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Mutual inductance and forces between two non-coaxial co-planar circular thin-wall air coils

机译:两个非同轴共面圆形薄壁空气线圈之间的互感和力

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Purpose - This paper aims to present new analytical expressions for the mutual inductance and forces between non-coaxial co-planar circular thin-wall air coils.Design/methodology/approach - The expressions are based on an integration method found in the literature, so far used only to describe mutual inductances. It is new to apply this method as a starting point to get the forces between non-coaxial co-planar rings and coils. The approach is further extended to include non-coaxial co-planar thin-wall cylindrical coils.Findings - This new method enables interaction modelling between coils by solving integrals numerically, covering fully, partially and non-overlapping coils in a single form. The expressions are verified by comparing the results with alternatives methods.Research limitations/implications - The forces and mutual inductances of non-coaxial co-planar circular coils are obtained with analytical expressions, fitted well for optimization studies. The study is limited to coils in free air.Practical implications - A typical application is the interaction between coils in a wireless energy transfer system (as applied for battery loading for mobile phones and automotive). The expressions can be used to also predict the forces between two non-coaxial disk or ring magnets as used in magnetic levitation systems.Originality/value - Maxwell described the coupling between two coaxial co-planar rings, and steadily more and more equations describing the interaction between circular coils became available in the past decades. The target of this study is to obtain compact equations for non-coaxial co-planar circular coils. This is realized with the combination of existing literature and mathematical modelling tools.
机译:目的-本文旨在为非同轴共面圆形薄壁空气线圈之间的互感和力提供新的解析表达式。设计/方法/方法-这些表达式基于文献中的积分方法,因此仅用于描述互感。以这种方法为起点来获得非同轴共面环和线圈之间的力是新的。该方法进一步扩展为包括非同轴共面薄壁圆柱线圈。发现-这种新方法通过数值求解积分来实现线圈之间的相互作用建模,以单一形式覆盖全部,部分和不重叠的线圈。通过将结果与替代方法进行比较,可以验证这些表达式。研究局限/含义-通过分析表达式可以获得非同轴共面圆形线圈的力和互感,非常适合优化研究。这项研究仅限于自由空气中的线圈。实际意义-典型的应用是无线能量传输系统中的线圈之间的相互作用(如用于移动电话和汽车的电池装载)。这些表达式还可用于预测磁悬浮系统中使用的两个非同轴磁盘或环形磁体之间的力。原始数据/值-Maxwell描述了两个同轴共面环之间的耦合,并且越来越多的方程式描述了在过去的几十年中,圆形线圈之间的相互作用变得可用。这项研究的目标是获得非同轴共面圆形线圈的紧凑方程。这是通过结合现有文献和数学建模工具来实现的。

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