基于分解技术和NARX算法的锂离子电池容量退化轨迹预测

Ma’d El-Dalahmeh, Imran Bashir, M. Al-Greer, M. El‐Dalahmeh
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引用次数: 0

摘要

准确预测锂离子电池的剩余容量对于保证电池以最小的维护成本安全、可靠地运行至关重要。然而,由于电池在其整个使用寿命中退化的复杂和非线性特性,预测锂离子电池仍然可用的容量是一个复杂的过程。此外,容量再生现象对剩余容量预测的准确性有显著影响。为此,信号分解方法因其简单且能够适应锂离子电池的非线性动态行为而成为克服容量再生现象困难的一种更有吸引力和前景的方法。因此,本文研究了三种信号分解技术:离散小波变换、经验模态分解和变分模态分解技术在分析容量再生现象中的性能。提出了一种非线性自回归神经网络算法来预测电池未来容量的变化轨迹。通过使用NASA艾姆斯研究中心和先进生命周期工程中心(CALCE)的两个数据集分析了所提出算法的性能。对比结果表明,结合非线性自回归神经网络的变分模态分解方法以2.385%的RMSE和1.6%的MAE优于其他方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Lithium-ion Batteries Capacity Degradation Trajectory Prediction Based on Decomposition Techniques and NARX Algorithm
It is critical to accurately predict the remaining capacity of lithium-ion batteries to guarantee safe, reliable operation with minimal maintenance costs. However, because of the complicated and nonlinear characteristics of the battery’s degradation throughout its lifetime, predicting the amount of capacity that will still be available in lithium-ion batteries is a complex process. In addition, the phenomena of capacity regeneration have a significant impact on the accuracy of the remaining capacity projection. For this purpose, the signal decomposition method is becoming a more attractive and promising method for overcoming the difficulty of the capacity regeneration phenomena due to its simplicity and capability to accommodate the nonlinear dynamic behaviour of the lithium-ion battery. Therefore, this paper investigates the performance of three signal decomposition techniques: the discrete wavelet transforms, the empirical mode decomposition, and the variational mode decomposition techniques in analysing the capacity regeneration phenomenon. The nonlinear autoregressive neural network algorithm is developed to predict the trajectory of the future capacity of the battery. The performance of the proposed algorithms is analysed by using two datasets from NASA Ames Research centre and the centre for advanced life cycle engineering (CALCE). The comparison results demonstrate that the variational mode decomposition method combined with the nonlinear autoregressive neural network outperforms other methods with 2.385% RMSE and 1.6% MAE.
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