Harmonic balance analysis of nonlinear tristable energy harvesters for performance enhancement

  • Shengxi Zhou
  • , Junyi Cao*
  • , Daniel J. Inman
  • , Jing Lin
  • , Dan Li
  • *Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

Abstract

Nonlinear energy harvesters are very sensitive to ambient vibrations. If the excitation level is too low, their large-amplitude oscillations for high-energy voltage output cannot be obtained. A nonlinear tristable energy harvester has been previously proposed to achieve more effective broadband energy harvesting for low-level excitations. However, the sensitivity of its dynamic characteristics to the system parameters remains uninvestigated. Therefore, this paper theoretically analyzes the influence of the external load, the external excitation, the internal system parameters and the equilibrium positions on the dynamic responses of nonlinear tristable energy harvesters by using the harmonic balance method. In addition, numerical acceleration excitation thresholds and basins of attraction are provided to investigate the potential for energy harvesting performance enhancement using the suitable equilibrium positions, appropriate initial conditions or external disturbances, due to high-energy interwell oscillations in the multi-solution ranges. More importantly, experimental voltage responses of a given tristable energy harvester versus the external excitation frequency and amplitude verify the existence of experimental multi-solution ranges and the effectiveness of the theoretical analysis. It is also revealed that achieving high-energy interwell oscillations in the multi-solution ranges of tristable energy harvesters will be feasible for improving energy harvesting from low-level ambient excitations.

Original languageEnglish
Pages (from-to)223-235
Number of pages13
JournalJournal of Sound and Vibration
Volume373
DOIs
StatePublished - 7 Jul 2016
Externally publishedYes

Keywords

  • Energy harvesting
  • Harmonic balance method
  • Nonlinear vibration
  • Piezoelectricity
  • Tristable

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