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Parametrization of physics-based battery models from input-output data: A review of methodology and current research

期刊

JOURNAL OF POWER SOURCES
卷 521, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.jpowsour.2021.230859

关键词

Battery model; Parameter estimation; Optimization; Sensitivity; Identifiability; Experiment design

资金

  1. Swedish Electromobility Center
  2. Swedish Energy Agency through the FFI program Energy and Environment [47103-1, 39059-1]

向作者/读者索取更多资源

Physics-based battery models play a crucial role in battery research, development, and control. Accurate parametrization is essential for obtaining useful information from the models. Parametrization of physics-based battery models from input-output data is a growing research area. Successful parametrization requires knowledge of the underlying physical system and understanding of parameter estimation theory. This paper reviews the key aspects of parametrization in this field.
Physics-based battery models are important tools in battery research, development, and control. To obtain useful information from the models, accurate parametrization is essential. A complex model structure and many unknown and hard-to-measure parameters make parametrization challenging. Furthermore, numerous applications require non-invasive parametrization relying on parameter estimation from measurements of current and voltage. Parametrization of physics-based battery models from input-output data is a growing research area with many recent publications. This paper aims to bridge the gap between researchers from different fields that work with battery model parametrization, since successful parametrization requires both knowledge of the underlying physical system as well as understanding of theory and concepts behind parameter estimation. The review encompasses sensitivity analyses, methods for parameter optimization, structural and practical identifiability analyses, design of experiments and methods for validation as well as the use of machine learning in parametrization. We highlight that not all model parameters can accurately be identified nor are all relevant for model performance. Nonetheless, no consensus on parameter importance could be shown. Local methods are commonly chosen because of their computational advantages. However, we find that the implications of local methods for analysis of non-linear models are often not sufficiently considered in reviewed literature.

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