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Magnetic Field and Force Calculation in Linear Permanent-Magnet Synchronous Machines Accounting for Longitudinal End Effect

机译:考虑纵向端效应的线性永磁同步电机的磁场和力计算

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摘要

This paper presents an improved analytical method for predicting the magnetic field and forces in linear permanent-magnet synchronous machines (LPMSMs) accounting for both the primary end effect and secondary end effect. So far, the magnetic field calculation of LPMSM in most studies is conducted in Cartesian coordinate, whereas the end effect is neglected by applying periodic boundary. In this paper, to implement the analytical model, a polar presentation of the machine geometry is proposed and the subdomain method is applied to calculate the magnetic field. Then, according to the developed model, the tangential thrust and normal forces are calculated based on the Maxwell stress theory. Numerical results are subsequently obtained by finite-element method and employed to validate the analytical model. Finally, an LPMSM prototype is manufactured and experiments are conducted. The results show that the developed analytical model has high accuracy for predicting the magnetic field and forces.
机译:本文提出了一种用于预测线性永磁同步电机(LPMSM)中的磁场和力的改进分析方法,该方法同时考虑了主端效应和次级端效应。到目前为止,在大多数研究中,LPMSM的磁场计算都是在笛卡尔坐标系中进行的,而通过应用周期边界可以忽略最终效果。在本文中,为实现分析模型,提出了机器几何的极坐标表示法,并采用子域方法来计算磁场。然后,根据开发的模型,基于麦克斯韦应力理论计算切向推力和法向力。随后通过有限元方法获得数值结果,并将其用于验证分析模型。最后,制造了LPMSM原型并进行了实验。结果表明,所建立的解析模型对磁场和力的预测具有较高的精度。

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