Fluid damping phenomena in a slender microbeam modelled on nonclassical theory

This work deals with the evaluation of the squeeze-film damping in an electrically-actuated microbeam considering the effects of an imposed static deflection. The model presents a reliable modelling of the mechanical behaviour by improving the classical approach with the features of the strain-gradie...

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Main Authors: Belardinelli P., Lenci S., Cocchi G.
Format: Article
Language:English
Published: EDP Sciences 2014-01-01
Series:MATEC Web of Conferences
Online Access:http://dx.doi.org/10.1051/matecconf/20141605003
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spelling doaj-f92803c8195c475fb40183ee690b2e3c2021-03-02T09:29:07ZengEDP SciencesMATEC Web of Conferences2261-236X2014-01-01160500310.1051/matecconf/20141605003matecconf_csndd2014_05003Fluid damping phenomena in a slender microbeam modelled on nonclassical theoryBelardinelli P.Lenci S.Cocchi G. This work deals with the evaluation of the squeeze-film damping in an electrically-actuated microbeam considering the effects of an imposed static deflection. The model presents a reliable modelling of the mechanical behaviour by improving the classical approach with the features of the strain-gradient elasticity theory. Taking into account a correction of the electric actuation for the fringing field effects, a parametric analysis is performed. The work pays attention to evaluate the damping force on the beam surface both in small static deflection regime and near the static pull-in. The results show that the correction for the finiteness of beam edges and the high-order material parameters affect the response only at large deflections. A brief study on the static behaviour is carried out highlighting how the response is affected by the strain-gradient elasticity theory. A parametric analysis of the damping force is presented and the properties of the cut-off point are studied. http://dx.doi.org/10.1051/matecconf/20141605003
collection DOAJ
language English
format Article
sources DOAJ
author Belardinelli P.
Lenci S.
Cocchi G.
spellingShingle Belardinelli P.
Lenci S.
Cocchi G.
Fluid damping phenomena in a slender microbeam modelled on nonclassical theory
MATEC Web of Conferences
author_facet Belardinelli P.
Lenci S.
Cocchi G.
author_sort Belardinelli P.
title Fluid damping phenomena in a slender microbeam modelled on nonclassical theory
title_short Fluid damping phenomena in a slender microbeam modelled on nonclassical theory
title_full Fluid damping phenomena in a slender microbeam modelled on nonclassical theory
title_fullStr Fluid damping phenomena in a slender microbeam modelled on nonclassical theory
title_full_unstemmed Fluid damping phenomena in a slender microbeam modelled on nonclassical theory
title_sort fluid damping phenomena in a slender microbeam modelled on nonclassical theory
publisher EDP Sciences
series MATEC Web of Conferences
issn 2261-236X
publishDate 2014-01-01
description This work deals with the evaluation of the squeeze-film damping in an electrically-actuated microbeam considering the effects of an imposed static deflection. The model presents a reliable modelling of the mechanical behaviour by improving the classical approach with the features of the strain-gradient elasticity theory. Taking into account a correction of the electric actuation for the fringing field effects, a parametric analysis is performed. The work pays attention to evaluate the damping force on the beam surface both in small static deflection regime and near the static pull-in. The results show that the correction for the finiteness of beam edges and the high-order material parameters affect the response only at large deflections. A brief study on the static behaviour is carried out highlighting how the response is affected by the strain-gradient elasticity theory. A parametric analysis of the damping force is presented and the properties of the cut-off point are studied.
url http://dx.doi.org/10.1051/matecconf/20141605003
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AT lencis fluiddampingphenomenainaslendermicrobeammodelledonnonclassicaltheory
AT cocchig fluiddampingphenomenainaslendermicrobeammodelledonnonclassicaltheory
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