A NEW 2D-MODEL OF THE HEAT CONDUCTION IN MULTILAYERED MEDIUM-THICKNESS PLATES
Résumé
2D-models of multilayered plates are usually derived by a discretization approach
across the plate thickness. Every discretized element coincides with a homogeneous
layer of the medium and basic unknowns are assumed to be temperature and/or displacement
fields on the plate interfaces. If the number of homogeneous layers is large then the
discretization approach leads to a large number of basic unknowns. In this contribution
there is proposed a new approach to the 2D-modelling of heat conduction which results in
2D-model equations for only two basic unknowns, independently of the number of layers.
Domaines
Mécanique [physics]
Origine : Fichiers produits par l'(les) auteur(s)
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