Paper
15 April 2016 Control between coexistent attractors for optimal performance of a bistable piezoelectric vibration energy harvester
Daniel Geiyer, Jeffrey L. Kauffman
Author Affiliations +
Abstract
Research in broadband nonlinear piezoelectric energy harvesting has gained traction in recent years as resonant, linear harvesters do not operate optimally in dynamic environments. By placing a linear harvester in a symmetric magnetic field, a nonlinear restoring force allows the system to realize motion across two potential wells. Different levels of excitation enable the system to oscillate solely in one potential well, periodically across both potential wells, or aperiodically across both potential wells. Periodic interwell motion is considered desirable for nonlinear energy harvesting systems, however, coexistent attractors inhibit uniqueness of such a solution. The authors have previously shown that chaotic, aperiodic motion between potential wells can be optimized for improved energy harvesting. The technique applied a chaotic controller to stabilize a large amplitude periodic orbit within the chaotic attractor. This work considers the basins of attraction of the two concurrent attractors and applies an intermittent control law in which the system is perturbed from a chaotic, aperiodic interwell response into the desirable large amplitude, periodic, interwell response.
© (2016) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Daniel Geiyer and Jeffrey L. Kauffman "Control between coexistent attractors for optimal performance of a bistable piezoelectric vibration energy harvester", Proc. SPIE 9799, Active and Passive Smart Structures and Integrated Systems 2016, 97990I (15 April 2016); https://doi.org/10.1117/12.2222125
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CITATIONS
Cited by 3 scholarly publications.
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KEYWORDS
Control systems

Energy harvesting

Oscillators

Algorithm development

Chaos

Error analysis

Feedback control

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