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Lithium ion rechargeable battery, galvanostatics: Computer simulation and calculation of characteristics of the anode active layer of arbitrary thickness with low lithium diffusivity

机译:锂离子可充电电池,恒电流:任意厚度,低锂扩散性的阳极活性层的计算机模拟和计算

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摘要

The work of a lithium ion rechargeable battery operating under galvanostatic discharge conditions is simulated. Attention is focused on the complete mathematical description of processes in electrode active layers. The central problem in the theory of lithium ion batteries is the possibility of analyzing the following two processes that proceed simultaneously in space and time: depletion and enrichment of the active substance (intercalator) grains with lithium atoms and the ohmic-limitation-induced redistribution of the electrode potential in time throughout the active layer thickness. A new approach to the central problem is considered. It is based on comparing the characteristic times of two main processes occurring in electrodes. Here, the lithium atom diffusivity in intercalator grains plays the decisive role. Two regions of diffusivity values, i.e., high and low, can be singled out. Algorithms are developed for solving the complete system of equations for the most complicated case, namely, active layers of arbitrary thickness with low diffusivity of lithium atoms. The following electrode working parameters (for anode) are calculated: optimal active layer thickness, discharge time, anode specific capacitance, and final potential at the active layer/interelectrode space interface.
机译:模拟了在恒电流放电条件下运行的锂离子充电电池的工作。注意集中在电极活性层中过程的完整数学描述上。锂离子电池理论中的中心问题是可能分析以下两个在空间和时间上同时进行的过程:含锂原子的活性物质(嵌入剂)晶粒的耗尽和富集以及欧姆限制引起的锂的再分布整个活性层厚度中的电极电位随时间变化。考虑了解决中心问题的新方法。它基于比较电极中发生的两个主要过程的特征时间。在此,嵌入剂晶粒中锂原子的扩散性起决定性作用。可以选择两个区域的扩散率值,即高和低。开发了用于求解最复杂情况的完整方程组的算法,即,任意厚度的有源层和锂原子的低扩散率。计算出以下电极工作参数(用于阳极):最佳活性层厚度,放电时间,阳极比电容以及活性层/电极间空间界面的最终电势。

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