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Scaling law of fringe fields as functions of stored energy and maximum magnetic field for SMES configurations

机译:边缘场的比例定律作为SMES配置的储能和最大磁场的函数

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Although a SMES (superconducting magnetic energy storage system) has attractive potential for power management and quality control, the fringe field from the SMES restricts its site location. The fringe field outside a coil is expanded in a series of Legendre polynomials. The results are applied to the fringe fields of various SMES configurations, such as a single solenoid coil, toroidal coil, axially displaced coil. The derived fringe fields are scaled as functions of both the stored energy E and the maximum magnetic field Bm, which are the main parameters of superconducting coil design. The fringe fields decrease as E/Bm, (E(n+2)/Bm(2 n+1))13/, and ( E5/Bm7)13/, for a single solenoid, toroidal coil, and axially-displaced coil configurations, respectively, where n is the number of coils.
机译:尽管SMES(超导磁能存储系统)在电源管理和质量控制方面具有诱人的潜力,但SMES的边缘场限制了其站点位置。线圈外部的边缘场以一系列勒让德多项式展开。将结果应用于各种SMES配置的边缘场,例如单个电磁线圈,环形线圈,轴向位移线圈。导出的边缘场根据存储的能量E和最大磁场Bm进行缩放,这是超导线圈设计的主要参数。对于单个螺线管,环形线圈和轴向位移的线圈,边缘场减小为E / Bm,(E(n + 2)/ Bm(2 n + 1))13 /和(E5 / Bm7)13 /配置分别为,其中n是线圈数。

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