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A Fast Analytical Method to Compute the Radial Flux Density Distribution in the Airgap of a Superconducting Inductor

机译:计算超导电感气隙中径向通量密度分布的快速分析方法

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An original topology of superconducting rotating machine propose to use the diamagnetism of high temperature superconducting (HTS) bulk. Here, YBCO bulks allow to shield the magnetic field created by two solenoids supplied by dc currents in contra-directions. The obtained airgap field is multipolar as in conventional ac machines. A quick analytical method is developed here to compute the magnetic field distribution. It is based on the determination of the modulating function associated with the radial flux density distribution resulting from the introduction of the superconducting bulks. A first step allows the calculation of the modulating function by a 2D analytical method (using the resolution of Laplace's and Poisson's equations by the separation of variables technique). The later is used in a second step together with the field produced by the two solenoids to calculate the radial flux density distribution in the airgap of the considered inductor. Comparisons to experiments and to 3D FE results show the validity of the proposed approach with the benefit of low computation time.
机译:超导旋转电机的原始拓扑提出使用高温超导(HTS)体的反磁性。在此,YBCO块体可以屏蔽由反向提供直流电流的两个螺线管产生的磁场。像传统的交流电机一样,获得的气隙场是多极的。在此开发了一种快速分析方法来计算磁场分布。它基于对与超导块的引入所产生的径向通量密度分布相关的调制函数的确定。第一步允许通过二维分析方法(通过变量分离技术使用拉普拉斯和泊松方程的分辨率)来计算调制函数。后者与第二个螺线管产生的磁场一起用于第二步,以计算所考虑电感器气隙中的径向磁通密度分布。与实验和3D FE结果的比较表明,该方法的有效性在于计算时间短。

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