Capacity fade curves of lab-made pouch cells at different temperatures and C-rates; (a) 0.2C; (b) 0.5C; (c) 1C. The arrows show trends of increasing aging rates.

Capacity fade curves of lab-made pouch cells at different temperatures and C-rates; (a) 0.2C; (b) 0.5C; (c) 1C. The arrows show trends of increasing aging rates.

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Li-ion batteries show a minimum of their aging rate at a certain temperature. This minimum in the corresponding Arrhenius plot expresses the longest cycle life at a certain C-rate. By characterizing aging of laboratory-made pouch cells and commercial 21700 cells as a function of C-rate and ambient temperature, we confirm that this minimum indeed sh...

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... In contrast, the study by [34] indicated that an improved adaptive extended Kalman filter can accomplish co-estimation for battery capacity and SoC and is proven, ensuring that the SoC error remains within ±1.2% during the initial 50 seconds, and the relative capacity error is restricted to within 2% after convergence. However, the study solely considered the hysteresis effect, and complexity of driving conditions and overlooked the potential challenges that the battery encounters during prolonged exposure to high C-rates and aging as shown by the studies in [35], [36]. On the other hand, a search of the literature revealed that limited studies have focused on machine learning (ML) techniques due to the complexity in model-based [37], [38]. ...
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... 39,40 Evaluating the aging rates in an Arrhenius plot often leads to a V-shape curve, with an optimum temperature corresponding to the longest cycle life at the minimum. [41][42][43][44][45][46] While the temperature dependent aging of Li-ion batteries with graphite anodes is well understood, 41,[43][44][45][46][47] the temperature dependent degradation mechanisms of Si-containing anodes are less clear and are barely studied so far. 29,30,32,38,[48][49][50] This applies particularly for Sigraphite composite anodes at temperatures in the range above and below room temperature. ...
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... 19,23,24 For this approach, a linearization of the aging rate is assumed. 18 However, many factors such as the C-Rate, 23,25,26 electrode thickness or energy density 23,25,26 and the cell chemistry 27 impact the dominant aging mechanism, which then dictates the temperature dependency. [25][26][27] Furthermore, the dominant aging mechanism can change over the lifetime. ...
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... 18 However, many factors such as the C-Rate, 23,25,26 electrode thickness or energy density 23,25,26 and the cell chemistry 27 impact the dominant aging mechanism, which then dictates the temperature dependency. [25][26][27] Furthermore, the dominant aging mechanism can change over the lifetime. 28,29 For nonlinear capacity fade Kucinskis et al. 25 have proposed linearization of certain State of Health (SoH) regions, which can be visualized in a 2D aging color map. ...
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