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Weight-Function Identification for the Preisach Model of Laminated Steels Using Concentric Hysteresis Loops

机译:使用同心滞后环的层压钢预体函数识别

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This paper proposes a new methodology to obtain the weight function of the Preisach model for non-oriented laminated steels using concentric hysteresis loops. In this methodology, first the experimental weight function is obtained from measured concentric hysteresis loops, and a mathematical technique is applied to remove the existing negative values. Based on the shape of the modified weight function, a new analytic function is proposed as a weight function for the Preisach model. The proposed analytic function is more advanced than the conventional probability functions proposed in literature, such that it is able to better mimic the actual shape of the weight function. The unknown parameters of the analytic weight function are identified by minimizing the error between the Preisach model and the modified measurements. Using the proposed analytic weight function, the minimum rms error is reduced to less than 0.5%, and a decent agreement is achieved between the model and the measurement.
机译:本文提出了一种新的方法,以获得使用同心滞后环的非定向层压钢预测模型的重量函数。在该方法中,首先,从测量的同心滞后环获得实验重量函数,并且应用数学技术来消除现有的负值。基于改进的重量函数的形状,提出了一种新的分析功能作为预震模型的重量函数。所提出的分析功能比文献中提出的传统概率函数更先进,使得它能够更好地模拟重量函数的实际形状。通过最小化Preisach模型和修改测量之间的误差来识别分析权重功能的未知参数。使用所提出的分析重量函数,最小rms误差减少到小于0.5%,在模型和测量之间实现了一个体面的协议。

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