基于长短期记忆的变放电电流下电池健康状态在线评估

Areum Kim, Sukhan Lee
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引用次数: 3

摘要

在实际操作中,准确估计电池的健康状态(SOH)对于预测电池的老化或异常状态,进行基于状态的维护以及安全性非常重要。传统的基于电池放电特性(如电压和电荷变化)估计SOH的方法主要处理单个循环的恒定放电电流。然而,很明显,为了使电池的SOH估计在实际应用中可行,应该考虑放电电流的周期内和周期间变化。本文表明,即使在实时载荷变化引起的周期内和周期间放电电流变化的情况下,也可以准确地估计出电池的SOH,并具有足够的泛化功率。具体来说,首先,我们提出用四个特征来表示电池的放电特性:电压和电流分布的熵,以及一个周期内总充电量和平均电流的额定量。然后将这四个特征值的序列输入到堆叠LSTM中进行SOH估计。实验基于CALCE数据集和循环内时变放电电流下采集的数据集。结果表明,在变放电电流条件下,该方法的SOH估计精度可达到或优于恒放电电流估计精度。
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Online State of Health Estimation of Batteries under Varying Discharging Current Based on a Long Short Term Memory
Accurate estimation of the State-of-Health (SOH) of a battery in a real-world operation is important for predicting its aging or anomaly status for the condition based maintenance as well as for the safety. Conventional approaches to the SOH estimation based on battery discharging characteristics, such as voltage and charge variations, deal mainly with the constant discharging current at individual cycles. However, it is clear that, in order to have the SOH estimation of a battery viable in real-world applications, the intra- and inter-cycle variation of discharging current should be taken into consideration. This paper shows that the battery SOH can be estimated accurately, with a sufficient generalization power, even under the varying intra- and inter-cycle discharging currents incurred by realtime payload variations. Specifically, first, we propose to represent the discharging characteristics of a battery by the four features: the entropies of the voltage and current distributions as well as the rated amounts of the total charge and the average current within a cycle. A sequence of these four feature values obtained along the progress of cycles are then input to a stacked LSTM for SOH estimation. Experiments are conducted based on CALCE datasets and the datasets collected under the intra-cycle time-varying discharging currents. The results indicate that the proposed method is able to obtain the accuracy of SOH estimation as high as, or even better than, that of the constant discharging current under varying discharging currents.
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