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Analysis and optimisation of a bearingless induction motor's suspension force and unbalanced magnetic pulling force mathematical model

机译:无轴承感应电动机悬架力和不平衡磁拉力数学模型的分析与优化

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摘要

Aiming at the problem that the two general mathematical models of suspension force and unbalanced magnetic pulling force (UMPF) are affected by the actual factors of a bearingless induction motor, a non-linear model fitting method is proposed. Firstly, by finite element method (FEM), the coupling influence of the torque winding and suspension winding is taken into account, and the maximum voltage of the latter is obtained. Secondly, considering the motor magnetic saturation and combing the least squares method (LSM), the suspension force is estimated by a binary function. Similarly, considering the magnetic saturation and cogging effect, the UMPF is estimated by a ternary function. Finally, comparing the fitting precision under different orders, the two functions with their smallest errors are obtained, and the two original linear models are optimised, respectively. The theoretical study and experimental results show that the motor based on the optimised non-linear model control system has a better suspension performance.
机译:针对悬架力和不平衡磁性拉力(UMPF)的两个一般数学模型受到无轴承感应电动机的实际因素的影响,提出了一种非线性模型配合方法。首先,通过有限元方法(FEM),考虑扭矩绕组和悬架绕组的耦合影响,获得后者的最大电压。其次,考虑到电动机磁饱和度并梳理最小二乘法(LSM),通过二进制功能估计悬挂力。类似地,考虑到磁饱和度和齿槽效果,UMPF由三元函数估计。最后,将拟合精度与不同订单的拟合精度进行比较,获得两个具有其最小误差的功能,并且分别优化了两个原始线性模型。理论研究和实验结果表明,基于优化的非线性模型控制系统的电动机具有更好的悬架性能。

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