2017
DOI: 10.3390/mi8020042
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Z-Axis Micromachined Tuning Fork Gyroscope with Low Air Damping

Abstract: This paper reports on the design and fabrication of a z-axis tuning fork gyroscope which has a freestanding architecture. In order to improve the performance of the tuning fork gyroscope by eliminating the influence of the squeeze-film air damping, the driving and sensing parts of the gyroscope were designed to oscillate in-plane. Furthermore, by removing the substrate underneath the device, the slide-film air damping in the gap between the proof masses and the substrate was eliminated. The proposed architectur… Show more

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Cited by 19 publications
(12 citation statements)
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“…The capacitance change measured through Equation (36) is . If the same device is operated at vacuum, the value of the measured capacitance change is increased and is measured to be for the same angular rate of due to the fact that decreasing the pressure inside the encapsulated device package results in low energy dissipation due to both slide and squeeze film damping phenomena [ 37 ]. The results of the capacitance change show that the sensitivity of the device can be improved by 10 manifolds by operating the device in vacuum.…”
Section: Fem-based Electro-thermal-structural Analysismentioning
confidence: 99%
“…The capacitance change measured through Equation (36) is . If the same device is operated at vacuum, the value of the measured capacitance change is increased and is measured to be for the same angular rate of due to the fact that decreasing the pressure inside the encapsulated device package results in low energy dissipation due to both slide and squeeze film damping phenomena [ 37 ]. The results of the capacitance change show that the sensitivity of the device can be improved by 10 manifolds by operating the device in vacuum.…”
Section: Fem-based Electro-thermal-structural Analysismentioning
confidence: 99%
“…As is known, the smaller the cross-axis errors between two different sense modes, the better [ 29 , 30 ]. Since the main source of the cross-axis error from Yaw Mode to Pitch Mode is the coupling stiffness terms 2 k 5 xy α + k 9 zx α and k 7 zx θ + k 9 zx θ , more specifically, the coupling stiffness terms of crab-leg beams Y 11 , Y 12 , U-shaped beams Y 7 , Y 8 , Y 9 , Y 10 , trampoline beams P 1 , P 2 , P 3 and P 4 , that the equivalent fabrication angle α and θ matters most ( Figure 4 ), should be decreased as much as possible to reduce the value of cross-axis error S yaw 2 pitch .…”
Section: Mechanical Coupling Stiffness Analysismentioning
confidence: 99%
“…Based on the working principle, the MEMS gyroscopes are divided into two main categories including resonant and non-resonant gyroscopes. In resonant MEMS gyroscopes, the device is operated at resonance and both the drive and sense mode resonant frequency values are generally matched which leads to high mechanical sensitivity [ 7 ]. The reliability of resonant MEMS gyroscopes is of major concern since a mismatch between the drive and sense mode resonant frequencies occurs due to microfabrication process tolerances and fluctuations in the operating temperature and pressure conditions [ 8 , 9 ].…”
Section: Introductionmentioning
confidence: 99%