Dynamics of a parametric rotating pendulum under a realistic wave profile

Tatiana Andreeva; Panagiotis Alevras; Arvid Naess; Daniil Yurchenko

doi:10.1007/s40435-015-0168-z

Dynamics of a parametric rotating pendulum under a realistic wave profile

Tatiana Andreeva, Panagiotis Alevras, Arvid Naess, Daniil Yurchenko

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Abstract

Stochastic dynamics of a rotating pendulum isinvestigated upon the development of a novel wave energyconverter. A dependency of the pendulum’s rotational potentialon the wave profile is studied. The latter is modeled usinga non-harmonic periodic function with a sharp or bent crest.It has been shown that the sharp wave profile significantlydeteriorates the rotational potential of the parametric pendulum,so that the system becomes non-rotational even in theprimary parametric resonance zone.

Original language	English
Pages (from-to)	233-238
Number of pages	6
Journal	International Journal of Dynamics and Control
Volume	4
Issue number	2
Early online date	19 Apr 2015
DOIs	https://doi.org/10.1007/s40435-015-0168-z
Publication status	Published - Jun 2016

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title = "Dynamics of a parametric rotating pendulum under a realistic wave profile",

abstract = "Stochastic dynamics of a rotating pendulum isinvestigated upon the development of a novel wave energyconverter. A dependency of the pendulum{\textquoteright}s rotational potentialon the wave profile is studied. The latter is modeled usinga non-harmonic periodic function with a sharp or bent crest.It has been shown that the sharp wave profile significantlydeteriorates the rotational potential of the parametric pendulum,so that the system becomes non-rotational even in theprimary parametric resonance zone.",

author = "Tatiana Andreeva and Panagiotis Alevras and Arvid Naess and Daniil Yurchenko",

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T1 - Dynamics of a parametric rotating pendulum under a realistic wave profile

AU - Andreeva, Tatiana

AU - Alevras, Panagiotis

AU - Naess, Arvid

AU - Yurchenko, Daniil

PY - 2016/6

Y1 - 2016/6

N2 - Stochastic dynamics of a rotating pendulum isinvestigated upon the development of a novel wave energyconverter. A dependency of the pendulum’s rotational potentialon the wave profile is studied. The latter is modeled usinga non-harmonic periodic function with a sharp or bent crest.It has been shown that the sharp wave profile significantlydeteriorates the rotational potential of the parametric pendulum,so that the system becomes non-rotational even in theprimary parametric resonance zone.

AB - Stochastic dynamics of a rotating pendulum isinvestigated upon the development of a novel wave energyconverter. A dependency of the pendulum’s rotational potentialon the wave profile is studied. The latter is modeled usinga non-harmonic periodic function with a sharp or bent crest.It has been shown that the sharp wave profile significantlydeteriorates the rotational potential of the parametric pendulum,so that the system becomes non-rotational even in theprimary parametric resonance zone.

U2 - 10.1007/s40435-015-0168-z

DO - 10.1007/s40435-015-0168-z

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SN - 2195-268X

VL - 4

SP - 233

EP - 238

JO - International Journal of Dynamics and Control

JF - International Journal of Dynamics and Control

IS - 2

ER -

Dynamics of a parametric rotating pendulum under a realistic wave profile

Abstract

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