结构超级电容器的多功能效率度量

Q1 Materials Science Multifunctional Materials Pub Date : 2020-11-24 DOI:10.1088/2399-7532/abcd87
T. Zhou, Emma Dickinson, J. Boyd, J. Lutkenhaus, D. Lagoudas
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引用次数: 3

摘要

利用微观力学解决方案,为结构超级电容器开发了一种新的基于能量的多功能效率(MFE)指标,该电容器由复合电极组成,可以存储电能并维持机械负载。当结构和功能材料被多功能材料取代时,MFE指标量化了体积和/或质量节约,并评估了不同功能之间的权衡。结构超级电容器常用的多功能性指标基于机械和电气性能的混合规则。这些指标为一些电极几何形状和负载条件提供了足够的近似值,例如多功能复合电极中排列纤维的纵向方向和层压复合电极的平面内方向。然而,如果具有复杂微观结构或多种电极材料的超级电容器包含结构和功能相的更复杂的几何形状或取向,则需要更全面的方法来准确地捕获MFE。本文提出的MFE可以通过使用微观力学方法来考虑复杂的几何形状和不同的机械载荷条件。这里考虑的形状包括层状复合超级电容器、纤维膜和任何可以从椭球体衍生的形状。当使用所提出的度量进行计算时,由于形状和施加到超级电容器的机械场的差异,MFE按数量级变化,而现有度量提供了恒定的上限。还讨论了多功能电极和固体电解质之间杨氏模量差异的影响。
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Multifunctional efficiency metric for structural supercapacitors
A new energy-based multifunctional efficiency (MFE) metric is developed using micromechanics solutions for structural supercapacitors consisting of composite electrodes that can store electrical energy and sustain mechanical loads. MFE metrics quantify the volume and/or mass savings when structural and functional materials are replaced by multifunctional materials and evaluate the trade-off between different functionalities. Commonly used multifunctionality metrics for structural supercapacitors are based on the rule of mixtures for both mechanical and electrical performance. These metrics provide an adequate approximation for some electrode geometries and loading conditions, such as longitudinal direction for aligned fibers in multifunctional composite electrodes and in-plane directions for laminate composite electrodes. However, if supercapacitors with complex microstructure or multiple electrode materials encompass more complex geometries or orientations of the structural and functional phases, a more comprehensive method is required to accurately capture the MFE. The MFE proposed herein can account for complex geometries and different mechanical loading conditions by using micromechanics methods. The shapes considered here include layered composite supercapacitors, fibrous films and any shape that can be derived from an ellipsoid. When calculated utilizing the proposed metric, the MFE varies by orders of magnitude due to the difference in shapes and applied mechanical fields to the supercapacitors, while existing metrics provide a constant upper bound. The influence of Young’s modulus difference between multifunctional electrodes and solid electrolytes is also discussed.
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来源期刊
Multifunctional Materials
Multifunctional Materials Materials Science-Materials Science (miscellaneous)
CiteScore
12.80
自引率
0.00%
发文量
9
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