超级电容器的各种分析模型:数学研究

U. Mehta, Ravneel Prasad, Kajal Kothari
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引用次数: 10

摘要

超级电容器(sc)广泛用于高功率潜在能源应用,如可再生能源系统,电动汽车,电力电子和许多其他工业应用。这是由于sc含有高功率密度,并且能够自发响应快速充放电需求。材料和制造技术的进步为提高纳米材料的应用提供了广阔的研究空间。许多研究人员研究了各种SC特性及其对能量存储和管理性能的影响。本文综述了各种基于分数阶演算的SC模型,重点介绍了推导出的经典SC模型的解析研究。研究普遍认为,这种参数化的电阻-电容网络简化了SCs的电学行为表征,以处理复杂的内部结构。分数阶微积分已被用来建立SC模型,目的是了解其复杂的结构。最后,使用等效电路列出了不同研究人员用来理解SC行为的不同SC模型的性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
VARIOUS ANALYTICAL MODELS FOR SUPERCAPACITORS: A MATHEMATICAL STUDY
Supercapacitors (SCs) are used extensively in high-power potential energy applications like renewable energy systems, electric vehicles, power electronics, and many other industrial applications. This is due to SCs containing high-power density and the ability to respond spontaneously with fast charging and discharging demands. Advancements in material and fabrication techniques have induced a scope for research to improve the application of SCs. Many researchers have studied various SC properties and their effects on energy storage and management performance. In this paper, various fractional calculus-based SC models are summarized, with emphasis on analytical studies from derived classical SC models. Study prevails such parameterized resistor–capacitor networks have simplified the representation of electrical behavior of SCs to deal with the complicated internal structure. Fractional calculus has been used to develop SC models with the aim of understanding their complicated structure. Finally, the properties of different SC models utilized by various researchers to understand the behavior of SCs are listed using an equivalent circuit.
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