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Accurate Modeling of Coil Inductance for Near-Field Wireless Power Transfer

机译:近场无线电力传输线圈电感的精确建模

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摘要

This paper presents closed form expressions for self-inductance and mutual inductance of circular wire-wound coils (WWCs) used in near-field wireless power transfer systems. The calculation of the radius of the coils, inspired from the Archimedean spiral found in many biological organisms, is used to model the self-inductance of single- and multilayer spiral coils. The value of the mutual inductance is determined by expressing the Taylor expansion of Neumann’s integral for constant current-carrying wires. Formulas for the mutual inductance are also derived for misaligned magnetically coupled coils enabling the rapid but accurate calculation of power transfer efficiency in real-life applications. Self-inductance and mutual inductance values are computed using the 3-D electromagnetic software package Maxwell 3D, and these values demonstrate excellent agreement compared with the proposed models. WWCs of different geometrical configurations have been manufactured to validate experimentally the accuracy of the proposed models. Comparison of analytical and experimental results indicates that the proposed models are capable to accurately predict the self-inductance and mutual coupling rapidly. The proposed modeling paves the way for the time efficient optimization of near-field wireless power transfer links.
机译:本文介绍了近场无线电力传输系统中使用的圆形绕线线圈 (WWC) 的自感和互感的闭合形式表达式。线圈半径的计算灵感来自许多生物体中发现的阿基米德螺旋,用于模拟单层和多层螺旋线圈的自感。互感的值是通过表示恒定载流导线的诺依曼积分的泰勒展开来确定的。此外,还推导出了未对准磁耦合线圈的互感公式,从而能够快速准确地计算实际应用中的功率传输效率。使用三维电磁软件包Maxwell 3D计算自感和互感值,与所提出的模型相比,这些值表现出极好的一致性。已经制造了不同几何构型的WWC,以实验验证所提出模型的准确性。分析结果与实验结果的对比表明,所提模型能够快速准确地预测自感和互耦合。所提出的建模为近场无线电力传输链路的省时优化铺平了道路。

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