具有选定静态电流-电压特性的电弧的mayer - pentegov模型

A. Sawicki
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引用次数: 0

摘要

描述了电弧的mayer - pentegov数学模型的基本性质。选择了一组广义函数来近似静态电压电流特性。在此基础上,确定了电导函数相对于电流平方的导数,用于计算非线性阻尼函数。给出了依赖于近似函数参数的静态特性族。利用电弧模型对电路过程进行仿真,得到了动态电压电流特性。通过使用大范围的参数变化,证明了采用各种近似静态特性的开发模型的可用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Mayr-Pentegov Model of Electric Arc with Selected Static Current-Voltage Characteristics
The basic properties of the Mayr-Pentegov mathematical model of the electric arc were described. A set of generalized functions has been selected to approximate static voltage-current characteristics. On their basis, derivatives of the conductance function relative to the squared current, which are used to calculate the non-linear damping function, were determined. Families of static characteristics dependent on parameters of approximating functions are presented. As a result of the simulations of processes in the circuit with the electric arc model, the family obtained dynamic voltage-current characteristics. By using wide ranges of parameter changes, the usability of the developed model using various approximations of static characteristics was demonstrated.
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