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@INPROCEEDINGS{Alizadeh:1053947,
author = {Alizadeh, Roghayeh and Meier-Merziger, Jule and Raijmakers,
Luc and Chayambuka, Kudakwashe and Durmus, Yasin Emre and
Tempel, Hermann and Eichel, Rüdiger-A.},
title = {{P}hysics-based modelling of ion transport in {A}l-ion
battery electrolytes},
school = {RWTH Aachen},
reportid = {FZJ-2026-01624},
year = {2025},
abstract = {Rechargeable aluminium-ion (Al-ion) batteries (RAlBs) are
gaining attention as a promising alternative to lithium-ion
batteries (LIBs) with advantages in material abundance,
cost-efficiency, and safety, especially for large-scale
applications like grid energy storage.RAlBs with ionic
liquid (IL) electrolytes, such as
1-ethyl-3-methylimidazolium chloride (EMImCl-AlCl₃) are
promising due to the aluminium anode's high theoretical
volume capacity and mass capacity of 2980 mAh g⁻¹ and
8046 mAh cm⁻³. However, challenges such as oxide film
formation on the electrode [1], limited species diffusion
rates [2], and reduced ionic mobility [3] hinder
performance, especially at high current densities.
Addressing these issues requires physics-based models and
simulations to understand and improve battery
performance.Despite advances in modeling electrode design
[4, 5], there remains a lack of detailed analysis regarding
ion transport within the IL electrolyte. Recent experiments
have shown that the limited mobility of ions or lower ionic
conductivity can lead to significant energy losses,
impacting overpotential, especially at high current
densities [4]. This makes modeling of electrolyte behavior a
priority, as its effects on overall battery performance is
substantial, yet still poorly understood. Developing
accurate models for ion transport and electrolyte behavior
is key to overcoming these performance barriers and
advancing the commercialization of RAlBs.In this study, we
developed a physics-based battery model, based on the
Stefan-Maxwell approach, to simulate ion transport in an
EMImCl-AlCl₃ IL electrolyte with separator under various
operational temperatures and applied current densities. The
Stefan-Maxwell approach is selected for its ability to
account for ion interactions in concentrated multi-component
solutions [2]. In the model, flux transport laws were
established for each ion, capturing the key phenomena
governing ion transport in the electrolyte and their
contribution to overall performance losses. These laws were
then integrated into mass balance equations to give an
insight into the concentration profile across the cell. For
performing simulations, model parameters, such as the
initial concentration, ionic diffusion coefficients and
conductivity, were adopted from the literatures [2, 6].As
demonstrated in Fig. 1a, the simulation results illustrate
the model's capability to simulate the transportation of
anion species within a symmetric Al/Al-cell under an applied
current pulse with subsequent rest period. In addition, Fig.
1b shows how the model distinguishes the contributions of
various processes governing ionic transport, including
diffusion and migration, to the generation of overpotentials
within the electrolyte.These findings represent an important
first step toward simulating IL electrolyte behaviour using
model-based approaches for Al-ion batteries. Future work
will focus on extending the model to the entire cell and
optimizing parameters across a broad range of conditions.
Additionally, by directly extracting physical parameters
from RAlB systems, we aim to further improve the model's
ability to capture real-world performance more precisely.},
month = {Apr},
date = {2025-04-02},
organization = {Advanced Battery Power Conference,
Aachen (Germany), 2 Apr 2025 - 3 Apr
2025},
subtyp = {Extended abstract},
cin = {IET-1},
cid = {I:(DE-Juel1)IET-1-20110218},
pnm = {1223 - Batteries in Application (POF4-122) / HITEC -
Helmholtz Interdisciplinary Doctoral Training in Energy and
Climate Research (HITEC) (HITEC-20170406)},
pid = {G:(DE-HGF)POF4-1223 / G:(DE-Juel1)HITEC-20170406},
typ = {PUB:(DE-HGF)24},
url = {https://juser.fz-juelich.de/record/1053947},
}