期刊
JOURNAL OF ENERGY STORAGE
卷 37, 期 -, 页码 -出版社
ELSEVIER
DOI: 10.1016/j.est.2021.102471
关键词
Mathematical models; Temperature; Heat transfer; Lithium-ion battery; R-int; MATLAB
The study investigates the impact of internal temperature and heat on the power, voltage, and lifespan of lithium-ion batteries, presenting mathematical models to predict temperature and voltage accurately and quickly to prevent thermal runaway. Experimental and simulation results comparing different models show that accurate thermal design and management of LIBs can be achieved with a simple R-int model, supporting the use of these findings in practice.
The temperature and heat produced within lithium-ion batteries (LIBs) is an important field of research as it affects the power, voltage, and degradation of the battery. Models quickly and accurately predict the temperature and voltage based on operating conditions and can prevent thermal runaway, increase charging speed, prevent lithium plating, and increase cycle life. This paper presents mathematical models that allow for fast calculation which are used in the battery management system (BMS) and battery thermal management system (BTMS) for these goals. This paper presents two distinct models: 1) Internal resistance (R-int) model, and 2) Physio-chemical diffusion/Butler-Volmer based partial differential 1-D model. In addition to this, the internal resistance in the Rint model is also modeled as a function of the state of charge (SOC) and C-rate. In the experiments, thermocouples are placed on the tabs as well as the surface of the battery, and it is observed that temperature increases with the C-rate at both the surface and the tabs. It is noted that at 4C, the battery temperature increased from 22.00 degrees C to 47.40 degrees C and the tab temperature increased from 22 degrees C to 52.94 degrees C. The simulation results are compared with experimental data at C-rates of 1C, 2C, 3C, and 4C at 22 degrees C. Overall, the simulation results show that the temperature is predicted accurately with a simple R-int model. We also find that the simplified physio-chemical model of only 3 partial differential equations (PDEs) also produces satisfactory results compared to the usual 8-PDE model and is of similar accuracy as the R-int model. Finally, we find that the internal resistance of the battery, in the case of the R-int model, is accurately predicted by a function of current and SOC through the use of a Pearson curve and hyperbolic sine function. These findings aid in accurate thermal design and thermal management of LIBs.
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