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Vol. 123, Issue 12, December 2010, pp.41-51

 

Bullet

Investigation of Squeeze Film Effect on Dynamic Characteristics of Electrically Actuated Fully Clamped Micro-Beam

 

1Ali Asghar Keyvani Janbahan, 2Ahmad Ghanbari, 3Jafar Keyghobadi

1,2,3Faculty of Mech. Eng., University of Tabriz, Tabriz, Iran

2Center of Excellence Research Lab., University of Tabriz, Tabriz, Iran

1Research Center for Pharmaceutical Nano-technology, Tabriz. Univ. Medical science, Tabriz, Iran

Tel.: 1+98 914 893 0185, 2+98 914 116 0796

E-mail: 1 a.keyvani88@ms.tabrizu.ac.ir, 2 a-ghanbari@tabrizu.ac.ir

 

 

Received: 22 June 2010   /Accepted: 21 December 2010   /Published: 28 December 2010

 

Abstract: In this article a clamped-clamped type micro beam has been considered in an interaction with a thin film of air underneath the beam and its dynamic characteristics such as natural frequency and damping ratio have been discussed. Most important priority is to solve the dynamic motion of the beam due to electrical actuation considering pressure distribution of air within the gap. So a distributed model for both flexural deflection and pressure distribution has bean considered using Euler-Bernoulli beam model and ideal gas Reynolds equation. In that way a set of coupled nonlinear partial differential equations have been obtained that must be solved simultaneously. Because there is no analytic solution for any of equations some simplifications have been considered to make both of them linear. Assuming the actuation voltage to be compound of a finite DC component and an infinitesimally low AC component the quasi static conditions took place and the equations became linear. Application of Galerkin based reduced order model mass, spring and damping matrixes has been found so root locus, frequency and damping ratio diagrams of the system have been plotted and discussed in terms of some defined dimensionless parameters that are very reasonable and useful in design of MEMS.

 

Keywords: MEMS, Squeeze film damping, Frequency response, Reynolds equation, Fully clamped micro-beam

 

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