锂离子电池的实时分析和控制建模:一种数据驱动的方法*

Omidreza Ahmadzadeh, Renato Rodriguez, D. Soudbakhsh
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引用次数: 5

摘要

提出了锂离子电池的数据驱动模型(DDM)。精确的lib实时建模允许更快,更积极的输入和操作,提高其性能和安全性。采用以电解液为植物动力学的增强单粒子模型建立了DDM模型。基于势项库建立了系统的稀疏模型。采用了一种促进稀疏性的优化算法来平衡模型精度和复杂度之间的关系。我们比较了顺序阈值岭回归(STRidge)和LASSO优化,并展示了使用STRidge的优势。首先,我们开发了一个仅使用电压和电流信号的模型(模型I)。通过验证和泛化测试评估了模型I的性能和稳健性,其中模型的归一化均方根误差(NRMSE)值小于1.6%。此外,我们评估了模型I对噪声的稳健性,实现了nsme < 2%。我们用充放电曲线表示了模型一参数的变化趋势。然而,随着荷电状态(SOC)的变化,该模型需要开关参数。因此,我们通过在库中加入与SOC相关的术语(模型II)来增强模型,以避免切换。我们使用US06公路行驶循环来展示模型II的性能,电池的充电从40%SOC到20%SOC变化,误差很小(NRMSE=4.78%)。结果表明,该模型能较准确地预测细胞在模拟情景下的动态响应。这些模型是可解释的,因为它们有明确的输入和输出条款,并允许有效的控制设计。
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Modeling of Li-ion batteries for real-time analysis and control: A data-driven approach*
This paper presents a data-driven model (DDM) of Li-ion batteries (LIBs). Accurate real-time modeling of LIBs allows for faster and more aggressive inputs and operations, improving their performance and safety. The DDM was developed using the enhanced single-particle model with electrolyte as the plant dynamics. A sparse model of the system was developed based on a library of potential terms. A sparsity-promoting optimization algorithm was used to balance the trade-off between the model accuracy and complexity. We compared the Sequentially Thresholded Ridge regression (STRidge) and a LASSO optimization and showed the advantages of using the STRidge. First, we developed a model using only voltage and current signals (Model I). Model I’s performance and robustness were assessed via validation and generalization tests, where the model achieved normalized root mean square error (NRMSE) values of less than 1.6%. Additionally, we evaluated Model I’s robustness to noise, achieving NRSME< 2%. We showed the trend of Model I parameters with the charge/discharge curves. However, this model required switching parameters as state-of-charge (SOC) changes. Therefore, we augmented the model by including terms related to the SOC in the library (Model II) to avoid switching. We showed the performance of Model II using the US06 highway driving cycle as the cell’s charge varied from 40%SOC to 20%SOC with small errors (NRMSE=4.78%). The results showed that the models accurately predict the dynamic response of the cells in the simulated scenarios. The models are interpretable as they have explicit input and output terms and allow for efficient control design.
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