A TWO-STEP ASYMPTOTIC MODELLING OF THE HEAT CONDUCTION IN A FUNCTIONALLY GRADED STRATIFIED LAYER
Résumé
The aim of the contribution is to obtain heat conduction equations with slowly
varying coefficients for a functionally graded stratified layer. The proposed procedure is
realized in two steps. In the first step we deal with two independent isotropic materials, each
of them reinforced by a periodically spaced very thin layers. Using the homogenization
procedure we obtain two new orthotropic materials. In the second step these new materials
are combined together in order to derive the functionally graded composite model constituting
the basis for analysis.
Domaines
Mécanique [physics]
Origine : Fichiers produits par l'(les) auteur(s)
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