Magnetic shield optimization for the multi-motor assembly

Ž. Ferková, P. Bober
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引用次数: 1

Abstract

Electric motor influences its surroundings by stray magnetic fields. Their intensity is usually small compared to the intensity inside the motor due to a closed magnetic circuit. However, there are other open motor constructions where the influence of stray magnetic fields cannot be neglected. This paper analyses a particular case of influence of stray magnetic fields of a motor in the multi-motor assembly. Three bipolar two-phase stepping motors with permanent magnets are arranged close to each other. The rotor position of each motor is affected by stray magnetic fields of nearby motors. Therefore the magnetic shielding is placed between rotors to reduce the position shift of the rotor due to the rotation of neighbouring rotors. The dimensions, namely diameter and thickness, of the shielding element are design variables of optimization. The objective function is a sum of squared deviations of a rotor position from each desired step angle and should be minimized. The value range of diameter and thickness is restricted by motor dimensions. Step angles are calculated by Finite element method. For this purpose, a MAXWELL ANSYS 3D model of multi-motor assembly was built, and a dynamic rotor angle response was simulated. The steady state angle for each half step is retrieved from simulation and is used for the objective function evaluation. Response surface of the objective function, as well as optimal dimensions of the magnetic shield subject to optimization constrains, is showed.
多电机组件的磁屏蔽优化
电动机通过杂散磁场影响其周围环境。由于磁路闭合,与电动机内部的强度相比,它们的强度通常很小。然而,也有其他的开放式电机结构,其中杂散磁场的影响是不能忽视的。本文分析了多电机组件中电机杂散磁场影响的具体实例。三个带永磁体的双极两相步进电机相互靠近设置。每台电机的转子位置受到附近电机杂散磁场的影响。因此,在转子之间放置磁屏蔽,以减少转子由于邻近转子旋转而产生的位置移位。屏蔽元件的尺寸即直径和厚度是优化的设计变量。目标函数是转子位置与每个期望阶跃角的偏差平方和,并且应该最小化。直径和厚度的取值范围受电机尺寸的限制。采用有限元法计算步进角。为此,建立了多电机组件MAXWELL ANSYS三维模型,并对转子角响应进行了动态仿真。从仿真中获取每半步的稳态角度,并用于目标函数的求值。给出了目标函数的响应面,以及在优化约束下磁屏蔽的最优尺寸。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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