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Analysis of Static Characteristics in a Slotless Type Permanent Magnet Machines Based on the Concept of Transfer Relations

机译:基于转移关系概念的狭小型永磁机静态特性分析

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摘要

It is well known that the accurate calculation of the field distribution is essential for the design of permanent magnet (PM) machines. The analysis of PM machines have been performed by using finite element method (FEM). However, while FE analysis provides an accurate means of determining the field distribution, with due account of saturation etc., they remain time-consuming and do not provide as much insight as analytical solutions into the influence of the design parameters on the machine behavior. Many analytical techniques have been investigated to predict the magnetic field distribution in PM machines equipped with surface-mounted permanent magnets and 3-phase stator winding. Z.Q.Zhu and D.Howe[1][2] presented analytical solutions of open-circuit field by PM, armature reaction field, etc. And, using the analytical technique by transfer relations, D. L. Trumper[3] and K. R. Davey[4] presented the design and analysis of linear permanent-magnet machines and induction machines, respectively. On the basis of two-dimensional (2-D) analytical solutions derived in terms of magnetic vector potential and 2-D polar coordinate systems, this paper deals with static characteristics analysis of slotless type surface-mounted PM machine. Specifically, using the analytical technique by transfer relations, magnetic field due to PMs and winding current, the back EMF and the electromagnetic torque characteristics are calculated. The validity of the analysis results is confirmed by FE analysis.
机译:众所周知,对现场分布的精确计算对于永磁体(PM)机器的设计是必不可少的。通过使用有限元方法(FEM)进行了对PM机器的分析。然而,虽然FE分析提供了准确的方法,用于确定现场分布的饱和度等,它们保持耗时,并且不作为分析解决方案提供尽可能多的洞察力,进入机器行为上的设计参数的影响。已经研究了许多分析技术以预测配备有表面安装的永磁体和3相定子绕组的PM机器中的磁场分布。 ZQZHU和D.Howe [1] [2]通过PM,电枢反应场等呈现开放式电路场的分析解,并使用转移关系的分析技术,DL软体管[3]和KR Davey [4]提出了线性永磁机和感应机器的设计和分析。基于二维(2-D)在磁性矢量电位和二维极坐标系方面导出的分析溶液,本文涉及无路放式PM机的静态特性分析。具体地,使用转移关系的分析技术,计算由于PMS和绕组电流引起的磁场,反向EMF和电磁扭矩特性。通过FE分析确认了分析结果的有效性。

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