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THE NUMERICAL SOLUTION OF THE HEAT CONDUCTION EQUATION OCCURRING IN THE THEORY OF THERMAL EXPLOSIONS
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Publications
THE NUMERICAL SOLUTION OF THE HEAT CONDUCTION EQUATION OCCURRING IN THE THEORY OF THERMAL EXPLOSIONS
THE NUMERICAL SOLUTION OF THE HEAT CONDUCTION EQUATION OCCURRING IN THE THEORY OF THERMAL EXPLOSIONS
JE
J. W. Enig
J. W. Enig
DS
D. Shanks
D. Shanks
RS
R. W. Southworth
R. W. Southworth
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7 November 1956
report
Published by
Defense Technical Information Center (DTIC)
https://doi.org/10.21236/ad0116873
Abstract
The non-linear heat conduction equation which arises In the theory of thermal explosions has been solved by numerical Integration for the semi-infinite slab and solid cylinder, and sphere geometries without restrictive approximations.
Keywords
NUMERICAL SOLUTION
CYLINDER
HEAT CONDUCTION
SPHERE
GEOMETRIES
SLAB
INFINITE
SOLVED
CONDUCTION EQUATION
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Cited by 7 articles