title :

Critical Conditions of Thermal Explosion Considering Space-Temporal Nonlocality

Contributors:

Kudinov, V. A. (author) / Eremin, A. V. (author) / Kudinov, I. V. (author) / Zhukov, V. V. (author)

Published in:

Russian Aeronautics ; 61 , 2 ; 252-256

Publication date :

2018-04-01

Size :

5 pages

ISSN :

1934-7901 , 1068-7998

DOI :

https://doi.org/10.3103/S1068799818020149

Type of media :

Article (Journal)

Type of material :

Electronic Resource

Language :

English

Keywords :

local non-equilibrium heat exchange , nonlinear internal heat source , relaxation factors , estimation of thermal explosion possibility Engineering , Automotive Engineering

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