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Intercalation driven porosity effects in coupled continuum models for the electrical, chemical, thermal and mechanical response of battery electrode materials

机译:连续连续模型中插层驱动的孔隙度效应   电池的电气,化学,热和机械响应   电极材料

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摘要

We present a coupled continuum formulation for the electrostatic, chemical,thermal and mechanical processes in battery materials. Our treatment applies onthe macroscopic scale, at which electrodes can be modelled as porous materialsmade up of active particles held together by binders and perfused by theelectrolyte. Starting with the description common to the field, in terms ofreaction-transport partial differential equations for ions, variants of theclassical Poisson equation for electrostatics, and the heat equation, we addmechanics to the problem. Our main contribution is to model the evolution ofporosity as a consequence of strains induced by intercalation, thermalexpansion and mechanical stresses. Recognizing the potential for large localdeformations, we have settled on the finite strain framework. We present adetailed computational study of the influence of the dynamically evolvingporosity, upon ion distribution, electrostatic potential fields,charge-discharge cycles and mechanical force generated in the cell.
机译:我们提出了一种用于电池材料中静电,化学,热和机械过程的耦合连续体配方。我们的处理是在宏观尺度上进行的,在宏观尺度上,电极可以建模为多孔材料,该多孔材料由粘合剂结合在一起并由电解质灌注的活性颗粒组成。从本领域的常见描述开始,就离子的反应-传输偏微分方程,静电的经典泊松方程的变体以及热方程而言,我们为该问题添加了力学。我们的主要贡献是对由插层,热膨胀和机械应力引起的应变所导致的孔隙演化进行建模。认识到大局部变形的可能性,我们决定采用有限应变框架。我们目前进行详细的计算研究,研究动态演化的孔隙度对离子分布,静电势场,充放电循环和电池中产生的机械力的影响。

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