Volume 8
Issue 4
Civil Engineering
JOURNAL OF
POLISH
AGRICULTURAL
UNIVERSITIES
Available Online: http://www.ejpau.media.pl/volume8/issue4/abs-66.html
GENERALIZATION OF THE EQUATION OF HEAT CONDUCTION IN SOLIDS AND NEW APPROACH OF NUMERICAL SOLUTION
Adam Podhorecki
Department of Structure Mechanics,
University of Technology and Agriculture in Bydgoszcz, Poland
ABSTRACT
The problem of non-linear heat flow in solids at large temperature changes and variable material properties is considered in this paper. The equation of heat conduction has been formulated and then – the equations of the finite elements method in the two versions: non-incremental and incremental have been derived.
Key words: initial-boundary problem, generalized equation of heat conduction in solids, large changes of temperature, finite elements method in non-incremental and incremental version.
Adam Podhorecki
Department of Structure Mechanics,
University of Technology and Agriculture in Bydgoszcz, Poland
Al. S. Kaliskiego 7, 85-796 Bydgoszcz, Poland
email: kmb_sekr@atr.bydgoszcz.pl
Responses to this article, comments are invited and should be submitted within three months of the publication of the article. If accepted for publication, they will be published in the chapter headed 'Discussions' and hyperlinked to the article.