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Development of mutual inductance formula for misaligned planar circular spiral coils

机译:错位平面圆形螺旋线圈互感公式的开发

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The mutual inductance, M, is a key figure of merit in all magnetically coupled systems, but it plays an especially crucial role in the design of loosely coupled coils used in inductive power transfer (IPT) systems. This paper presents a new closed form expression for the mutual inductance of planar circular spiral coils also known as Archimedean coils. This new expression, which is derived using the magnetic vector potential, accounts for both coil-to-coil separation and axial misalignment distances. In what follows, the analytical formulation is first presented. Next, MATLAB is used to evaluate the resulting expression over a wide range of separation and misalignment distances and corresponding plots are obtained. Finally, a physical prototype is built, tested, and its measured mutual inductance is compared against the previously obtained analytical results.
机译:互感M是所有磁耦合系统的关键性能指标,但它在设计用于感应功率传输(IPT)系统的松耦合线圈中起着至关重要的作用。本文为平面圆形螺旋线圈(也称为阿基米德线圈)的互感提出了一种新的闭合形式表达式。该新表达式是使用磁矢量电势得出的,它解释了线圈到线圈的分离和轴向未对准的距离。接下来,首先介绍分析公式。接下来,使用MATLAB评估在宽范围的分离和未对齐距离上的结果表达式,并获得相应的图。最后,构建并测试了一个物理原型,并将其测得的互感与先前获得的分析结果进行了比较。

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