压电能量收集应用的形状改进

S. B. Ayed, F. Najar, A. Abdelkefi
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引用次数: 17

摘要

在无线网格传感器应用中,我们的目标是利用可变形状悬臂梁来提高从环境振动中收集能量的效率。悬臂梁由由压电材料和金属层组成的有源层(单晶设计)组成。附加在悬臂梁自由端上的尖端质量增加了结构的惯性力。引入可变形状设计的动机是棱柱形梁效率不高,因为只有靠近夹紧侧的部分才能由于应力的存在而产生电力。通过改变光束的几何形状,我们沿着光束的长度重新分配应力,以增加收获的功率。在这项工作中,利用汉密尔顿原理推导了运动方程和相关的边界条件。对变几何梁的静力学和动力学进行了分析。为了获得最大的能量,我们讨论了系统参数和激励参数对动力学问题的影响。此外,我们发现收获的能量被最大化,以获得最佳的电负载电阻。关于梁的形状,这项工作表明,它应该尽可能被截断。事实上,在给定载荷下,基底和高度尺寸等于矩形梁基底和长度尺寸的梯形悬臂梁将具有更高的应变和最大挠度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Shape improvement for piezoelectric energy harvesting applications
We aim at using variable shape cantilever beam to improve the efficiency of energy harvesting from ambient vibration in wireless grid sensor applications. The cantilever beam is composed of an active layer composed of a piezoelectric material and a metallic layer (unimorph design). A tip mass attached to the free end of the cantilever beam is added to increase the inertial forces of the structure. The introduction of the variable shape design is motivated by the fact that prismatic shape beams are not efficient since only the part near to the clamped side can produce electrical power thanks to the presence of stresses. By varying the geometry of the beam we redistribute the stress along the beam's length in order to increase the harvested power. In this work, the equations of motion and associated boundary conditions are derived using Hamilton Principle. We analyze the statics and dynamics of the variable geometry beam. In order to maximize the harvested energy, we discuss the influence of the system's and excitation's parameters on the dynamic problem. Besides, we found that harvested energy is maximized for an optimum electric load resistance. Concerning the beam's shape, this work reveals that it should be as truncated as possible. In fact, trapezoidal cantilever with base and height dimensions equal to the base and length dimensions of a rectangular beam will have a higher strain and maximum deflection for a given load.
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