2011
DOI: 10.1088/0960-1317/21/8/085027
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Performance of an active electric bearing for rotary micromotors

Abstract: An electric bearing used to support a micromachined rotor of variable-capacitance motors was designed and tested in order to study the characteristics of this frictionless bearing. Electrostatic suspension of a ring-shaped rotor in five degrees of freedom is required to eliminate the mechanical bearing and thus the friction and wear between the rotor and the substrate. Bulk microfabrication-based glass/silicon/glass bonding is chosen for this device, allowing the fabrication of large area sense capacitors and … Show more

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Cited by 25 publications
(29 citation statements)
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References 28 publications
(54 reference statements)
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“…Then the compensated results can be observed and evaluated via measuring the closed-loop frequency response and suspension stiffness. To test the closed-loop frequency response, φex(s) and θex(s) are set as the input and output while φex(s) and Vdx(s) are set as the input and output in the following suspension stiffness frequency-sweeping test [7]. Three curves C1, C2, and C3 in Figure 10 indicate the under-, proper- and over-compensation in the closed-loop frequency responses, respectively.…”
Section: Experiments Results and Discussionmentioning
confidence: 99%
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“…Then the compensated results can be observed and evaluated via measuring the closed-loop frequency response and suspension stiffness. To test the closed-loop frequency response, φex(s) and θex(s) are set as the input and output while φex(s) and Vdx(s) are set as the input and output in the following suspension stiffness frequency-sweeping test [7]. Three curves C1, C2, and C3 in Figure 10 indicate the under-, proper- and over-compensation in the closed-loop frequency responses, respectively.…”
Section: Experiments Results and Discussionmentioning
confidence: 99%
“…The traditional spinning-rotor gyroscopes [3], as the most highly-accurate gyroscopes in inertial navigation and pointing applications, function as a two-degree-of-freedom angular rate or position sensor with various suspension techniques [3,4,5]. In order to minimize the mechanical friction of the spinning rotor and achieve high accuracy, different miniaturized gyroscope suspension mechanisms, such as contactless electrostatic and electromagnetic bearings [6,7,8] and liquid-suspended and gas-lubricated bearings [9,10,11], have been studied and developed. Among them, electrostatic suspension is comparatively compatible with existing microfabrication techniques and ideally suited for micromachined spinning-rotor gyroscopes.…”
Section: Introductionmentioning
confidence: 99%
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“…Employing an active approach for stable levitation, the gap between the levitated disc and surrounding electrodes was 2 µm. The small distance made it possible to generate a drive torque of 10 −11 N m by applying a nominal drive actuator potential of 5 V. This concept of actuation and its application in micro-motors [27][28][29], gyroscopes [30][31][32][33], multi-inertial sensors [34,35] and accelerometers [36][37][38][39], was further improved by other research groups in terms of micro-machining fabrication and signal conditioning. As a result, in 2005, an electrostatic micro-motor which was able to rotate a 1.5 mm diameter ring-shaped rotor having a speed up to 74,000 r.p.m., was demonstrated by Nakamura [35].…”
Section: Electric Levitation Micro-actuatorsmentioning
confidence: 99%
“…To maintain stable suspension, the rotor is actively suspended in five DOFs: translations along the x -, y -, and z -directions, and rotations around two in-plane axes. If the cross-coupling effects among the different axes are ignored, the dynamics of the rotor can be modeled by five uncoupled 1-DOF systems [10]. {(1normala)me¨i+bie˙i=Fi(1normalb)Jα¨j+bjα˙j=Mjwhere m and J are the mass and moment of inertia of the rotor, e and α are the linear and angular displacements of the rotor away from its equilibrium position, b is the air-film damping coefficient, F and M are the electrostatic feedback force and torque, the subscript i = x , y , z denotes the axis along which the force is produced, and j = φ x , φ y denotes the axis around which the torque is produced, respectively.…”
Section: Description Of the Micro-motormentioning
confidence: 99%