21st IEEE Convention of the Electrical and Electronic Engineers in Israel. Proceedings (Cat. No.00EX377)
DOI: 10.1109/eeei.2000.924457
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A generalized algebraic equation for the pull-in condition in micromachined electrostatic micromirrors: modeling and characterization

Abstract: A new analytical approach for modeling the pull-in condition of voltage controlled electrostatic actuators (VCEA) with a general single degree of freedom (DOF) and general shape is presented. The presented approach gives a more general view of the pull-in condition in electrostatic actuators. The pull-in condition for an electrostatic actuator is defined in the voltage and degree of freedom plane. Then a general algebraic equation, referred to as the pull-in equation, is derived for the actuator. The solution … Show more

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Cited by 2 publications
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“…For torsion actuators it is well known, and for example shown in [ 1], that a stable deflection (measured at an edge of the actuator element) up to the full width of the gap is possible. This kind of solution, however, has a large penalty in electrode area and leverage, as essentially the effective actuating area of the moving element may still only use a small fraction of the gap height.…”
Section: Torsion Actuatorsmentioning
confidence: 98%
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“…For torsion actuators it is well known, and for example shown in [ 1], that a stable deflection (measured at an edge of the actuator element) up to the full width of the gap is possible. This kind of solution, however, has a large penalty in electrode area and leverage, as essentially the effective actuating area of the moving element may still only use a small fraction of the gap height.…”
Section: Torsion Actuatorsmentioning
confidence: 98%
“…This issue is well known and is often called 'pull-in' and occurs in this simple case for x pi = h/3. A short, but quite general treatment of this effect can be found in [ 1]. The deflection in piezoelectric and thermal actuators, on the other hand, is usually quite stable: for any input signal there is a stable equilibrium of internal forces and that is reassumed after a disturbance by an external force or additional deflection.…”
Section: Introductionmentioning
confidence: 98%
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