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Discrepancy Between Derivative Orders in Fractional Supercapacitor Models for Charging and Discharging Cycles

机译:分数超级电容器模型中充放电循环的导数阶之间的差异

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This paper presents results of research related to estimating a fractional order of supercapacitor models governed by non-integer differential equations. The results are determined on the basis of supercapacitors responses to voltage and current steps of different values, separately for charging and discharging cycles. The use of fractional order models makes it possible to reduce the complexity of the model and, at the same time, ensures very good compliance with the real system response. It is well known that the fractional order of the differential equations corresponds to the physicochemical properties of the supercapacitor. Three widely available supercapacitors are examined. The tests are carried out for five different values of voltage and current steps. The obtained results indicate an important dependence of the estimated non-integer order also on the conditions of their use.
机译:本文介绍了与估计由非整数微分方程控制的超级电容器模型的分数阶有关的研究结果。根据超级电容器对不同值的电压和电流阶跃的响应(分别针对充电和放电循环)确定结果。使用分数阶模型可以降低模型的复杂性,同时确保与实际系统响应的良好一致性。众所周知,微分方程的分数阶对应于超级电容器的物理化学性质。研究了三种广泛可用的超级电容器。针对电压和电流阶跃的五个不同值执行测试。获得的结果表明,所估计的非整数顺序也严重依赖于其使用条件。

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