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Macroscale mechanical domain parametric amplification: superthreshold pumping and optimal excitation parameters. / Neumeyer, Stefan; Thomsen, Jon Juel.

2012. Paper presented at EUROMECH Colloquium 532 , Darmstadt, Germany.

Publication: ResearchPaper – Annual report year: 2012

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Neumeyer, S & Thomsen, JJ 2012, 'Macroscale mechanical domain parametric amplification: superthreshold pumping and optimal excitation parameters' Paper presented at EUROMECH Colloquium 532 , Darmstadt, Germany, 27-08-12 - 30-08-12,

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Author

Neumeyer, Stefan; Thomsen, Jon Juel / Macroscale mechanical domain parametric amplification: superthreshold pumping and optimal excitation parameters.

2012. Paper presented at EUROMECH Colloquium 532 , Darmstadt, Germany.

Publication: ResearchPaper – Annual report year: 2012

Bibtex

@misc{bafef2c12674450c867cfd41ce5ad3a7,
title = "Macroscale mechanical domain parametric amplification: superthreshold pumping and optimal excitation parameters",
author = "Stefan Neumeyer and Thomsen, {Jon Juel}",
year = "2012",
type = "ConferencePaper",

}

RIS

TY - CONF

T1 - Macroscale mechanical domain parametric amplification: superthreshold pumping and optimal excitation parameters

A1 - Neumeyer,Stefan

A1 - Thomsen,Jon Juel

AU - Neumeyer,Stefan

AU - Thomsen,Jon Juel

PY - 2012

Y1 - 2012

N2 - This work investigates theoretically and experimentally the phenomenon of parametric amplification in a <br/>macroscale mechanical context, using a base-excited tilted cantilever beam as the model object. It demonstrates <br/>that an optimum mix between selected excitation parameters exists, that parametric amplification is possible <br/>for the second vibration mode, that the detuned case is phase lag insensitive, and that superthreshold pumping <br/>changes the gain/phase lag relationship, the phase lag range for which amplification and attenuation is realized, <br/>the optimum phase lag, and the attainable gain.

AB - This work investigates theoretically and experimentally the phenomenon of parametric amplification in a <br/>macroscale mechanical context, using a base-excited tilted cantilever beam as the model object. It demonstrates <br/>that an optimum mix between selected excitation parameters exists, that parametric amplification is possible <br/>for the second vibration mode, that the detuned case is phase lag insensitive, and that superthreshold pumping <br/>changes the gain/phase lag relationship, the phase lag range for which amplification and attenuation is realized, <br/>the optimum phase lag, and the attainable gain.

ER -