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首页> 外文期刊>Industrial Electronics, IEEE Transactions on >A Computationally Efficient PM Power Loss Mapping for Brushless AC PM Machines With Surface-Mounted PM Rotor Construction
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A Computationally Efficient PM Power Loss Mapping for Brushless AC PM Machines With Surface-Mounted PM Rotor Construction

机译:具有表面贴装式PM转子结构的无刷AC PM机器的高效计算PM功率损耗映射

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摘要

This paper describes a computationally efficient approach for mapping rotor power loss in permanent magnet (PM) machines. The PM loss mapping methodology discussed here utilizes a small number of time-step finite-element analyses (FEAs) to determine the parameters of a functional representation of loss variation with speed (frequency) and stator current and is intended for a rapid evaluation of machine performance over the entire torque–speed envelope. The research focus is placed on field-oriented-controlled brushless AC PM machines with surface-mounted PM rotor construction, although the method could be adapted for other rotor formats. The loss mapping procedure accounts for the axial segmentation of the PM array through the use of an equivalent electrical resistivity of the segmented PM array, which is obtained from three-dimensional (3-D) FEA. The PM loss can be accurately mapped across the full operational envelope, including the field-weakened mode, through a single 3-D and four two-dimensional time-step FEAs. The proposed methodology is validated on an 18-slot 16-pole surface-mounted brushless AC PM machine design. The loss mapping procedure results closely agree with the computationally demanding alternative of direct 3-D finite-element prediction of the PM power loss undertaken at each of the machine's operating points.
机译:本文介绍了一种计算有效的方法,用于绘制永磁(PM)电机中的转子功率损耗。本文讨论的PM损耗映射方法论利用少量的时间步有限元分析(FEA)来确定损耗随速度(频率)和定子电流变化的功能表示的参数,旨在快速评估电机在整个转矩-速度范围内的性能。尽管该方法可适用于其他转子形式,但研究重点放在具有表面安装式PM转子结构的磁场定向控制无刷AC PM机器上。损耗映射过程通过使用分段的PM阵列的等效电阻率来解释PM阵列的轴向分段,该等效电阻率是从三维(3-D)FEA获得的。通过单个3D和四个二维时步有限元分析,可以将PM损耗准确地映射到整个工作范围,包括弱磁场模式。 18槽16极表面安装无刷AC PM机器设计验证了所提出的方法。损耗映射过程的结果与在机器的每个工作点进行的PM功率损耗的直接3-D有限元预测的计算要求较高的替代方案非常吻合。

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