2016
DOI: 10.1177/1045389x16657419
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A bistable piezoelectric oscillator with an elastic magnifier for energy harvesting enhancement

Abstract: Bistable oscillator has been recognized as an effective means by which to improve the linear resonant energy harvesting performance for its unique double-well restoring force potential. As oscillating in a high-energy orbit, the oscillator should be located at a distance from one stable to the other with a much higher velocity or acceleration. However, the vibration level in environment would be too low to provide the oscillator with a larger velocity to overcome the potential well barrier. This article is foc… Show more

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Cited by 35 publications
(19 citation statements)
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“…It can be found numerous implementations of non-linear piezoelectric energy harvesters based on mono-stable (Daqaq, 2012;Tao and et al 2018), bi-stable (Wang and Liao, 2016;Paula and et al 2015) mechanical stoppers (Twiefel and Westermann, 2013;Zhao and Yang, 2018). Introduction of non-linearity to piezoelectric energy harvesters can provide solution for the main disadvantage of energy harvesters i. e. narrow effective frequency response characteristics.…”
Section: Non-linear Piezoelectric Energy Harvestersmentioning
confidence: 99%
“…It can be found numerous implementations of non-linear piezoelectric energy harvesters based on mono-stable (Daqaq, 2012;Tao and et al 2018), bi-stable (Wang and Liao, 2016;Paula and et al 2015) mechanical stoppers (Twiefel and Westermann, 2013;Zhao and Yang, 2018). Introduction of non-linearity to piezoelectric energy harvesters can provide solution for the main disadvantage of energy harvesters i. e. narrow effective frequency response characteristics.…”
Section: Non-linear Piezoelectric Energy Harvestersmentioning
confidence: 99%
“…The elastic magnifier is modeled after a coupled linear mass-spring-damper and is adapted from [27, 45]. …”
Section: Modelling and Governing Equationsmentioning
confidence: 99%
“…In order to explore the interaction between the BPEH and the LEM a case study of different ratio parameters was examined. Similar case studies were conducted by Galbier et al [40] and Wang et al [27]. Since the purpose of the LEM is to place the system in high energy orbits we will focus on the optimal r m = r k case determined from the case studies provided in [27, 40].…”
Section: Nondimensionalized Numerical Simulation Case Studymentioning
confidence: 99%
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