A comparative study of different equivalent circuit models for estimating state-of-charge of lithium-ion batteries
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A comparative study of different equivalent circuit models for estimating state-of-charge of lithium-ion batteries

机译:不同等效电路模型估算锂离子电池的充电的比较研究

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AbstractAn appropriate model is a prerequisite for accurate state-of-charge (SOC) estimation. The widely used equivalent circuit models (ECMs) employ a variety of forms; thus, to find the optimum ECM is a primary task for SOC estimation. In this work, we examined eleven ECMs to fulfill the following goals: (1) to compare the typical ECMs for accuracy, stability, and robustness of model and SOC estimation; (2) to compare and evaluate the robustness of the ECMs considering model and sensor errors. The results indicate that the model accuracy does not always improve by increasing the order of the RC network. Conversely, over-fitting problems appear with a certain probability. The first- and second-order RC models are the best choice owing to their balance of accuracy and reliability for LiNMC batteries. The higher-order RC model has better robustness considering the variation in model parameters and sensor errors. Independently of the ECM adopted, an accurate OCV-SOC curve and high precision sensors are essential.Highlights?Eleven equivalent circuit models compared for model/SOC accuracy, stability, robustness.?First- and second-order RC models have best balance of accuracy and reliability.?A higher-order RC model increased robustness.?Accurate SOC-OCV curve and high precision sensors are essential for SOC estimation.]]>
机译:<![CDATA [ 抽象 一种合适的型号是用于准确国家的充电状态(SOC)估计的先决条件。广泛使用的等效电路模型(ECM中)采用各种形式;因此,找到最佳ECM为SOC估计的首要任务。在这项工作中,我们研究了11级的ECM实现以下目标:(1)比较的准确性,稳定性和模型和SOC估算的稳健性典型的ECM; (2)以比较和评价考虑模型和传感器误差的ECM的鲁棒性。结果表明,该模型的精度并不总是通过增加RC网络的顺序提高。相反,过度拟合问题似乎有一定的概率。一阶和二阶RC模型是由于其对LiNMC电池准确性和可靠性的平衡的最佳选择。高阶RC模型具有较好的稳健性考虑模型参数和传感器误差的变化。独立地通过的ECM的,准确的OCV-SOC曲线和高精度传感器是必需 亮点 < CE:对ID = “P0010” 视图= “所有”>十一等效电路模型/ SOC的精度,稳定性,鲁棒性 第一代和第二阶RC模型具有准确性和可靠性的最佳平衡 较高阶RC模型增加的鲁棒性 准确SOC-OCV曲线,高精度传感器对于SOC推定必要 ]]>

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