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首页> 外文期刊>Journal of Beijing Institute of Technology >Application of Fractal Theory in Simulation of Ferromagnetic Elements' Hysteresis Loop in Transformer
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Application of Fractal Theory in Simulation of Ferromagnetic Elements' Hysteresis Loop in Transformer

机译:分形理论在变压器铁磁元件磁滞回线仿真中的应用

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摘要

The simulation of the transformer transient is one of the indispensable qualifications for improving the performance of transformer protection, the key technique of the transformer's transient simulation is the treatment of ferromagnetic elements' loop. Thus the shapes of the primary hysteresis loop and each internal secondary hysteresis loop in the identical magnetism conducting are analyzed, and then it is proposed that there are some fractal characteristics in the relation between them. The fractal phenomenon of the ferromagnetic elements' hysteresis loop in the transformer' s transient simulation is first brought forward, the mutuality between the ferromagnetic elements' primary hysteresis loop and its secondary hysteresis loops is revealed in mechanism by using the fractal theory. According to the iterated function system of fractal theory, the secondary hysteresis loops can be generated by the iterative calculation of the primary loop. The simulation results show the validity of this idea.
机译:变压器暂态仿真是提高变压器保护性能必不可少的条件之一,变压器暂态仿真的关键技术是铁磁元件环路的处理。因此,分析了相同磁导率中的一次磁滞回线和每个内部二次磁滞回线的形状,然后提出它们之间的关系具有分形特性。首先提出了变压器瞬态仿真中铁磁元件磁滞回线的分形现象,利用分形理论揭示了铁磁元件的初级磁滞回线与次级磁滞回线之间的相互关系。根据分形理论的迭代函数系统,可以通过对主回路的迭代计算来生成次级磁滞回路。仿真结果表明了该思想的有效性。

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