posted on 2018-01-24, 13:57authored byBright Chimezie Robert, Harold Steven Ruiz
Type-II superconductors are expected to be extensively used in the designing of DC power grids due to their reduced use of space, high transport current capability, and nearly zero resistive losses. Nevertheless, these systems will have to share the right of way of the currently installed AC network, reducing the costs of development associated to the superconducting cables without the need of increasing the right of way. Under the theoretical framework of the critical state model and the numerical solution of Maxwell equations in the magneto quasi-steady approach, in this paper we present a comprehensive study of the effects of applying an AC transverse magnetic field to a type-II SC wire of rounded cross section it utilized for direct current power transmission. Our numerical results can be used as a practical benchmark for determining the minimal losses and magnetic impact of DC SC lines subjected to external oscillating magnetic fields. The local dynamics of the flux front profile of current density, the resulting density of magnetic flux, the total magnetic moment of the wire, and the curve of AC losses for different conditions of DC current and AC magnetic field are presented. Our results are compared with simplified analytical approaches.
Funding
The authors acknowledge the use of the High Performance Computing
Cluster Facilities (ALICE) provided by the University of Leicester, and to
Dr. Antonio Badia-Majos from the Department of Condensed Matter Physics
of the University of Zaragoza for his valuable comments and discussion.
B. Robert thanks the Scholarship unit of the Niger Delta Development
Commission for their financial support.
History
Citation
IEEE Transactions on Applied Superconductivity, 2018, PP(99)
Author affiliation
/Organisation/COLLEGE OF SCIENCE AND ENGINEERING/Department of Engineering
Version
AM (Accepted Manuscript)
Published in
IEEE Transactions on Applied Superconductivity
Publisher
Institute of Electrical and Electronics Engineers (IEEE)
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