2010
DOI: 10.1177/1077546309349430
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Adjusting the Vibratory Response of a Micro Mirror via Position and Velocity Feedback

Abstract: We changed the vibratory (dynamic) response of a micro mirror experimentally using a feedback circuit. For this purpose, we first measured the vibrational velocity of the mirror using a Laser Doppler Vibrometer and then multiplied it with a gain and fed the signal back to the mirror to change its effective damping. We also investigate the influence of velocity and position feedback on the dynamic response of the same mirror through numerical simulations. For this purpose, first, a transfer function of the mirr… Show more

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Cited by 8 publications
(1 citation statement)
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“…When the system is switched ON the piezoelectric sensor responds to the noise and produces a small voltage, which is amplified by the maintaining amplifier to build up a steady-state oscillating condition. The required gain is obtained by designing the value of the feedback resistance of the maintaining amplifier and the required phased is obtained by designing the value of the resistor and the capacitor of RC network, which makes the mass measurement system oscillate at its resonant frequency (Suresh et al, 2011b;Veryeri and Basdogan, 2011). The closed-loop resonant circuit tracks the change in resonance frequency and vibrates the beam with the new resonance frequency whenever the mass on the cantilever beam changes.…”
Section: Principle Of the Closed-loop Oscillatory Systemmentioning
confidence: 99%
“…When the system is switched ON the piezoelectric sensor responds to the noise and produces a small voltage, which is amplified by the maintaining amplifier to build up a steady-state oscillating condition. The required gain is obtained by designing the value of the feedback resistance of the maintaining amplifier and the required phased is obtained by designing the value of the resistor and the capacitor of RC network, which makes the mass measurement system oscillate at its resonant frequency (Suresh et al, 2011b;Veryeri and Basdogan, 2011). The closed-loop resonant circuit tracks the change in resonance frequency and vibrates the beam with the new resonance frequency whenever the mass on the cantilever beam changes.…”
Section: Principle Of the Closed-loop Oscillatory Systemmentioning
confidence: 99%