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Mutual Inductance and Interaction Calculation Between Conductor or Coil of Rectangular Cross Section and Parallelepiped Permanent Magnet

机译:矩形截面导体或线圈与平行六面体永磁体之间的互感和相互作用计算

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摘要

Modeling and computing of mutual inductance between solid conductors or coils of rectangular cross section carrying uniform current and parallelepiped magnets of rigid polarization have been made. For this purpose, the integral approach using a quasi-static Green's functions is used. The inductance is calculated between the total volume of a conductor and the equivalent current surfaces densities described by the Amperian model of permanent magnets. The analytical results are obtained after five integrations. It is to be noted that the formulas developed in this paper are more general that the ones established in the literature and can be used for optimization purposes. In addition, this paper is carried out without using any simplifying assumptions. Consequently, these expressions are accurate whatever the magnet dimensions are. This analytical formulation compared with finite element method one is suitable for the design of unconventional magnetic couplings, magnetically planar actuator, electric machines, wigglers, and so on.
机译:已经进行了带有均匀电流的矩形截面实心导体或线圈与刚性极化的平行六面体磁体之间互感的建模和计算。为此,使用了使用准静态格林函数的积分方法。电感是在导体的总体积与永磁体的安培模型描述的等效电流表面密度之间计算的。经过五次积分获得分析结果。要注意的是,本文开发的公式比文献中建立的公式更笼统,可用于优化目的。另外,本文在不使用任何简化假设的情况下进行。因此,无论磁体尺寸如何,这些表达式都是准确的。与有限元方法一相比,这种分析公式适用于非常规磁耦合器,磁平面致动器,电机,摆动器等的设计。

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