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Relationship between Slot-Pole Combination and Performance of Partitioned-Stator Field-Excitation Brushless Machines by Air-Gap Field Modulation Principle
IEEE Transactions on Transportation Electrification ( IF 7.2 ) Pub Date : 2024-03-20 , DOI: 10.1109/tte.2024.3379762 Zhiheng Zhang 1 , Wei Hua 1 , Yubin Wang 2 , Xianglin Li 3 , Xinkai Zhu 4 , Ming Cheng 1
IEEE Transactions on Transportation Electrification ( IF 7.2 ) Pub Date : 2024-03-20 , DOI: 10.1109/tte.2024.3379762 Zhiheng Zhang 1 , Wei Hua 1 , Yubin Wang 2 , Xianglin Li 3 , Xinkai Zhu 4 , Ming Cheng 1
Affiliation
In this article, the relationship between slot-pole combination and electromagnetic performance of a partitioned-stator field-excitation (PS-FE) brushless machine is analyzed by air-gap field modulation principle (AFMP). Firstly, the air-gap field modulation process of two PS-FE machines is investigated with the inner stator pole number Ni/rotor pole number Nr/outer stator slot number No of 8/18/42 and 12/10/12 respectively, and verified by finite element analysis (FEA) and experiments. Then, a general combination (Rule-I), a deprecated combination (Rule-II) and a compensatory combination (Rule-III) are defined to guide the slot-pole selection. It is found that if Nr is an integer multiple of Ni/2 (i.e. the inner stator pole pairs number pi), the air-gap flux-densities will contain only the integer multiple harmonics of pi, resulting in an asymmetric flux-linkage and a back-electromotive force (back-EMF) in the armature windings. Although symmetric flux-linkage and back-EMF can be performed by Rule-III, a higher torque ripple and a higher DC-winding-induced flux-linkage exist in the PS-FE machines. Hence, Rule-IV and the saturated inner stator effect are discussed to pursue a lower DC-winding-induced flux-linkage, thereby a lower induced voltage under both open-circuit and on-load. Finally, rules are listed and the important findings are summarized.
中文翻译:
气隙场调制原理分区定子励磁无刷电机槽极组合与性能关系
本文利用气隙场调制原理(AFMP)分析了分区定子场励磁(PS-FE)无刷电机的槽极组合与电磁性能之间的关系。首先,研究内定子极数Ni/转子极数Nr/外定子槽数No分别为8/18/42和12/10/12的两台PS-FE电机的气隙磁场调制过程,并通过有限元分析(FEA)和实验验证。然后,定义一般组合(规则-I)、不推荐组合(规则-II)和补偿组合(规则-III)来指导槽极选择。研究发现,如果Nr为Ni/2的整数倍(即内定子极对数pi),则气隙磁通密度将仅包含pi的整数倍谐波,导致磁链不对称,电枢绕组中的反电动势(反电动势)。尽管对称磁链和反电动势可以通过规则 III 执行,但 PS-FE 电机中存在更高的扭矩纹波和更高的直流绕组感应磁链。因此,讨论规则 IV 和饱和内定子效应,以追求较低的直流绕组感应磁链,从而在开路和负载下实现较低的感应电压。最后,列出了规则并总结了重要的发现。
更新日期:2024-03-20
中文翻译:
气隙场调制原理分区定子励磁无刷电机槽极组合与性能关系
本文利用气隙场调制原理(AFMP)分析了分区定子场励磁(PS-FE)无刷电机的槽极组合与电磁性能之间的关系。首先,研究内定子极数Ni/转子极数Nr/外定子槽数No分别为8/18/42和12/10/12的两台PS-FE电机的气隙磁场调制过程,并通过有限元分析(FEA)和实验验证。然后,定义一般组合(规则-I)、不推荐组合(规则-II)和补偿组合(规则-III)来指导槽极选择。研究发现,如果Nr为Ni/2的整数倍(即内定子极对数pi),则气隙磁通密度将仅包含pi的整数倍谐波,导致磁链不对称,电枢绕组中的反电动势(反电动势)。尽管对称磁链和反电动势可以通过规则 III 执行,但 PS-FE 电机中存在更高的扭矩纹波和更高的直流绕组感应磁链。因此,讨论规则 IV 和饱和内定子效应,以追求较低的直流绕组感应磁链,从而在开路和负载下实现较低的感应电压。最后,列出了规则并总结了重要的发现。