Abstract
Anomalous diffusion impedance due to the solid-state Li+ diffusion in Li-ion batteries is often troublesome for the analysis. In this work, we propose a novel analytical Parallel-diffusion Warburg (PDW) model and couple it with the conventional equivalent electrical circuit model (EECM) analysis to tackle this long-standing challenge. The analytical expression of the PDW is derived from the classical Fickian diffusion framework, introducing non-unified diffusion coefficients that originate from the diverse crystalline conditions of Li+ diffusion paths, as theoretically demonstrated in the atomistic modelling results. The proposed approach (EECM + PDW) is successfully employed to study the diffusion impedance of thin-film LiNi0.5Mn1.5O2 (LNMO) electrodes and porous LiNi0.80Co0.15Al0.05O2 (NCA) electrodes, demonstrating the applicability and robustness of this method.
Supplementary materials
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Supplementary Figures and Tables
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This document includes supplementary Figures and Tables that were presented in the manuscript. Although these figures and tables are not essential for understanding the manuscript's primary conclusions, they offer extensive background information that can enhance the reader's comprehension.
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EIS data and Python script for EIS analysis
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The file includes two EIS datasets: one for thin-film LNMO electrodes, and another one for porous NCA electrodes.
A simple Python script for Equivalent Electrical Circuit Model (EECM) based on lmfit Python package is included in the file.
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