利用相变材料和多孔填充微型通道优化棱柱形锂离子电池的主被动混合热管理

Energy Storage Pub Date : 2024-10-23 DOI:10.1002/est2.70060
R. J. Venkatesh, Vara Prasad Bhemuni, Dilip Shyam Prakash Chinnam, M. D. Mohan Gift
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引用次数: 0

摘要

应对气候变化至关重要,而车辆运输部门电气化对于减少温室气体排放至关重要。锂离子(Li-ion)电池在电动汽车(EV)中具有很高的效率,但也面临着热管理、热失控风险以及锂和钴的高成本等挑战。克服这些挑战对于混合动力汽车和电动汽车的广泛应用至关重要。为了克服这一弊端,本文提出了一种大核注意力图卷积网络(LKAGCN)和风中叶优化算法(LWOA),命名为 LKAGCN-LWOA 技术,该技术通过整合主动和被动冷却技术来增强棱柱形锂离子电池的热管理。该系统将相变材料(PCM)与多孔填充微型通道相结合,可有效调节电池温度。LKAGCN 分析热特性、电池条件和 PCM 特性,利用 LWOA 预测和优化电池组的热行为。所提出的方法可以调整混合热管理系统的参数,确保有效的热调节和更高的性能。建议的方法与卷积神经网络 (CNN)、田口方法和有限元模型 (FEM) 等各种现有方法进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Optimizing Hybrid Active–Passive Thermal Management of Prismatic Li-Ion Batteries Using Phase Change Materials and Porous-Filled Mini-Channels

Tackling climate change is crucial, and electrifying the vehicular transportation sector is essential to reduce greenhouse gas emissions. Lithium-ion (Li-ion) batteries are highly efficient for electric vehicles (EVs) but face challenges such as thermal management, risk of thermal runaway, and high costs of lithium and cobalt. Overcoming these challenges is vital for the widespread adoption of hybrid and EVs. To overcome this drawback, this article proposed a large-kernel attention graph convolutional network (LKAGCN) with leaf in wind optimization algorithm (LWOA) named as LKAGCN-LWOA technique, which enhances the thermal management of prismatic Li-ion batteries by integrating both active and passive cooling techniques. The system incorporates phase change materials (PCMs) with porous-filled mini-channels to regulate battery temperature effectively. The LKAGCN analyze thermal properties, battery conditions, and PCM characteristics to predict and optimize the thermal behavior of the battery pack using LWOA. The proposed methods tune the parameters of the hybrid thermal management system, ensuring efficient thermal regulation and improved performance. The proposed method is compared to various existing methods such as convolutional neural network (CNN), Taguchi method, and Finite element model (FEM).

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