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A comprehensive study on the functionally graded piezoelectric energy harvesting from vibrations of a graded beam under travelling multi-oscillators

机译:行进多振子作用下梯度梁振动产生功能梯度压电能量的综合研究

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This work deals with functionally graded piezoelectric energy harvesting from vibrations of functionally graded beam under travelling multi oscillators. To this propose, a functionally graded piezoelectric harvester is stuck under the beam span. The material properties of the beam and piezoelectric patch are assumed to be graded through the thickness direction according to a functionally graded pattern. The generalized Hamilton's principle and Euler Bernoulli beam theory are adopted for derivation of governing equations of electro-mechanical materials. The system of equations for is derived by using. This principle leads to the two sets of second order differential equations as the governing equations of motion for both beam and oscillator. These governing equations are coupled by the contact forces between the oscillator and beam. Finally, the finite element formulations of the problem are presented. A comprehensive parameter study is done to find the effects of material distribution, mass ratio, velocity, damping ratio, spring constant of the oscillators as well as time lags between each moving vehicles on the harvested energy. The results reveal the significant effects of the model parameters on the harvested energy from vibrations of the graded beam under travelling multi-moving oscillators.
机译:这项工作涉及功能梯度压电能量的收集,该能量是通过行进多振子在功能梯度梁的振动中获得的。为此,将功能分级的压电收割机固定在电子束跨度下方。假定梁和压电贴片的材料特性根据功能渐变的图案在厚度方向上渐变。机电材料控制方程的推导采用广义汉密尔顿原理和欧拉·伯努利梁理论。的方程组通过导出。这一原理导致了两组二阶微分方程,作为光束和振荡器的运动控制方程。这些控制方程由振子和光束之间的接触力耦合。最后,给出了问题的有限元公式。进行了全面的参数研究,以发现物料分布,质量比,速度,阻尼比,振荡器的弹簧常数以及每辆行驶的车辆之间的时滞对所收集能量的影响。结果表明,模型参数对行进多动振子下梯度梁振动产生的能量采集具有显着影响。

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