分形
压电
悬臂梁
宽带
分形天线
带宽(计算)
能量收集
声学
电压
拓扑(电路)
能量(信号处理)
物理
电子工程
计算物理学
工程类
光学
电气工程
数学
微带天线
数学分析
电信
结构工程
天线(收音机)
量子力学
天线系数
作者
Jiheng Ding,Daican Zhou,Min Wang,Zhongjie Li,Yi Sun,Huayan Pu,Qiqi Pan,Biao Wang
摘要
In this Letter, we propose fractal-based piezoelectric energy harvesters (PEHs) for broadband energy scavenging. The introduction of fractal topology into transducers significantly alleviates the inherent limitation of a narrow working bandwidth in commonly used cantilever PEHs. We conduct a finite element analysis and experiments to exploit the performance of fractal cantilever PEHs with different iteration times. Our findings reveal that the higher-order fractal structures generate an increased number of eigenfrequencies as well as modal patterns within a certain range of working bandwidth (i.e., <50 Hz). Experimental results indicate that the efficient energy harvesting bandwidth of the fractal PEHs of iterative levels 1 and 2 is 2.05 and 2.15 times, respectively, larger than the conventional PEHs (i.e., level 0). In addition, the harvested voltage and power of fractal PEHs can be enhanced by attaching a proof mass to compensate for the energy loss in producing iterations. This method exhibits superiority over capturing energy in low-frequency vibration environments, such as wave energy and human movement energy.
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