DOI: 10.33915/etd.2156
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Modeling and real-time feedback control of MEMS device

Abstract: Modeling and Real-Time Feedback Control of MEMS Device Limin Wang Applying closed-loop control to a MEMS devices not only can handle the abnormal behaviors caused by manufactory imprecision or device failure, enabling MEMS devices to survive in critical conditions, but also can increase the application where MEMS devices are used to drive components under varying load conditions. This study mainly focuses on the effort of closed-loop control on the Lateral Comb Resonator (LCR) MEMS device. The success of close… Show more

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Cited by 4 publications
(7 citation statements)
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“…Some of these steps can be controlled accurately. Table I shows the resulted parameters of two MEMS microcomb resonators fabricated in the same process [10]. To accurately select MEMS devices, their parameters were identified through genetic algorithm and curve fitting [10].…”
Section: B Experimental Resultsmentioning
confidence: 99%
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“…Some of these steps can be controlled accurately. Table I shows the resulted parameters of two MEMS microcomb resonators fabricated in the same process [10]. To accurately select MEMS devices, their parameters were identified through genetic algorithm and curve fitting [10].…”
Section: B Experimental Resultsmentioning
confidence: 99%
“…Consider the steady-state Kalman filter model of an LCR associated with different types of fault conditions denoted by subscript as (5) where is the Kalman filter model's state-space variables (displacement and speed of the shuttle), is the system matrix, is the input matrix, is the input vector, is the Kalman filter model's input noise matrix, is the input noise with zero mean and variance of (6) is the measurement vector (displacement and speed of the shuttle), is the output matrix, is the output measurement noise, independent from , with zero mean value as (7) Kalman filter model representation of a system is (8) where is the estimation of state space variable, is the actual output expected from the model, and is the Kalman filter gain recursively obtained through the following procedure: for (9) where is the covariance matrix updated by (10) The covariance matrix updates the Kalman gains recursively. The residual signal is defined as the difference between the output of the Kalman filter model and that of the actual operating system.…”
Section: A Kalman Filter Design For Lcrsmentioning
confidence: 99%
“…The light intensity gives a peak and valley when passing through an opening and space of the grating, thus giving information about the total displacement of the system. An autorecovery control block [38], is used to recover the displacement of the shuttle from this optical data. An optical system enables a completely decoupled measurement from the electrostatic drive [19], giving accurate results.…”
Section: Measurement Techniquesmentioning
confidence: 99%
“…The laser beam can pass through the openings on the shuttle of MEMS and is blocked elsewhere, which produces pulses that contain the displacement information. The optical encoded waveform requires a data recovery unit designed by (Wang, 2005) to extract the location of the shuttle instantaneously. The through wafer optical monitoring system consists of a laser wave-guide emitted from a laser diode.…”
Section: Optical Displacement Monitoringmentioning
confidence: 99%
“…88 2000), (Park, Horowitz & Tan. 2001), ( Wang. 2005), , , for optical displacement monitoring technique.…”
Section: )mentioning
confidence: 99%