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Effects of geometric and material parameters on band-gaps of piezoelectric vibration energy harvesting plate with local resonators

机译:几何和材料参数对局部谐振器压电振动能量收集板带隙的影响

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Continuously powering wireless sensor nodes (WSNs) has been one key problem in structural health monitoring. Piezoelectric energy harvesting (PEH) from environmental vibrations has been a potential way to make low power consumption WSNs self-powered. One kind of vibration energy harvesting plate with local resonators embedded in piezoelectric patches is presented in this paper. Due to its distinct dynamic performances: band gaps, we can control wave propagating for the purpose of broad band vibration harvesting and higher energy conversion efficiency. Distributions and characteristics of band gaps are affected by geometric and material parameters, thus it's necessary to analyze the effects of these key parameters. In this paper, a theoretical calculation method of vibration propagation characteristics is developed based on finite element method (FEM) and the Floquet-Bloch theorem. Then finite element simulations using Comsol software are done to analyze the effects of different parameters. The results show that we can reduce the beginning frequency of the lowest band gap by increasing the length of resonators, while broadening band gaps by raising the filling ratio of the piezoelectric patches. On the other hand, Young modulus is the main factor of material parameters which markedly affects the beginning and cutoff frequency. The results provide useful theoretical guidelines for optimally designing vibration energy harvesting plates in applications.
机译:无线供电无线传感器节点(WSN)是结构健康监测中的一个关键问题。来自环境振动的压电能量收获(PEH)是使低功耗WSN自动的潜在方法。本文提出了一种带嵌入压电贴片中的局部谐振器的一种振动能量收集板。由于其不同的动态性能:带隙,我们可以控制波传播以宽带振动收集的目的和更高的能量转换效率。带隙的分布和特性受几何和材料参数的影响,因此有必要分析这些关键参数的影响。本文基于有限元法(FEM)和Floquet-Bloch定理,开发了振动传播特性的理论计算方法。然后使用COMSOL软件进行有限元模拟来分析不同参数的影响。结果表明,通过增加谐振器的长度,我们可以通过提高压电贴片的填充率来降低最低带隙的开始频率。另一方面,杨氏模量是材料参数的主要因素,它显着影响开始和截止频率。结果提供了有用的理论准则,用于在应用中最佳地设计振动能量收集板。

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