考虑微特性的ZnO压敏电阻计算模型

Jingke Guo, P. Meng, Zheng Liu, Wenhao Lu, Long Zhao, Xiao Lei, Shan Li
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引用次数: 3

摘要

电力系统的绝缘等级是根据避雷器的过电压保护等级来确定的。氧化锌(ZnO)压敏电阻器因其优异的非线性电压-电流特性和高的浪涌能量吸收能力而被广泛用作电源避雷器和浪涌抑制器的核心元件。ZnO压敏电阻的电学特性是由其复杂的微观结构和晶界特性决定的。本研究基于Voronoi模型建立了ZnO压敏电阻的微观结构模型。采用考虑晶间旁通效应的晶界分带模型,建立了求解ZnO压敏电阻宏观电性能的大尺度非线性电阻网络方程。针对传统牛顿迭代法难以求解大规模非线性电阻网络方程的问题,提出了一种基于分段线性化和微分重构的快速优化算法。计算结果的误差指数小于10$^{-3}$数量级。此外,通过计算得到了尖晶石含量、晶粒尺寸不均匀性和孔隙率等微观结构参数对ZnO压敏电阻电性能的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Calculation Model for ZnO Varistor Considering Micro-characteristics
The insulation level of power system is based on the overvoltage protection level of arresters. Zinc oxide(ZnO) varistor is widely used as the core element in power arrester and surge suppressor because of its excellent nonlinear voltage-current(V-I) characteristics and high surge energy absorption capability. Electrical characteristics of ZnO varistor are determined by its complex micro-structure and grain boundary characteristics. In this study, the microstructure model of ZnO varistor is established based on Voronoi model. A large-scale nonlinear resistance network equation for solving the macroscopic electrical properties of ZnO varistors is established by using a grain boundary zoning model considering intergranular bypass effect. Aiming at that it is difficult to solve the large-scale nonlinear resistance network equation by using the conventional Newton iterative method, a fast optimization algorithm based on piecewise linearization and differential reconstruction is proposed. The error index of the calculation result is less than 10$^{-3}$ orders of magnitude. Besides, the effects of microstructure parameters, such as spinel content, nonuniformity of grain size and porosity on the electrical properties of ZnO varistors were obtained by calculation.
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