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Magnetic Field Model for Permanent Magnet Spherical Motor With Double Polyhedron Structure

机译:双多面体结构永磁球形电动机的磁场模型

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摘要

This paper presents an analytical method for calculating the magnetic field for a permanent magnet spherical motor (PMSM) with double polyhedron structure. For the PMSM, stator coils and cylindrical permanent magnet (PM) poles locate at the fixed point of octahedron and hexahedron, respectively, and provide the uniform magnetic field. To analyze the magnetic field in the spherical coordinate, the cylindrical PM pole is approximated as a dihedral cone pole using geometrical equivalence principle. Moreover, considering the characteristics of hexahedron structure, a virtual equatorial layer is emphasized, and the corresponding periodic boundary condition can be built for solving the Laplace equation related to the virtual equator. Then, the Tait-Bryan rotation transformation is applied three times; thereby the overall magnetic field of the PM poles is obtained by the superposition principle. Both simulations and experiments are conducted to demonstrate the effectiveness of the proposed method. The results indicate that the analytical modeling can represent the magnetic field of the PMSM with a high precision.
机译:本文提出了一种计算方法,用于计算具有双多面体结构的永磁球形电动机(PMSM)的磁场。对于PMSM,定子线圈和圆柱永磁体(PM)磁极分别位于八面体和六面体的固定点,并提供均匀的磁场。为了分析球坐标系中的磁场,使用几何当量原理将圆柱PM极近似为二面锥极。此外,考虑到六面体结构的特点,强调了虚拟赤道层,并可以建立相应的周期边界条件来求解与虚拟赤道有关的拉普拉斯方程。然后,将Tait-Bryan旋转变换应用3次;从而通过叠加原理获得了PM极的整体磁场。进行了仿真和实验,以证明所提方法的有效性。结果表明,解析模型可以高精度地表示永磁同步电动机的磁场。

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