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The Flexoelectric Effect of Nanobeam Based on a Reformulated Strain Gradient Elasticity

机译:基于重构应变梯度弹性的纳米束的柔电效应

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To accurately predict the flexoelectric response of nanobeam-based energy harvesting, a reformulated strain gradient elasticity theory is employed to derive an electromechanical model of nanobeam. Three independent material length scale parameters are incorporated to capture the size effect. The governing equation and boundary conditions are derived by applying the Hamilton principle for the simply supported beam. The closed-form analytical solutions to the bending response with mechanical and electric loads applied are obtained. The results show that the strain gradient elasticity can decrease the transverse displacement of the simply supported beam and significantly reduce the energy efficiency. Therefore, the strain gradient elasticity shouldn't be ignored when studying the flexoelectric responses of nanoscale structures.
机译:为了准确地预测基于纳米束的能量收集的柔电响应,采用了重新制定的应变梯度弹性理论来推导纳米束的机电模型。结合了三个独立的材料长度比例参数以捕获尺寸效果。通过将汉密尔顿原理应用于简支梁,导出了控制方程和边界条件。获得了施加机械载荷和电载荷的弯曲响应的闭合形式解析解。结果表明,应变梯度弹性可以减小简支梁的横向位移,并显着降低能量效率。因此,研究纳米尺度结构的挠电响应时不应忽略应变梯度弹性。

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