Battery material
Research Papers

Mechanistic calendar aging model for lithium-ion batteries

In this work we present a novel mechanistic calendar aging model for a commercial lithium-ion cell with NCA cathode and silicon-graphite anode. The mechanistic calendar aging model is a semi-empirical aging model that is parameterized on component states of health, instead of capacity.

from TWAICE
Download the content

twaicetech

TWAICE helped me to learn more about: Mechanistic calendar aging model for lithium-ion batteries read article here:

www.twaice.com/research/mechanistic-calendar-aging-model-for-lithium-ion-batteries

#thinktwaice

Mechanistic calendar aging model for lithium-ion batteries

Authors: Alexander Karger, Julius Schmitt, Cedric Kirst, Jan Singer, Leo Wildfeuer, Andreas Jossen

Highlights

  • Mechanistic calendar aging model is parameterized on component states of health
  • Three component states of health are derived from degradation modes
  • Model is parameterized on 627 days of calendar aging at 27 storage conditions
  • Influence of check-up during testing is compensated in a two-step process
  • Check-up compensation increases predicted lifetime by > 150%

In this work we present a novel mechanistic calendar aging model for a commercial lithium-ion cell with NCA cathode and silicon-graphite anode. The mechanistic calendar aging model is a semi-empirical aging model that is parameterized on component states of health, instead of capacity.

Three component states of health are derived from the degradation modes, which are calculated by fitting the electrode potential curves at every check-up measurement. The aging data used for model parameterization spans 672 days of storage at 27 different combinations of ambient temperature (T amb) and state of charge (SOC).

To compensate for the influence of the check-up measurements on cell degradation, the aging data is pre-processed in two steps, considering immediate degradation caused by the check-up cycles and accelerated degradation during subsequent storage. The loss of active anode material is negligible during check-up-compensated calendar aging. For loss of lithium inventory and loss of active cathode material, Tafel and Arrhenius terms are successfully used to model T amb and SOC dependence. The mechanistic calendar aging model predicts the capacity with <1% mean deviation for 7 different storage conditions after 672 days without check-ups. The check-up compensation increases predicted lifetime by >150% for exemplary storage at T amb=60°C and SOC=50%.

Access the paper here.

SURVEY

Share Your Insights in the BESS Industry

We are researching the challenges of managing and operating BESS.
Take part and receive early access to the report & battery-themed socks!​

Take part

Related Resources

Lithium-ion battery cells degradation
RESEARCH PAPER

Modeling Particle Versus SEI Cracking in Lithium-Ion Battery Degradation

This work identifies and systematically compares three different SEI interaction theories, and applies them to experimental degradation data from a commercial lithium-ion cell. It shows that SEI delamination without any cracking of the active particles, and SEI microcracking, where cycling only affects SEI growth during the cycle itself, are both unlikely candidates.
Battery production and testing
RESEARCH PAPER

Non-destructive electrode potential and open-circuit voltage aging estimation for lithium-ion batteries

In this publication we extend a state-of-the-art electrode open circuit potential model for blend electrodes and inhomogeneous lithiation. We introduce a bi-level optimization algorithm to estimate the open parameters of the electrode model using measurements conducted on the full-cell level with state-of-the-art testing equipment.
Battery development
RESEARCH PAPER

Mechanistic cycle aging model for the open-circuit voltage curve of lithium-ion batteries

Cycling lithium-ion batteries causes capacity fade, but also changes the shape of the open-circuit voltage (OCV) curve, due to loss of active material (LAM) and loss of lithium inventory (LLI). To model this change, we recently proposed a novel empirical calendar aging model that is parameterized on component states of health (s) instead of capacity fade only.
No items found.