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Inverted and Forward Preisach Models for Numerical Analysis of Electromagnetic Field Problems

机译:用于电磁场问题数值分析的反向和正向Preisach模型

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This paper discusses the use of the inverted (B-based) Preisach model and its incorporation into the finite-element method (FEM). First, the B-based Preisach model is studied thoroughly along with the forward (H-based) Preisach model, highlighting the advantages and disadvantages of both models. The study confirms that, in addition to the main purpose of the B-based model-to compute the magnetic field H directly-the B-based model can overcome the congruency problem. Thus, the B-based model proves to be more accurate than the H-based model. Second, the paper suggests that incorporating the B-based Preisach model into FEM models results in relatively accurate, computationally efficient simulations. The method has been validated by simulating hysteresis torque in a high-speed induction motor, and a comparative investigation of the effectiveness, accuracy, and efficiency of the models has been conducted.
机译:本文讨论了倒置(基于B的)Preisach模型的使用以及将其合并到有限元方法(FEM)中的方法。首先,对基于B的Preisach模型以及正向(基于H的)Preisach模型进行了深入研究,突出了这两种模型的优缺点。该研究证实,除了基于B的模型的主要目的-直接计算磁场H之外,基于B的模型还可以克服一致性问题。因此,事实证明,基于B的模型比基于H的模型更准确。其次,论文建议将基于B的Preisach模型合并到FEM模型中会产生相对准确,计算效率高的仿真。该方法已通过仿真高速感应电动机中的磁滞转矩得到了验证,并且已对模型的有效性,准确性和效率进行了比较研究。

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