data:image/jpeg;base64,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

le cours dans son ensemble est dédié à l'énergie produite via les aérogénérateurs dits communément Éoliennes, passant un synopsis météorologique puis quelques lois de distribution aléatoires ( statistique) via le smodèle le plus répondu définit par la Distribution de Weibull, tout en entourant son coté engineering et structurel, puis le tout est chapeauté par une modélisation qui se terminera par une simulation dans les conditions sine qua non. 

L’objectif du cours est d’approfondir les connaissances sur les propriétés thermoélectriques des matériaux et de comprendre les principes physiques de fonctionnement des dispositifs permettant la conversion de l’énergie thermique.

l'objectif de ce module est d'acquérir les connaissances relatives aux matériaux et procédés de stockage
permettant de gérer au mieux ces limitations.

Ce cours est consacré aux systèmes hybrides que ce soient  renouvelables entre eux ou bien une hybridation avec un  système qui fonctionne avec une énergie issue d'une source fossile.