Modelling of coupling between superconductors of finite length using an integral formulation
Modelling of coupling between superconductors of finite length using an integral formulation
An integral formulation based on the stream function of sheet currents is applied to finite length superconductors to model the coupling through a normal matrix. This formulation is an extension of Brandt's 2D formulation for modelling a 3D problem. Thin discs and infinite slabs were studied and the critical Bc was obtained as a function of applied field. While an excellent agreement for fully penetrated infinite slabs was found with existing theories, original results are presented for partially penetrated slabs as well as for thin discs in a wide range of applied fields.
1103-1112
Bouzo, M. Costa
128f55b6-eac6-49c9-a837-39fce2f8fe47
Grilli, F.
19369d09-bb21-4bfd-a034-972c8347afae
Yang, Y.
4cac858a-e0c0-4174-a839-05ca394fc51f
2004
Bouzo, M. Costa
128f55b6-eac6-49c9-a837-39fce2f8fe47
Grilli, F.
19369d09-bb21-4bfd-a034-972c8347afae
Yang, Y.
4cac858a-e0c0-4174-a839-05ca394fc51f
Bouzo, M. Costa, Grilli, F. and Yang, Y.
(2004)
Modelling of coupling between superconductors of finite length using an integral formulation.
Superconductor Science and Technology, 17 (10), .
(doi:10.1088/0953-2048/17/10/003).
Abstract
An integral formulation based on the stream function of sheet currents is applied to finite length superconductors to model the coupling through a normal matrix. This formulation is an extension of Brandt's 2D formulation for modelling a 3D problem. Thin discs and infinite slabs were studied and the critical Bc was obtained as a function of applied field. While an excellent agreement for fully penetrated infinite slabs was found with existing theories, original results are presented for partially penetrated slabs as well as for thin discs in a wide range of applied fields.
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Published date: 2004
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Local EPrints ID: 23639
URI: http://eprints.soton.ac.uk/id/eprint/23639
ISSN: 0953-2048
PURE UUID: 8a704198-cf80-4689-a392-9b983fdfbbd7
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Date deposited: 23 Mar 2006
Last modified: 16 Mar 2024 02:44
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Author:
M. Costa Bouzo
Author:
F. Grilli
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