Regular and chaotic vibration in a piezoelectric energy harvester with fractional damping

被引:0
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作者
Junyi Cao
Arkadiusz Syta
Grzegorz Litak
Shengxi Zhou
Daniel J. Inman
Yangquan Chen
机构
[1] Xi’an Jiaotong University,State Key Laboratory for Manufacturing Systems Engineering
[2] Lublin University of Technology,Faculty of Mechanical Engineering
[3] Institut National des Sciences Appliquées de Lyon,Laboratoire de Génie Electrique et Ferroélectricité
[4] University of Michigan,Department of Aerospace Engineering
[5] University of California,School of Engineering
关键词
Fractional Order; Phase Portrait; Bifurcation Diagram; Fractional Derivative; Fourier Spectrum;
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摘要
We examine a vibrational energy harvester consisting of a mechanical resonator with a fractional damping and electrical circuit coupled by a piezoelectric converter. By comparing the bifurcation diagrams and the power output we show that the fractional order of damping changes the system response considerably and affects the power output. Various dynamic responses of the energy harvester are examined using phase trajectory, Fourier spectrum, Multi-scale entropy and 0–1 test. The numerical analysis shows that the fractionally damped energy harvesting system exhibits chaos, and periodic motion, as the fractional order changes. The observed bifurcations strongly influence the power output.
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