Feedback

Faculté des Sciences appliquées
Faculté des Sciences appliquées
Mémoire
VIEW 135 | DOWNLOAD 32

Experimental study of the screening properties of quasi-bulk superconducting magnetic shields made of coated conductors

Télécharger
Schnackers, Gauderic ULiège
Promoteur(s) : Vanderbemden, Philippe ULiège
Date de soutenance : 7-sep-2020/9-sep-2020 • URL permanente : http://hdl.handle.net/2268.2/10463
Détails
Titre : Experimental study of the screening properties of quasi-bulk superconducting magnetic shields made of coated conductors
Titre traduit : [fr] Thèse de master : Etude expérimentale des propriétés de blindage des blindages magnétiques supraconducteurs quasi-plein constitués de conducteurs revêtus
Auteur : Schnackers, Gauderic ULiège
Date de soutenance  : 7-sep-2020/9-sep-2020
Promoteur(s) : Vanderbemden, Philippe ULiège
Membre(s) du jury : Wera, Laurent 
Vanderheyden, Benoît ULiège
Gilet, Tristan ULiège
Langue : Anglais
Nombre de pages : 82
Mots-clés : [en] Superconducting magnetic shields
[en] Quasi-bulk
[en] Plates
Discipline(s) : Ingénierie, informatique & technologie > Ingénierie électrique & électronique
Centre(s) de recherche : Montefiore Institute of Electrical Engineering and Computer Science
Public cible : Chercheurs
Professionnels du domaine
Etudiants
Institution(s) : Université de Liège, Liège, Belgique
Diplôme : Master en ingénieur civil physicien, à finalité approfondie
Faculté : Mémoires de la Faculté des Sciences appliquées

Résumé

[en] This master thesis is dedicated to the experimental study of quasi-bulk superconducting magnetic shields made of coated conductors. The geometries studied are stacks of second generation GdBa2Cu3O7 coated conductors arranged in two quasi-bulk superconducting plates. One plate has an isotropic arrangement and the other plate has an anisotropic arrangement.
First, the magnetic response of the plates is modelled by two theoretical models. One theoretical model discretizes coated conductors and the other theoretical model assumes infinite coated conductors. The two theoretical models are compared with each other. This shows that the discrete model is more accurate than the infinite model. The discrete model is used to compare experimental results while the infinite model allows to understand the dependence between the geometrical parameters and the magnetic field of the plates.
Then, the magnetic field trapped by the plates is measured experimentally. The experimental results are compared to the discrete model. The coated conductors are assumed to be in the critical state and the critical current of the coated conductors is adjusted to have the same Bz component of the magnetic field at the centre of the plates. The critical currents of the coated conductors of the two plates are then obtained and the critical currents of the anisotropic plate is almost 3 times higher than that of the isotropic plate. To explain this difference, the effect of the geometrical parameters of the plates on the critical currents are analysed. In particular, the spatial distribution of the Bz component of the magnetic field is studied with the infinite model.
Finally, the shielding properties of the two plates are studied as a function of the sweep rate of the applied field and the distance from the plates. The shielding properties are very different between the two plates. For the anisotropic plate, the shielding properties have two different behaviours depending on the applied field. For a low applied field, the anisotropic plate follows the behaviour of a type-I superconducting disk. For a high applied field, the anisotropic plate is in critical state. For the isotropic plate, the shielding properties are found to vary smoothly with the applied magnetic field. The isotropic plate is not in critical state and follow the behaviour of a type-I superconductor only for very low applied field. The screening properties of the two plates are strongly dependent on the arrangement of the coated conductors.


Fichier(s)

Document(s)

File
Access Gauderic_Schnackers_ULg_Master_thesis.pdf
Description: -
Taille: 11.48 MB
Format: Adobe PDF

Auteur

  • Schnackers, Gauderic ULiège Université de Liège > Master ingé. civ. phys., à fin.

Promoteur(s)

Membre(s) du jury

  • Wera, Laurent
  • Vanderheyden, Benoît ULiège Université de Liège - ULiège > Dép. d'électric., électron. et informat. (Inst.Montefiore) > Electronique et microsystèmes
    ORBi Voir ses publications sur ORBi
  • Gilet, Tristan ULiège Université de Liège - ULiège > Département d'aérospatiale et mécanique > Microfluidique
    ORBi Voir ses publications sur ORBi
  • Nombre total de vues 135
  • Nombre total de téléchargements 32










Tous les documents disponibles sur MatheO sont protégés par le droit d'auteur et soumis aux règles habituelles de bon usage.
L'Université de Liège ne garantit pas la qualité scientifique de ces travaux d'étudiants ni l'exactitude de l'ensemble des informations qu'ils contiennent.