A theoretical investigation on current imbalance in flat two-layer superconducting cables

被引:20
作者
Akhmetov, A
Bottura, L
Breschi, M
Ribani, PL
机构
[1] Univ Bologna, Dept Elect Engn, I-40136 Bologna, Italy
[2] CERN, LHC Div, Geneva 23, Switzerland
关键词
superconducting cables; electromagnetic phenomena; accelerator magnets;
D O I
10.1016/S0011-2275(01)00020-0
中图分类号
O414.1 [热力学];
学科分类号
摘要
A model for the simulation of current distribution in superconducting Rutherford cables is described. The model assumes that interstrand currents can flow continuously among the strands, as if the contact resistances were smeared along the cable length. The model is aimed at the simulation of the generation and development of long-range current loops in the presence of time-dependent magnetic fields. The results of the model are compared with those obtained through the lumped constant circuit model currently used to calculate the current distribution in Rutherford cables obtaining a good quantitative agreement. The model has also been applied to the study of current distribution in the Rutherford cable of a short LHC dipole magnet. The calculated values of current differences among the strands are in qualitative agreement with the experimental data on the amplitude of periodic oscillations of the magnetic field in the magnet bore. (C) 2001 Elsevier Science Ltd. All rights reserved.
引用
收藏
页码:627 / 635
页数:9
相关论文
共 19 条
  • [1] AKHMETOV A, P EUCAS95 SCOTL
  • [2] Network models of superconducting cables and the results of the matrix approach to their description
    Akhmetov, AA
    [J]. PHYSICA C, 1998, 310 (1-4): : 309 - 315
  • [3] EDDY CURRENTS IN FLAT 2-LAYER SUPERCONDUCTING CABLES
    AKHMETOV, AA
    KURODA, K
    ONO, K
    TAKEO, M
    [J]. CRYOGENICS, 1995, 35 (08) : 495 - 504
  • [4] PERIODICITY OF CROSSOVER CURRENTS IN A RUTHERFORD-TYPE CABLE SUBJECTED TO A TIME-DEPENDENT MAGNETIC-FIELD
    AKHMETOV, AA
    DEVRED, A
    OGITSU, T
    [J]. JOURNAL OF APPLIED PHYSICS, 1994, 75 (06) : 3176 - 3183
  • [5] AKHMETOV AA, 1993, SUPERCOLLIDER, V5, P443
  • [6] ALTOV VA, 1973, STABILIZATION SUPERC
  • [7] Modelling stability in superconducting cables
    Bottura, L
    [J]. PHYSICA C, 1998, 310 (1-4): : 316 - 326
  • [8] BOTTURA L, 2000, ASC 2000 VIRG BEACH
  • [9] BOTTURA L, 2000, I PHYS C SER, V167, P1191
  • [10] Carr W J., 1983, AC LOSS MACROSCOPIC