Benjamin
Nordex Group
Ingénieur en contrôle d'intégration au réseau (h/f/d)
À propos du poste
VOTRE
MISSIONS
- Concevoir et régler des algorithmes de contrôle pour les éoliennes, les parcs éoliens et les centrales électriques hybrides.
- Assurer la conformité avec les codes de réseau internationaux, les modèles électriques et les charges mécaniques grâce à la conception du système de contrôle.
- Modéliser et simuler le comportement dynamique des systèmes électriques tels que les actionneurs électriques (DFIG), les scénarios de réseau et les convertisseurs de puissance.
- Développer et mettre en œuvre des stratégies de contrôle pour les systèmes de gestion de l'énergie (PMS) et les systèmes de gestion de l'énergie (EMS).
VOTRE PROFIL
- Diplôme de Master ou Doctorat en génie électrique, systèmes électriques ou ingénierie de contrôle.
- Compétences en programmation, Matlab Simulink, PSCAD.
- Anglais requis (C1), allemand ou espagnol souhaité.
- 1-4 années d'expérience pertinente.
- Disponibilité pour des déplacements.
*Pour les diplômes étrangers, une reconnaissance de l'équivalence avec le diplôme espagnol correspondant est requise lors de la candidature.
VOS AVANTAGES
En plus de l'opportunité de rendre notre monde un peu plus durable, nous vous proposons :
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- *Certaines offres peuvent varier selon le lieu.
- ** Travail hybride conformément à la politique interne de l'entreprise.
Nordex adhère à une politique d'égalité des chances en matière d'emploi. Toutes les décisions d'embauche sont prises sans distinction de religion, d'âge, de sexe, de couleur, d'origine nationale, de handicap ou de toute autre classe protégée, et sont en totale conformité avec toutes les lois fédérales et étatiques.
