Seminar Contact(s):
samuel.c.stanton@gmail.com jz33@duke.edu
Within the past decade, advances in small-scale electronics have reduced
power consumption requirements such that mechanisms for harnessing ambient
kinetic energy for self-sustenance are a viable technology. Such devices,
known as *energy harvesters*, may enable self-sustaining wireless sensor
networks for applications ranging from Tsunami warning detection to
environmental monitoring to cost-effective structural health diagnostics in
bridges and buildings. In particular, electroelastic materials such a
lead-zirconate-titanate (PZT) are sought after in designing such devices
given their superior efficiency in transforming mechanical energy into the
electrical domain. To date, however, material and dynamic nonlinearities in
the most popular type of energy harvester, an electroelastically laminated
cantilever beam, has received minimal attention in the literature despite
being readily observed in laboratory experiments.
This research proposes first-principles based modeling framework for
quantitatively characterizing both the material and dynamic nonlinear
effects in a cantilevered electroelastic generator. Nonlinear parameter
identification is facilitated by an analytic solution for the generator’s
dynamic response. The model is shown to accurately describe amplitude
dependent frequency responses in both the mechanical and electrical domains
and implications are discussed concerning the conventional approach to
design a resonant generator. Furthermore, applications engaging nonlinear
dynamic responses are discussed that range from aeroelasticity to
purposefully nonlinear devices exploiting multi-stability and hysteresis.