2013
DOI: 10.1177/1045389x13479183
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Global stabilization of high-energy response for a Duffing-type wideband nonlinear energy harvester via self-excitation and entrainment

Abstract: This article presents a resonance-type vibration energy harvester with a Duffing-type nonlinear oscillator that can perform effectively in a wide frequency range. To mitigate the power-bandwidth trade-off in conventional linear harvesters, the resonance frequency band of the harvester is expanded by introducing a Duffing-type nonlinear oscillator in order to enable the harvester to generate larger electric power in a wider frequency range. Such a nonlinear oscillator, however, can have multiple stable steady-s… Show more

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Cited by 48 publications
(20 citation statements)
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“…This is evaluated by using the basin of attraction obtained by choosing the initial conditions from the lattice points in the phase plane and then solving the equation of motion numerically until the trajectory converges to one of the steady-state solutions. 19 As mentioned previously, by increasing the controllable damping c 2 , the operating point can jump to the high-energy orbit (see point B in Figure 4). Then, when c 2 instantaneously decreases to the initial value this could be regarded as an initial condition to be applied to the oscillator, and this initial condition is caused by the response of the oscillator at point B in Figure 4.…”
Section: Numerical Examplesmentioning
confidence: 90%
“…This is evaluated by using the basin of attraction obtained by choosing the initial conditions from the lattice points in the phase plane and then solving the equation of motion numerically until the trajectory converges to one of the steady-state solutions. 19 As mentioned previously, by increasing the controllable damping c 2 , the operating point can jump to the high-energy orbit (see point B in Figure 4). Then, when c 2 instantaneously decreases to the initial value this could be regarded as an initial condition to be applied to the oscillator, and this initial condition is caused by the response of the oscillator at point B in Figure 4.…”
Section: Numerical Examplesmentioning
confidence: 90%
“…Because the initial conditions determine which solution emerges, it is difficult for this nonlinear harvester to maintain the high performance of the power generation constantly. Masuda et al 6 applied the principle of selfexcitation and entrainment to realize the global stability of the highest-energy solution by destabilizing other unexpected lower-energy solutions. They proposed to introduce a switching circuit of the load resistance between positive and the negative values depending on the response amplitude of the harvester as follows:…”
Section: Load Switching Circuitmentioning
confidence: 99%
“…The response stabilization control proposed by Masuda et al [3] is a control of switching the load resistance between positive and negative values according to the response magnitude in order to globally stabilize the highest-energy solution by destabilizing the lower-energy solutions. The equation of motion of the harvester with the response stabilization control is given by…”
Section: Response Stabilization Controlmentioning
confidence: 99%