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Modeling of functionally graded circular energy harvesters due to flexoelectricity

机译:柔性电对功能梯度圆形能量收集器的建模

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Flexoelectric effect can be enhanced in microano scale due to its size-dependency, making it particularly suitable for energy harvesting. In this work, a theoretical model is built to characterize the functionally graded circular flexoelectric energy harvesters based on the Kirchhoff thin plate hypothesis. Using Hamilton's principle, both the force balance equation and current balance equation are obtained. Approximated closed-form solutions of the energy harvesting performances are achieved through the assumed-mode method. Numerical analysis results demonstrate that the clamped circular energy harvesters with the ratio of the electrode radius to the plate radius be 0.64 will generate the maximum electrical output. The volume fraction coefficient has a significant impact on the resonant frequency, electrical output as well as the optimal load resistance. Meanwhile, shrinking the thickness of the circular energy harvester from 10 mu m to 0.1 mu m will lead to a remarkable increase of the optimal energy conversion efficiency from 10(-6) to 10(-2). Furthermore, the strain gradient effect is examined to result in a higher resonant frequency while suppress the electrical output particularly if the length scale parameter is relatively large. (C) 2019 Elsevier Inc. All rights reserved.
机译:柔性电效应由于其尺寸依赖性而可以在微米/纳米尺度上增强,使其特别适合于能量收集。在这项工作中,基于基尔霍夫薄板假设,建立了一个理论模型来表征功能分级的圆形柔性电能收集器。利用汉密尔顿原理,既得到力平衡方程又得到电流平衡方程。通过假设模式方法可以获得能量收集性能的近似封闭形式的解决方案。数值分析结果表明,电极半径与极板半径之比为0.64的夹紧式圆形能量收集器将产生最大的电输出。体积分数系数对谐振频率,电输出以及最佳负载电阻有重要影响。同时,将圆形能量收集器的厚度从10μm减小到0.1μm将导致最佳能量转换效率从10(-6)显着增加到10(-2)。此外,尤其在长度比例参数较大的情况下,检查应变梯度效应以导致较高的谐振频率,同时抑制电输出。 (C)2019 Elsevier Inc.保留所有权利。

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