Improved lithium battery state of health estimation and enhanced adaptive capacity of innovative kernel extreme learning machine optimized by multi-strategy dung beetle algorithm

IF 2.4 4区 化学 Q3 CHEMISTRY, PHYSICAL Ionics Pub Date : 2024-11-18 DOI:10.1007/s11581-024-05914-6
Daijiang Mo, Shunli Wang, Mengyun Zhang, Yongcun Fan, Wenjie Wu, Carlos Fernandez, Qiyong Su
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Abstract

Accurate estimation of the state of health (SOH) of lithium batteries is crucial to ensure the reliable and safe operation of lithium batteries. Aiming at the problems of low accuracy of extreme learning machine and poor mapping ability of conventional kernel function, this paper constructs a kernel extreme learning machine model and uses a multi-strategy improved dung beetle algorithm to find the optimal parameters. In this paper, for the poor estimation effect caused by the difficulty of adapting the conventional kernel function to nonlinear batteries, we design a cosine polynomial kernel function, which improves the linear divisibility of the data; in addition, for the global search, local development, and convergence improvement of the dung beetle algorithm, we introduce the optimal Latin hypercubic idea, the Cauchy variation strategy, and the sparrow alert mechanism, which successfully improve the parameter searching capability and sensitivity of the algorithm, respectively. We successfully improve the capability and sensitivity of the algorithm in parameter searching. We experimentally verify the reliability and validity of the proposed model, and the maximum root mean square error and the average absolute percentage error obtained in the test are not higher than 0.00753 and 0.00399, respectively, and the minimum fit is not lower than 0.9921, which reflects the high accuracy and strong adaptive ability of the model.

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改进锂电池健康状态估计,增强多策略屎壳郎算法优化的创新核极限学习机自适应能力
准确估计锂电池的健康状态(SOH)是保证锂电池可靠、安全运行的关键。针对极限学习机精度低、常规核函数映射能力差的问题,本文构建了核极限学习机模型,并采用多策略改进的屎壳郎算法寻找最优参数。本文针对传统核函数难以适应非线性电池而导致估计效果不佳的问题,设计了余弦多项式核函数,提高了数据的线性可整除性;此外,针对屎壳虫算法的全局搜索、局部发展和收敛性改进,我们引入了最优拉丁超立方思想、柯西变异策略和麻雀警报机制,分别成功地提高了算法的参数搜索能力和灵敏度。我们成功地提高了算法在参数搜索方面的能力和灵敏度。我们通过实验验证了所提出模型的信度和有效性,试验得到的最大均方根误差和平均绝对百分比误差分别不高于0.00753和0.00399,最小拟合不低于0.9921,反映了模型的高准确性和强自适应能力。
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来源期刊
Ionics
Ionics 化学-电化学
CiteScore
5.30
自引率
7.10%
发文量
427
审稿时长
2.2 months
期刊介绍: Ionics is publishing original results in the fields of science and technology of ionic motion. This includes theoretical, experimental and practical work on electrolytes, electrode, ionic/electronic interfaces, ionic transport aspects of corrosion, galvanic cells, e.g. for thermodynamic and kinetic studies, batteries, fuel cells, sensors and electrochromics. Fast solid ionic conductors are presently providing new opportunities in view of several advantages, in addition to conventional liquid electrolytes.
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