Xiao Xiao, Andreas Christian Thul, Lars Eric Müller, Kay Hameyer
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引用次数: 0
摘要
目的磁滞在电磁元件设计中具有重要的技术和物理意义。尽管在这一领域开展了广泛的研究,但磁滞建模仍然是一项具有挑战性的任务,尚未完全解决。本文的目的是以物理、热力学方法研究各向异性铁磁材料的矢量磁滞效应模型。在这项工作中,借鉴连续介质力学理论衍生的经典速率无关塑性原理,实施磁滞效应模型来解释磁特性。通过定性和定量的验证和确认,对铁磁矢量磁滞的各个方面进行了深入研究。通过使用定点法将磁滞效应模型直接纳入基元公式,在有限元(FE)环境中用测量结果验证了所提出的模型。在有限元环境中进行了数值分析。原创性/价值这项工作的结果表明,电工钢片磁滞效应的基本特性可以用提出的矢量磁滞游隙模型来表示。通过将磁滞效应模型纳入基于 h 的磁标量势形式的磁静力问题弱公式中,可对电工钢片的磁特性进行局部分析和表示。
Basic properties of ferromagnetic vector hysteresis play models and their validation by finite element method
Purpose
Magnetic hysteresis holds significant technical and physical importance in the design of electromagnetic components. Despite extensive research in this area, modeling magnetic hysteresis remains a challenging task that is yet to be fully resolved. The purpose of this paper is to study vector hysteresis play models for anisotropic ferromagnetic materials in a physical, thermodynamical approach.
Design/methodology/approach
In this work, hysteresis play models are implemented to interpret magnetic properties, drawing upon classical rate-independent plasticity principles derived from continuum mechanics theory. By conducting qualitative and quantitative verification and validation, various aspects of ferromagnetic vector hysteresis were thoroughly examined. By directly incorporating the hysteresis play models into the primal formulations using fixed point method, the proposed model is validated with measurements in a finite element (FE) environments.
Findings
The proposed vector hysteresis play model is verified with fundamental properties of hysteresis effects. Numerical analysis is performed in an FE environment. Measured data from a rotational single sheet tester (RSST) are validated to the simulated results.
Originality/value
The results of this work demonstrates that the essential properties of the hysteresis effects by electrical steel sheets can be represented by the proposed vector hysteresis play models. By incorporation of hysteresis play models into the weak formulations of the magnetostatic problem in the h-based magnetic scalar potential form, magnetic properties of electrical steel sheets can be locally analyzed and represented.