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引用次数: 0
摘要
由于理论容量高且对环境无害,锡(Sn)阳极是最有希望应用的电极之一。利用基于图像的有限元方法,我们重建了锡活性相,并评估了锂离子浓度的分布和应力的演变。为了解释锡电极在充放电过程中的巨大变形,我们提出了一个基于粘弹性理论的理论框架来研究锡阳极的化学机械耦合行为。首先,我们应用有限变形理论研究了粘塑性导致 von Mises 应力降低的提议。然后,考虑到锂-硒体系中与应力相关的扩散,阐明了微结构对应力演变、局部电动势和循环性能的影响。结果表明,微观结构对应力场和电动势分布有显著影响。此外,我们的结果表明,浓度分布会导致急剧的梯度,并且在表面凹凸部位的 von Mises 应力变化很大。然后,我们提出了循环次数对塑性应力和应力偏置电压的影响。因此,真实微观结构的预测行为有望用于设计具有可调微观结构的电极。
A viscoplastic approach to the chemomechanical behavior of Sn microstructure
Due to the high theoretical capacity and environmental benignity, the tin (Sn) anode is one of the most promising candidates for applications as an electrode. Using an image-based finite element approach, we rebuilt the Sn active phase and evaluated the distribution of Li-ion concentration and evolution of stress. To account for the large deformation of the Sn electrode during the charge/discharge process, we proposed a theoretical framework based on viscoplasticity theory to study the chemomechanical coupling behavior of the Sn anode. First, we applied finite deformation theory to investigate the proposal that viscoplasticity induced the reduction in von Mises stress. Then, considering the stress-dependent diffusion in Li-Sn systems, the effects of microstructure on the stress evolution, local electric potential, and cycle performance were elucidated. Our results revealed that the microstructure significantly influenced the stress field and distribution of electric potential. Additionally, our results showed that concentration distributions result in a sharp gradient and that the von Mises stress varied significantly at the chosen concave or convex sites of the surface. Then, we proposed the effects of the number of cycles on the plastic stress and the stress-biased voltage. As a result, the predicted behavior of real microstructure has the potential to be utilized in the design of electrodes with tunable microstructure.
期刊介绍:
Drawing from all areas of engineering, materials, and biology, the mechanics of solids, materials, and structures is experiencing considerable growth in directions not anticipated a few years ago, which involve the development of new technology requiring multidisciplinary simulation. The journal stimulates this growth by emphasizing fundamental advances that are relevant in dealing with problems of all length scales. Of growing interest are the multiscale problems with an interaction between small and large scale phenomena.