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Assessment of lithium-ion capacitor for using in battery electric vehicle and hybrid electric vehicle applications

机译:锂离子电容器在电池电动汽车和混合电动汽车中的应用评估

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摘要

This paper represents a novel lithium-ion capacitor model. The proposed model has significantly high accuracy (less 4%). The model is an extension of Zubieta model for EDLCs. The proposed model consists of three capacitors, representing the influence of temperature, current rate (ΔC_1) and SoC (ΔC_2) on the capacitance of LiCaps, respectively. Unlike to the electrical double-layer capacitors, the model contains two resistances, illustrating the charge and discharge processes. Then, a self-discharge resistance is added to demonstrate the long term effect on the LiCaps capabilities. This model is able to predict the lithium-ion behavior during constant charging and discharging as well as during short pulses duration. The parameters of the model have been derived based on the extended characterization tests that have been carried out. The investigated performance parameters are energy and power abilities, charge and discharge capabilities at different current rates. Furthermore, these parameters have been examined at different working temperatures (60℃, 40℃, 25℃, 0℃ and -18℃). The experimental results reveal that the type of lithium-ion capacitor used in this work has an energy density about 14Wh/kg, which is two and half times higher than the used EDLC. These results also indicate similar properties as the electrical double-layer capacitors in the terms of internal resistance and state of charge determination. In contrast to EDLCs, the results show that lithium-ion capacitors suffer considerably at the low temperatures due to lower energy at high current rate. The same characteristics can be observed during discharge phase, due to the occurrence of the Peukert effect. Moreover, series of tests have been carried out at different state of charge values. Here we have found that the capacitance has a polynomial relationship against a linear equation for EDLC and it seems in function of applied current rates. From the point of view of the power capabilities, several approaches have been investigated based on the EDLC and battery methodologies. The results reveal that the power density according to EDLC method is about 1200 W/kg with a pulse efficiency of 90%. However, the W/kg based on the battery method during 2 s pulse is about 500 W/kg. Furthermore, a life cycle test has been done based on the load profile as reported in the forthcoming ISO 12405-2 standard. The preliminary results figure out that the life cycle of the lithium-ion capacitors is decreased with 3.4% till 1400 cycles. Then forward, the capacity reduction is stabilized until 4000 cycles.
机译:本文介绍了一种新颖的锂离子电容器模型。所提出的模型具有很高的准确性(不到4%)。该模型是EDLC的Zubieta模型的扩展。所提出的模型由三个电容器组成,分别代表温度,电流速率(ΔC_1)和SoC(ΔC_2)对LiCaps电容的影响。与双电层电容器不同,该模型包含两个电阻,说明了充电和放电过程。然后,增加了自放电电阻,以证明对LiCaps功能的长期影响。该模型能够预测恒定充电和放电期间以及短脉冲持续时间内的锂离子行为。该模型的参数是基于已进行的扩展特性测试得出的。研究的性能参数是能量和功率能力,不同电流速率下的充电和放电能力。此外,已经在不同的工作温度(60℃,40℃,25℃,0℃和-18℃)下检查了这些参数。实验结果表明,用于这项工作的锂离子电容器的能量密度约为14Wh / kg,是所用EDLC的两倍半。这些结果在内部电阻和电荷状态确定方面还指示出与双电层电容器相似的特性。与EDLC相比,结果表明,锂离子电容器在低温下会由于高电流速率下的较低能量而遭受很大损失。由于Peukert效应的出现,在放电阶段可以观察到相同的特性。此外,已经在不同的荷电状态值下进行了一系列测试。在这里,我们发现电容与针对EDLC的线性方程具有多项式关系,并且似乎与施加的电流速率有关。从功率能力的角度出发,已经基于EDLC和电池方法研究了几种方法。结果表明,根据EDLC方法的功率密度约为1200 W / kg,脉冲效率为90%。但是,基于电池方法的2 s脉冲期间的W / kg约为500 W / kg。此外,已经根据即将发布的ISO 12405-2标准中报告的负载曲线进行了寿命周期测试。初步结果表明,锂离子电容器的寿命周期减少了3.4%,直到1400个周期为止。然后向前,容量减小将稳定到4000个循环。

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