简单非线性电路中的铁共振发生条件

Danil K. Buslaev, Julia K. Ochkovskaya, L. D. Ziles
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引用次数: 1

摘要

本文介绍了具有非线性电感的简单RLC中铁共振发生条件的研究结果。这次调查采用了物理方法。铁磁谐振被认为是存在于电路中的周期性过程。电感的实际磁化曲线用分段线性函数逼近。因此,铁共振是由近似定义的具有每个电感值的一系列瞬态。所建立的铁共振现象模型定义了其主要特征。基于这些特性,研究得出了确定铁谐振发生区域边界作为电路参数函数的解析方程。
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Ferroresonance Occurrence Conditions in a Simple Nonlinear Circuit
This paper presents results of investigating of ferroresonance occurrence conditions in a simple RLC with a nonlinear inductance. The physical approach is used for this investigation. Ferroresonance is considered as a periodical process existing in the circuit. The real magnetizing curve of the inductance has been approximated by piecewise-linear function. Ferroresonance thus is a succession of transients with each of the inductance values, defined by approximation. The created model of ferroresonance phenomenon defines its main characteristics. Based on these characteristics, investigation resulted in analytical equations determining boundaries of ferroresonance occurrence area as a function of the circuit parameters.
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