递归最小平方滤波器
等效电路
控制理论(社会学)
窗口(计算)
估计理论
锂(药物)
最小二乘函数近似
计算机科学
遗忘
电池(电)
电子工程
工程类
算法
数学
电气工程
功率(物理)
自适应滤波器
统计
物理
电压
人工智能
语言学
量子力学
控制(管理)
估计员
哲学
内分泌学
操作系统
医学
作者
Yihua Liu,Guan‐Jhu Chen,Hung-Yu Pai,Désiré Rasolomampionona,Elia Brescia,Enrico Elio De Tuglie
标识
DOI:10.1109/tia.2025.3588810
摘要
This paper presents a novel adaptive moving window forgetting factor method specifically designed for the decoupled recursive least squares approach applied to the second-order equivalent circuit model of batteries, The proposed technique adjusts weights using historical and current modeling errors, reducing complexity and improving parameter accuracy. To further improve its efficiency, the jellyfish search algorithm was employed to fine-tune the hyperparameters. Three distinct load profiles—the federal urban driving schedule, the dynamic stress test, and the supplemental federal test procedure driving schedule for United States —were selected to validate the effectiveness of the proposed algorithms. Experimental results show that the proposed method reduces the mean absolute error of terminal voltage by up to 74.3%, with an average improvement of 34.6% over the fixed forgetting factor method. Furthermore, it outperforms the sliding window difference forgetting factor method by up to 52.6%, with an average gain of 27.8%. Lastly, the method demonstrates up to 42.6% improvement and an average enhancement of 26.0% 20 over the original adaptive moving window forgetting factor method. In comparison to the aforementioned three methods, the proposed approach shows the capability to reduce mean absolute error of state of charge by up to 40.5%, 23.0%, and 7.6%, respectively
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