电池(电)
荷电状态
计算机科学
维数之咒
网格
最优化问题
可靠性工程
贝叶斯优化
数学优化
储能
工程类
功率(物理)
算法
数学
机器学习
物理
几何学
量子力学
作者
Benben Jiang,Marc D. Berliner,Kun Lai,Patrick A. Asinger,Hongbo Zhao,Patrick K. Herring,Martin Z. Bazant,Richard D. Braatz
出处
期刊:Applied Energy
[Elsevier BV]
日期:2021-11-30
卷期号:307: 118244-118244
被引量:97
标识
DOI:10.1016/j.apenergy.2021.118244
摘要
Lithium-ion batteries are one of the most commonly used energy storage device for electric vehicles. As battery chemistries continue to advance, an important question concerns how to efficiently determine charging protocols that best balance the desire for fast charging while limiting battery degradation mechanisms which shorten battery lifetime. Challenges in this optimization are the high dimensionality of the space of possible charging protocols, significant variability between batteries, and limited quantitative information on battery degradation mechanisms. Current approaches to addressing these challenges are model-based optimization and grid search. Optimization based on electrochemical models is limited by uncertainty in the underlying battery degradation mechanisms and grid search methods are expensive in terms of time, testing equipment, and cells. This article proposes a fast-charging Bayesian optimization strategy that explicitly includes constraints that limit degradation. The proposed BO-based charging approaches are sample-efficient and do not require first-principles models. Three different types of acquisition function (i.e., expected improvement, probability of improvement, and lower confidence bound) are evaluated. Their efficacies are compared for exploring and exploiting the parameter space of charging protocols for minimizing the charging time for lithium-ion batteries described by porous electrode theory. The probability-of-improvement acquisition function has lower mean and best minimum charging times than the lower-confidence-bound and expected-improvement acquisition functions. We quantify the decrease in the minimum charging time and increase in its uncertainty with increasing number of current steps used in charging protocols. Understanding ways to increase the convergence rate of Bayesian optimization, and how the convergence scales with the number of degrees of freedom in the optimization, serves as a baseline for extensions of the optimization to include battery design parameters.
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