Mutual inductance of thick coils for arbitrary relative orientation and position

J. Conway
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引用次数: 2

Abstract

An exact solution method has been developed recently which gives the mutual inductance of two thin cylindrical coils in terms of line integrals of a new kind of vector potential, induced by the primary coil, around the two circular edges of the secondary coil. This paper describes the extension of this method to thick coils, by wrapping two radial integrations around these line integrals. Results are presented for two pairs of conventional coils and a combination of a superconducting coil and a Bitter coil. Excellent agreement with existing results for non coaxial coils was obtained. The trade-off between accuracy and computing time is also examined.
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任意相对方向和位置的厚线圈互感
最近发展了一种精确解法,用一种新的矢量电位的线积分来表示两个薄圆柱线圈的互感,这种矢量电位由初级线圈感应,围绕次级线圈的两个圆形边缘。本文通过在这些线积分周围包裹两个径向积分,描述了将该方法推广到厚线圈的方法。给出了两对传统线圈和超导线圈与苦线圈组合的结果。对非同轴线圈的分析结果与已有结果非常吻合。本文还研究了精度和计算时间之间的权衡。
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来源期刊
Advances in Engineering Education
Advances in Engineering Education Social Sciences-Education
CiteScore
2.90
自引率
0.00%
发文量
8
期刊介绍: The journal publishes articles on a wide variety of topics related to documented advances in engineering education practice. Topics may include but are not limited to innovations in course and curriculum design, teaching, and assessment both within and outside of the classroom that have led to improved student learning.
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