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Macroscopic effective transport properties of battery materials are predominantly influenced by the morphology of their microstructure. In order to bridge the gap between these different length-scales, a stochastic 3D microstructure model is combined with physical simulations on the electrode scale. More precisely, the stochastic model is used to generate virtual, but realistic microstructures of cathodes in lithium-ion batteries. The model is calibrated to tomographic image data and validated with respect to various geometric descriptors and effective transport properties. By systematically varying the parameters of the model, a data base of artificial microstructures is created with varying volume fractions and size distributions of active material particles. Furthermore, a resistor network method is used to quickly compute the effective conductivity and effective diffusivity of these microstructures on the electrode scale, where the microstructure is represented by a simplified graph structure. Subsequently, the available data base is used to investigate quantitative structure-property relationships, which link geometric descriptors of the microstructure to effective transport properties of the electrode. Finally, the results are used to validate a previously established empirical formula that uses geometric descriptors of the microstructure to predict the effective conductivity.
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Gräfensteiner et al. (2026) studied this question.
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