Nonlinear micromechanical resonator

Details Nonlinear micromechanical resonator Nonlinear micromechanical resonator

2007-05-31

2010-06-01

Tan, Vibol (Department: 2819)

Measuring and testing

Vibration

Resonance, frequency, or amplitude study

C333S186000

Reexamination Certificate

active

07726189

ABSTRACT:
A micromechanical resonator having an actuator configured to provide an excitation, a second component configured to move within a plane at a second frequency in response to the excitation of the actuator, and a first component coupled with the second component such that the movement of the second component at the second frequency induces resonant excitation of the first component that is substantially completely out of the plane.

REFERENCES:
patent: 3525884 (1970-08-01), Onoe et al.
patent: 5455547 (1995-10-01), Lin et al.
patent: 5763781 (1998-06-01), Netzer
patent: 6393913 (2002-05-01), Dyck et al.
patent: 6497141 (2002-12-01), Turner et al.
patent: 6686807 (2004-02-01), Giousouf et al.
Balachandran, B. and Nayfeh, A.H.; “Nonlinear Motions of Beam-Mass Structure”; Nonlinear Dynamics 1:39-61; 1990; Kluwer Academic Publishers; Netherlands.
Rutzel, S.; Lee, S.I.; and Raman, A.; “Nonlinear Dynamics of Atomic-Force-Microscope Probes Driven in Lennard-Jones Potentials”; Proc. R. Soc. London 1-24; 2003; The Royal Society; London, United Kingdom.
Younis, M.I. and Nayfeh, A.H.; “A Study of the Nonlinear Response of a Resonant Microbeam to an Electric Actuation”; Nonlinear Dynamics 31:91-117; 2003; Kluwer Academic Publishers; Netherlands.
Nayfeh, A.H. and Mook, D. T.; “Nonlinear Oscillations”; Wiley Classics Library; 6.5:402-413.
Nayfeh, A.H. and Pai, P.F.; “Linear and Nonlinear Structural Mechanics”; Wiley Series in Nonlinear Science; 4.5:215-225.
Nayfeh, A.H.; “Nonlinear Interactions: Analytical, Computational and Experimental Methods”; Wiley Series in Nonlinear Science; 2:41-49.
Doedel, E.J. et al.; “Auto 97: Continuation and Bifurcation Software for Ordinary Differential Equations”; pp. 1-6, 2:10-13; Mar. 29, 1998.
Tilmans, H.A.C.; De Raedt, W.; and Beyne, E.; “MEMS for Wireless Communications: ‘From RF-MEMS Components to RF-MEMS-SiP”’; Journal of Micromechanics and Microengineering 13:S139-S163; 2003; IOP Publishing Ltd., United Kingdom.
Bajaj, A.K.; Chang, S.I.; and Johnson, J.M.; “Amplitude Modulated Dynamics of a Resonantly Excited Autoparametric Two Degree-of-Freedom System”; Nonlinear Dynamics 5:433-457; 1994; Kluwer Academic Publishers; Netherlands.
Vyas, A.; Bajaj, A.K.; Raman, A; and Peroulis, D.; “Nonlinear Micromechanical Filters Based on Internal Resonance Phenomenon”; 4 pages.
Nguyen, C.T.C.; “Vibrating RF MEMS Technology: Fuel for an Integrated Micromechanical Circuit Revolution?”; Dig. Of Tech. Papers, the 13thConf. on Solid-State Sensors & Actuators (Transducers '05) pp. 243-247; Jun. 5-9, 2005; Seoul, Korea.
Vyas, A. and Bajaj, A.K.; “Microresonators Based on 1:2 Internal Resonance”; ASME International Mechanical Engineering Congress and Exposition; Nov. 5-11, 2005; ASME; Orlando, FL, USA.

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