Online Estimation of Electrochemical Impedance Spectra for Lithium-Ion Batteries via Discrete Fractional Order Model

Shi-fei Yuan, Hongjie Wu, Xi Zhang, Chengliang Yin
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引用次数: 22

Abstract

An electrochemical impedance spectrum is one critical non-destructive approach to indicate the health status of lithium-ion batteries. This paper presents an online model-based method of estimating the electrochemical impedance spectra based on discrete fractional order model. Firstly, a discrete fractional order model (FOM) is employed to model the dynamic behavior of the lithium-ion battery, especially the diffusion kinetics. In addition, another highlight of FOM lay on its significant performance in the impedance modeling for Li-ion battery over a wide range of frequency domain. Secondly, the Levenberg-Marquardt algorithm is adopted to identify parameters of FOM recursively. Based on identification results, the electrochemical impedance spectra can be obtained by simulation. Finally, a verifying experiment is carried out based on hybrid pulse power characterization test (HPPC) mixed by EIS test. The first order and second order equivalent circuits (short as, EC1 & EC2) have been imported here as the comparison with the fractional order model. The simulation results reveal that the fractional order model can ensure an acceptable accuracy of the RMS of impedance spectra, with a maximum error being less than 0.1mohm.
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基于离散分数阶模型的锂离子电池电化学阻抗谱在线估计
电化学阻抗谱是检测锂离子电池健康状态的一种重要的非破坏性方法。提出了一种基于离散分数阶模型的电化学阻抗谱在线估计方法。首先,采用离散分数阶模型(FOM)对锂离子电池的动力学行为,特别是扩散动力学进行建模。此外,FOM的另一个亮点在于其在锂离子电池宽频域阻抗建模方面的显著性能。其次,采用Levenberg-Marquardt算法对FOM参数进行递归辨识。基于识别结果,通过仿真得到了电化学阻抗谱。最后,在混合脉冲功率特性测试(HPPC)和EIS测试的基础上进行了验证实验。这里引入一阶和二阶等效电路(简称为EC1和EC2)与分数阶模型进行比较。仿真结果表明,分数阶模型能保证阻抗谱均方根的精度,最大误差小于0.1mohm。
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