高倍率电磁发射下磷酸铁锂动力电池的理论模型

IF 3.4 Q1 ENGINEERING, MECHANICAL
Ren Zhou, Junyong Lu, Xinlin Long, Yiting Wu, Lang Liu, Yingquan Liu
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引用次数: 6

摘要

针对传统电池理论模型在电磁发射大倍率放电时误差较大的问题,海军工程大学提出了考虑脉冲周期条件、温度和寿命因素的Shepherd导数模型。传统锂离子电池的放电倍率不超过10C,而电磁发射的放电倍率达到60C。超大放电速率的连续脉冲循环条件导致电池内部发生许多独特的电化学反应。传统的模型不能准确地描述电池的放电特性。准确的电池理论模型是系统效率计算、精确的放电控制和剩余容量预测的重要基础。为此,搭建了电磁发射实验平台,测量了电池在不同倍率、温度和寿命衰减下的放电特性。通过实验测试和分析,分析了传统模型不能准确表征大倍率放电过程的原因。并结合电磁发射拓扑结构,利用遗传算法设计了一种新的电池理论模型。数值模拟结果与实验结果进行了比较,验证了模型在大流量放电情况下的准确性。在此基础上,应用多种放电条件来检验模型的适用性,得到了较好的结果。最后,结合电磁发射系统的连续周期脉冲条件,验证了模型的稳定性和准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Theoretical model of lithium iron phosphate power battery under high-rate discharging for electromagnetic launch

Theoretical model of lithium iron phosphate power battery under high-rate discharging for electromagnetic launch

Due to the large error of the traditional battery theoretical model during large-rate discharge for electromagnetic launch, the Shepherd derivative model considering the factors of the pulse cycle condition, temperature, and life is proposed by the Naval University of Engineering. The discharge rate of traditional lithium-ion batteries does not exceed 10C, while that for electromagnetic launch reaches 60C. The continuous pulse cycle condition of ultra-large discharging rate causes many unique electrochemical reactions inside the cells. The traditional model cannot accurately describe the discharge characteristics of the battery. The accurate battery theoretical model is an important basis for system efficiency calculation, precise discharge control, and remaining capacity prediction. To this purpose, an experimental platform for electromagnetic launch is built, and discharge characteristics of the battery under different rate, temperature, and life decay are measured. Through the experimental test and analysis, the reason that the traditional model cannot accurately characterize the large-rate discharge process is analyzed. And a novel battery theoretical model is designed with the help of genetic algorithm, which is integrated with the electromagnetic launch topology. Numerical simulation is compared with the experimental results, which verifies the modeling accuracy for the large-rate discharge. On this basis, a variety of discharge conditions are applied to test the applicability of the model, resulting in better results. Finally, with the continuous cycle-pulse condition in the electromagnetic launch system, the stability and accuracy of the model are confirmed.

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