1974
DOI: 10.1016/0011-2275(74)90001-0
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External field effect on the current distribution in superconducting composites: evaluation of the degradation in adiabatic conditions

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Cited by 29 publications
(16 citation statements)
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“…The current distributions within superconducting multi-filamentary composites have been discussed using the continuum model in which a composite is assumed to be a perfect mixture of superconducting filaments and a matrix of normal metal, replacing the filamentary discrete arrangement with a concentric cylindrical layer [7]. According to the above-mentioned method, and together with the assumption that the current distribution within each filament is uniform (the filament model), the current distribution among each filament within a composite can be analyzed, reflecting the filamentary structure.…”
Section: Calculation For Current Distribution Within a Supercondumentioning
confidence: 99%
“…The current distributions within superconducting multi-filamentary composites have been discussed using the continuum model in which a composite is assumed to be a perfect mixture of superconducting filaments and a matrix of normal metal, replacing the filamentary discrete arrangement with a concentric cylindrical layer [7]. According to the above-mentioned method, and together with the assumption that the current distribution within each filament is uniform (the filament model), the current distribution among each filament within a composite can be analyzed, reflecting the filamentary structure.…”
Section: Calculation For Current Distribution Within a Supercondumentioning
confidence: 99%
“…A method of stabilizing the CuNi/NbTi superconducting wire in the distributed magnetic field by adjusting the twist pitch of the higher-order stranded conductor, that is, by utilizing the longitudinal magnetic field effect, has been presented. The condition for the uniform distribution of the current in the strand, which is derived under the assumption of a uniform magnetic field [3], is shown to be effective in stabilizing the wire in the presence of a distributed magnetic field. It is seen that special caution is required in the case of the distributed magnetic field when the longitudinal magnetic field component (average value) is high, since the distributed magnetic field instability occurs more easily.…”
Section: Discussionmentioning
confidence: 99%
“…Funaki and colleagues [3] derived the current density distribution in the strand by assuming that the effect of the perpendicular magnetic field can be ignored, since the filament radius is sufficiently small [4]. When the transversal magnetic field effect is ignored, the current distribution in the nonsaturated region becomes uniform, and the current density j r is given as follows as a function of time:…”
Section: Conditions For Uniform Distribution Of Current In Strandmentioning
confidence: 99%
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