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Computational models for simulations of lithium-ion battery cells under constrained compression tests

机译:约束压缩测试下锂离子电池的仿真计算模型

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摘要

In this paper, computational models are developed for simulations of representative volume element (RVE) specimens of lithium-ion battery cells under in-plane constrained compression tests. For cell components in the finite element analyses, the effective compressive moduli are obtained from in-plane constrained compressive tests, the Poisson's ratios are based on the rule of mixture, and the stress -plastic strain curves are obtained from the tensile tests and the rule of mixture. The Gurson's material model is adopted to account for the effect of porosity in separator and electrode sheets. The computational results show that the computational models can be used to examine the micro buckling of the component sheets, the macro buckling of the cell RVE specimens, and the formation of the kinks and shear bands observed in experiments, and to simulate the load-displacement curves of the cell RVE specimens. The initial micro buckling mode of the cover sheets in general agrees with that of an approximate elastic buckling solution. Based on the computational models, the effects of the friction on the deformation pattern and void compaction are identified. Finally, the effects of the initial clearance and biaxial compression on the deformation patterns of the cell RVE specimens are demonstrated.
机译:在本文中,开发了用于在面内约束压缩测试下模拟锂离子电池单元的代表性体积元素(RVE)标本的计算模型。对于有限元分析中的单元成分,通过面内压缩试验获得有效压缩模量,泊松比基于混合法则,应力-塑性应变曲线由拉伸试验和规则得出。的混合物。采用Gurson的材料模型来考虑隔板和电极板中孔隙的影响。计算结果表明,该计算模型可用于检验构件RVE样品的微观屈曲,细胞RVE试样的宏观屈曲,实验中观察到的扭结和剪切带的形成,并可以模拟载荷位移。 RVE样品的曲线。盖片的初始微屈曲模式通常与近似弹性屈曲解决方案的模式一致。基于计算模型,确定了摩擦对变形模式和空隙压实的影响。最后,证明了初始间隙和双轴压缩对细胞RVE标本变形模式的影响。

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