整合拓扑数据分析和熵特征,预测锂离子电池的健康状况

Manoj K. Singh , Anuj Kumar , Sangeeta Pant , Shshank Chaube , Kriti Misra , Jitendra Pal Singh , Ketan Kotecha
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摘要

锂离子电池因其优异的性能被广泛应用于许多设备中。然而,它们在电动汽车中的应用面临着诸如有限的行驶里程和可变的循环寿命等挑战。数据驱动的方法有助于更好地理解电池的老化机制。准确预测电池的健康状态(SoH)对于提高电池技术和寿命至关重要。结合充电周期中电压/温度提取的特征,机器学习算法可用于预测电池的SoH。通过整合已知特征来创建新的特征向量,从而帮助机器学习(ML)算法解决特定问题将是一项新颖的工作。利用拓扑数据分析(TDA)技术和熵特征来创建一个特征向量,该特征向量可以通过称为长短期记忆神经网络的机器学习模型预测电池的SoH。TDA特征表示数据中随容差值增加而出现/消失的一维和二维孔洞的函数。熵特征表示数据集中存在的信息量。定义时间序列数据的熵有多种方法。在本文中,我们仔细选择了适合电池数据集的熵。牛津大学电池退化数据集是公开的,用于应用长短期记忆(LSTM)模型。具有拓扑数据分析特征的模型的平均平均绝对误差(MAE)为0.02045(2.56 %),而具有熵特征的模型的平均MAE为0.02241(2.77 %)。而集成熵- tda特征的模型平均MAE仅为0.02025(2.54 %)。模型中的低MAEs表明,通过整合拓扑熵特征创建的特征集将有助于预测锂离子电池的SoH。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Integration of topological data analysis and entropy features for the prediction of lithium-ion battery state-of-health
Lithium-ion batteries are now widely used in many devices due to their high performance. However, their use in electric vehicles poses challenges such as limited driving range and variable cycle life. A data-driven approach can be useful to better understand the aging mechanisms of batteries. Predicting a battery’s State-of-Health (SoH) accurately is crucial to improve battery technology/life. A machine learning algorithm, combined with features extracted from voltage/temperature during a charging cycle, can be used to predict the SoH of a battery. Creating new feature vector by integrating known features which can help machine learning (ML) algorithms in solving a particular problem will be a novel work. A Topological Data Analysis (TDA) technique and entropy features are utilized to create a feature vector that can predict the SoH of a battery through a machine-learning model called long short term memory neural networks. The TDA features represent the functions of one- and two-dimensional holes in the data which appear/disappear as a tolerance value is increased. The entropy features represent the amount of information present in the dataset. There are multiple ways to define entropy of a time series data. In this article, we carefully selected entropies suitable for the battery datasets. Oxford battery degradation dataset, which is publicly available, was used to apply a Long Short-Term Memory (LSTM) model. The average Mean Absolute Error (MAE) of the model with topological data analysis features is 0.02045 (2.56 %), while the average MAE of the model with entropy features is 0.02241 (2.77 %). However, the average MAE of the model with integrated entropy-TDA features is only 0.02025 (2.54 %). The low MAEs in the models suggest that the feature set created by integrating topological-entropy features will be helpful in predicting the SoH of a Lithium-ion battery.
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