Tooth Base Geometrical Variability Effect on the Vibration Behavior of the Stator

J. Hallal, M. Hammoud, F. Druesne, Hussein Issa, V. Lanfranchi, Jean-Daniel Chazot
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Abstract

The magnetic pressure generated in the stator of electric machines can be a significant source of noise and vibration. The vibration behavior of the stator and such mechanical structures primarily depends on their geometry. Although the stator is often considered a simple structure, its teeth are not included in this assumption. In this paper, we endeavor to evaluate the impact of stator geometrical variability on the vibration behavior of electric machines. Our sensitivity study reveals that natural frequencies and frequency response functions are highly sensitive to geometrical variability. To account for this, we conducted a variability propagation study using a stochastic finite element model. Our findings show negligible variability on the natural frequencies but a high variability on the frequency response functions, even with low input variability. As anticipated, our study highlights the critical role of accounting for geometrical variability to enhance the accuracy of finite element models and strengthen their predictive power. However, the main contribution of this work is that the vibration behavior of the stator is not coupled, implying that the impact on natural frequencies does not necessarily reflect the same effect on the frequency response function.
齿基几何变异性对定子振动特性的影响
电机定子中产生的磁压力可能是噪声和振动的重要来源。定子和此类机械结构的振动行为主要取决于它们的几何形状。虽然定子通常被认为是一个简单的结构,但它的齿不包括在这个假设中。在本文中,我们试图评估定子几何变化对电机振动行为的影响。我们的灵敏度研究表明,固有频率和频率响应函数对几何变异性高度敏感。为了解释这一点,我们使用随机有限元模型进行了变异性传播研究。我们的研究结果表明,固有频率的可变性可以忽略不计,但频率响应函数的可变性很高,即使输入可变性很低。正如预期的那样,我们的研究强调了考虑几何变异性对提高有限元模型的准确性和增强其预测能力的关键作用。然而,这项工作的主要贡献是定子的振动行为不是耦合的,这意味着对固有频率的影响不一定反映对频率响应函数的相同影响。
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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