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Torque Calculation of Permanent-Magnet Spherical Motor Based on Permanent-Magnet Surface Current and Lorentz Force

机译:基于永磁表面电流和洛伦兹力的永磁球电动机扭矩计算

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摘要

Due to the complex spatial magnetic field distribution and the variable motion mode, the torque analysis of spherical motors is usually carried out by the finite-element method (FEM) with a large amount of calculation and time consumption. In order to improve analysis efficiency, this article proposes a spherical motor torque calculation method based on the permanent-magnet surface current model and Lorentz force, aiming to replace the finite-element calculation. First, the equivalent surface current analytical expression of the rectangular permanent-magnet magnetic field is derived. Then, this expression is used to establish the 3-D magnetic field analytical model of Halbach array permanent magnets in the rotor. Based on this magnetic field, the Lorentz force of the energized stator coil is calculated. Then, the electromagnetic torque generated by the rotor is analyzed. Finally, the analytical results of the magnetic field and the motor torque are compared with those by the FEM and experiments, verified that, under the premise of ensuring the calculation accuracy, the proposed method effectively shortens the calculation time and has higher stability.
机译:由于复杂的空间磁场分布和可变运动模式,球形电动机的扭矩分析通常通过具有大量计算和时间消耗的有限元方法(FEM)进行。为了提高分析效率,本文提出了一种基于永磁面电流模型和洛伦兹力的球形电动机扭矩计算方法,旨在更换有限元计算。首先,推导矩形永磁磁场的等效表面电流分析表达。然后,该表达用于在转子中建立Halbach阵列永磁体的3-D磁场分析模型。基于该磁场,计算通电定子线圈的洛伦兹力。然后,分析由转子产生的电磁扭矩。最后,将磁场和电动机扭矩的分析结果与由FEM和实验进行比较,验证,在确保计算精度的前提下,所提出的方法有效地缩短了计算时间并具有更高的稳定性。

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