Design and Analysis of Planar and Lattice-Electrostatic Comb Drive Actuators
T. Kuendiger, G.M. Howard, P. Mokrian, Majid Ahmadi, William C. Miller
Abstract
T. Kuendiger, G.M. Howard, P. Mokrian, Majid Ahmadi, William C. Miller
Abstract
This paper presents an analysis of the electrostatic forces that act on a laterally driven comb drive actuator, in order to provide a clear understanding of the actuator geometry and its effects on system performance. Contrary to more familiar models, we provide a proper breakdown of the forces acting on a lateral comb drive structure by examining the electric field induced in a single actuator finger. Our results demonstrate the asymmetric nature of the forces, and its consequences. To counter these effects, we propose a novel actuator design which employs an out-of-plane interdigitated comb lattice. The simulation results comparing the new lattice design to the traditional planar comb drive actuator reveal a 66% increase in lateral actuation force, a 40% increase in change in capacitance per unit displacement, in addition to superior rectilinear stability under torsional forces.
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This paper presents an analysis of the electrostatic forces that act on a laterally driven comb drive actuator, in order to provide a clear understanding of the actuator geometry and its effects on system performance. Contrary to more familiar models, we provide a proper breakdown of the forces acting on a lateral comb drive structure by examining the electric field induced in a single actuator finger. Our results demonstrate the asymmetric nature of the forces, and its consequences. To counter these effects, we propose a novel actuator design which employs an out-of-plane interdigitated comb lattice. The simulation results comparing the new lattice design to the traditional planar comb drive actuator reveal a 66% increase in lateral actuation force, a 40% increase in change in capacitance per unit displacement, in addition to superior rectilinear stability under torsional forces.
Key concepts: Comb drive, Actuator, Planar, Lattice (music), Capacitance, Electric field, Control theory (sociology), Materials science