Pour l’édition 2014, la communauté de chercheurs et d’industriels francophones en génie électrique a souhaité organiser un symposium commun réunissant pour la première fois les trois principaux colloques actuels organisés dans le domaine de l’énergie électrique : EF, EPF et MGE.
L’objectif de cet événement est de réunir en un même lieu les spécialistes du domaine de la conversion et du traitement de l’énergie électrique, traitant aussi bien des matériaux, de l’électronique de puissance que de l’électrotechnique. Ce symposium permettra de faire le point sur les évolutions les plus récentes dans ces domaines.
C'est donc pour nous tous, une occasion unique à plusieurs titres :
- Rencontrer et échanger avec les représentants académiques et industriels des principales composantes du Génie Electrique
- Diffuser le plus largement les travaux de recherche et les avancées récentes dans les domaines du GE
- Générer des intérêts et approches communes voire inter-disciplinaires
Des conférences et des posters constitueront le socle de ces journées. Par ailleurs, des entreprises y présenteront leur matériel et équipements.
Thèmes proposés
Les thèmes proposés pour SGE sont :
- Matériaux magnétiques
- Matériaux Isolants et Diélectriques, Systèmes d’isolation
- Matériaux conducteurs et supraconducteurs
- Matériaux actifs
- Composants semi-conducteurs de puissance
- Composants passifs
- Intégration de puissance, assemblage et packaging
- Architectures de convertisseurs
- Dispositifs électromagnétiques et actionneurs spéciaux
- Chaînes de conversion électromécaniques
- Systèmes de conversion de l’énergie électrique
- Gestion et stockage de l'énergie
- Microsystèmes
- Les grands appareillages de physique
- Réseaux et micro-réseaux électriques
- Contraintes d’usage : thermiques, électriques, mécaniques, CEM...
- Contrôle/commande de systèmes électriques
- Sûreté de fonctionnement : fiabilité, vieillissement, diagnostic et systèmes tolérants
- Méthodes et méthodologies en génie électrique
Sessions spéciales
Des thèmes spécifiques seront également abordés par le biais de sessions spéciales.
Lors du symposium, des exposants seront également présents :
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)
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)
Le symposium est soutenu par l'Agence Universitaire de la Francophonie (AUF), Bureau Europe de l'Ouest, Pôle de developpement : http://www.auf.org/
![bureau_BEO.png bureau_BEO.png](./SGE-2014_files/bureau_BEO.png)