Loading…

Preisach modelling of lithium-iron-phosphate battery hysteresis

•The hysteresis in SoC–OCV plane of LiFePO4 cell is modelled.•The Preisach model of hysteresis widely used in magnetics is applied to batteries.•The model is discretised by Everett function identified with simple experiments.•Experimental SoC histories are reproduced with very good fidelity.•The mod...

Full description

Saved in:
Bibliographic Details
Published in:Journal of energy storage 2015-12, Vol.4, p.51-61
Main Authors: Baronti, Federico, Femia, Nicola, Saletti, Roberto, Visone, Ciro, Zamboni, Walter
Format: Article
Language:English
Subjects:
Citations: Items that this one cites
Items that cite this one
Online Access:Get full text
Tags: Add Tag
No Tags, Be the first to tag this record!
Description
Summary:•The hysteresis in SoC–OCV plane of LiFePO4 cell is modelled.•The Preisach model of hysteresis widely used in magnetics is applied to batteries.•The model is discretised by Everett function identified with simple experiments.•Experimental SoC histories are reproduced with very good fidelity.•The model is easy to compute and improves SoC estimation in BMS. The hysteresis of the open-circuit voltage as a function of the state-of-charge in a 20Ah lithium-iron-phosphate battery is investigated starting from pulsed-current experiments at a fixed temperature and ageing state, in order to derive a model that may reproduce well the battery behaviour. The hysteretic behaviour is modelled with the classical Preisach model used in magnetic materials. The paper shows that the Preisach model can successfully be applied to the lithium-ion battery hysteresis. First, the model is discretised by using the Everett function and identified by means of experiments, in which first-order reversal branches are measured. Then, the model is simulated and compared to some experimental data collected with different current profiles and to a one-state variable model previously used in the literature. The results show that the hysteresis is well reproduced with rms errors around 2%. The advantages of the Preisach-based method, when compared to other models, are the formal and repeatable identification procedure and the limited computational resources needed for the model simulation that makes it appropriate for the online implementation on low-complexity hardware platforms.
ISSN:2352-152X
2352-1538
DOI:10.1016/j.est.2015.09.004