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投稿时间:2023-03-11
投稿时间:2023-03-11
中文摘要: 分形作为一种可利用自相似特性分析不规则对象的方法,能够量化处理研究对象的几何特征,进而更加直观地进行数据分析和规划。介绍了分形的定义及分类,并分析了不同分形间的联系与区别。根据分形描述对象的性质差异,从几何分形和代数分形两个角度综述了分形在电力系统不同领域中的应用现状,并针对应用中面临的若干问题进行了分析。
Abstract:As a method that utilizes the self-similarity property to analyze irregular objects,fractals can quantitatively process the geometric features of research objects,thereby making data analysis and planning more intuitive.This paper first introduces the definition and classification of fractals,and analyzes the connections and differences between different fractals.Then,based on the differences in the properties of objects described by fractals,from the perspectives of geometric fractals and algebraic fractals,the current application status of fractals in different fields of the power system is summarized,and several problems faced in application research are evaluated.Finally,the application of fractals in the power system is summarized.
keywords: fractal power system nonlinear signal topology
文章编号:20234005 中图分类号:TM711 文献标志码:
基金项目:
作者 | 单位 | |
潘家华 | 上海电力大学 电气工程学院 | 1598980677@qq.com. |
李宏仲 | 上海电力大学 电气工程学院 |
引用文本:
潘家华,李宏仲.分形理论在电力系统中的应用综述[J].上海电力大学学报,2023,39(4):339-344.
PAN Jiahua,LI Hongzhong.An Application Review of Fractal Theory in Power System[J].Journal of Shanghai University of Electric Power,2023,39(4):339-344.
潘家华,李宏仲.分形理论在电力系统中的应用综述[J].上海电力大学学报,2023,39(4):339-344.
PAN Jiahua,LI Hongzhong.An Application Review of Fractal Theory in Power System[J].Journal of Shanghai University of Electric Power,2023,39(4):339-344.