An auto-regressive model for battery voltage prediction

S. B. Vilsen, D. Stroe
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Abstract

Accurate modelling of the dynamic behaviour of Lithium-ion (Li-ion) batteries is important in a wide range of scenarios from the determination of appropriate battery-pack size, to battery balancing and state estimation in battery management systems. The prevailing methods used in voltage prediction are the equivalent electrical circuit (EEC) models. EEC models account for the change in the voltage by a series of resistor capacitor networks to mimic the internal resistance of a battery. Thus, given a change in current the EEC models create an appropriate change in the voltage. The downside is that the parameters of the model needs to be fully characterised, across the entire range of usage and life of the battery. This is both time consuming and expensive. In this paper, a linear auto-regressive (AR) process is proposed to account for the short-term dynamic behaviour of the battery cell, allowing for accurate prediction of the voltage given other measurable parameters such as current and temperature. After conducting a sensitivity analysis on the size of the sequence needed to train the AR model, it was found that less than a days worth of raw measurements data is enough to offer a better voltage prediction than a traditional EEC model (the root mean square errors of the two considered voltage estimation approaches were 0.00157 and 0.0133 V, respectively).
电池电压预测的自回归模型
从确定合适的电池组尺寸到电池平衡和电池管理系统中的状态估计,锂离子(Li-ion)电池动态行为的准确建模在广泛的场景中都很重要。电压预测常用的方法是等效电路(EEC)模型。EEC模型通过一系列电阻电容器网络来模拟电池的内阻,从而解释电压的变化。因此,给定电流的变化,EEC模型会产生适当的电压变化。缺点是,该模型的参数需要在整个使用范围和电池寿命范围内得到充分表征。这既耗时又昂贵。在本文中,提出了一个线性自回归(AR)过程来考虑电池的短期动态行为,允许在给定其他可测量参数(如电流和温度)的情况下准确预测电压。在对训练AR模型所需的序列大小进行敏感性分析后,发现不到一天的原始测量数据足以提供比传统EEC模型更好的电压预测(两种考虑的电压估计方法的均方根误差分别为0.00157和0.0133 V)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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