Literature DB >> 17927414

Viscous microstructural dampers with aligned holes: design procedure including the edge correction.

Dorel Homentcovschi1, Ronald N Miles.   

Abstract

The paper is a continuation of the works "Modelling of viscous damping of perforated planar micromechanical structures. Applications in acoustics" [Homentcovschi and Miles, J. Acoust. Soc. Am. 116, 2939-2947 (2004)] and "Viscous Damping of Perforated Planar Micromechanical Structures" [Homentcovschi and Miles, Sensors Actuators, A119, 544-552 (2005)] where design formulas for the case of an offset (staggered) system of holes was provided. The present work contains design formulas for perforated planar microstructures used in MEMS devices (such as proof-masses in accelerometers, backplates in microphones, micromechanical switches, resonators, tunable microoptical interferometers, etc.) in the case of aligned (nonstaggered) holes of circular and square section. The given formulas assure a minimum total damping coefficient (including the squeeze film damping and the direct and indirect resistance of the holes) for an assigned open area. The paper also gives a simple edge correction, making it possible to consider real (finite) perforated planar microstructures. The proposed edge correction is validated by comparison with the results obtained by FEM simulations: the relative error is found to be smaller than 0.04%. By putting together the design formulas with the edge correction a simple integrated design procedure for obtaining viscous perforated dampers with assigned properties is obtained.

Mesh:

Year:  2007        PMID: 17927414     DOI: 10.1121/1.2756169

Source DB:  PubMed          Journal:  J Acoust Soc Am        ISSN: 0001-4966            Impact factor:   1.840


  4 in total

1.  Analytical model for viscous damping and the spring force for perforated planar microstructures acting at both audible and ultrasonic frequencies.

Authors:  Dorel Homentcovschi; Ronald N Miles
Journal:  J Acoust Soc Am       Date:  2008-07       Impact factor: 1.840

2.  Viscous damping and spring force in periodic perforated planar microstructures when the Reynolds' equation cannot be applied.

Authors:  Dorel Homentcovschi; Ronald N Miles
Journal:  J Acoust Soc Am       Date:  2010-03       Impact factor: 1.840

3.  Viscous damping and spring force calculation of regularly perforated MEMS microstructures in the Stokes' approximation.

Authors:  Dorel Homentcovschi; Bruce T Murray; Ronald N Miles
Journal:  Sens Actuators A Phys       Date:  2013-10-15       Impact factor: 3.407

4.  An analytical model for squeeze-film damping of perforated torsional microplates resonators.

Authors:  Pu Li; Yuming Fang
Journal:  Sensors (Basel)       Date:  2015-03-25       Impact factor: 3.576

  4 in total

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