Nonlinear energy harvesting through a multimodal electro-mechanical system

A semi-analytical method is used to illustrate the behavior of a multimodal nonlinear electromechanical system which is under base-excitation. System is considered as piezo-ceramic patches attached to a cantilever beam coupled to a resistive load. The cantilever beam is modeled as a nonlinear Timosh...

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Main Authors:	Moein Mohammadpour, Morteza Dardel, Mohammad Hasan Ghasemi, Mohammad Hadi Pashaei
Format:	Article
Language:	English
Published:	Iranian Society of Vibration and Acoustics 2015-07-01
Series:	Journal of Theoretical and Applied Vibration and Acoustics
Subjects:	Nonlinear energy harvesting Multimodal duffing oscillator Complexification averaging method Arc length continuation method
Online Access:	http://tava.isav.ir/article_13602_29fc79df45b52ba2b71008e082c0ebe9.pdf

id	doaj-71c0279fc23849c7a060ecf3bce19188
record_format	Article
spelling	doaj-71c0279fc23849c7a060ecf3bce191882021-07-02T07:32:52ZengIranian Society of Vibration and AcousticsJournal of Theoretical and Applied Vibration and Acoustics2423-47612423-47612015-07-0112738410.22064/tava.2015.1360213602Nonlinear energy harvesting through a multimodal electro-mechanical systemMoein Mohammadpour0Morteza Dardel1Mohammad Hasan Ghasemi2Mohammad Hadi Pashaei3Department of Mechanical Engineering, Babol Noshirvani University of Technology, Postal Code: 47148-71167, Shariati Street, Babol, Mazandaran, IranDepartment of Mechanical Engineering, Babol Noshirvani University of Technology, Postal Code: 47148-71167, Shariati Street, Babol, Mazandaran, IranDepartment of Mechanical Engineering, Babol Noshirvani University of Technology, Postal Code: 47148-71167, Shariati Street, Babol, Mazandaran, IranDepartment of Mechanical Engineering, Babol Noshirvani University of Technology, Postal Code: 47148-71167, Shariati Street, Babol, Mazandaran, IranA semi-analytical method is used to illustrate the behavior of a multimodal nonlinear electromechanical system which is under base-excitation. System is considered as piezo-ceramic patches attached to a cantilever beam coupled to a resistive load. The cantilever beam is modeled as a nonlinear Timoshenko beam using Assumed Mode method and equations of motion are derived through Lagrange's equation. Nonlinear multimodal equations are solved with Complexification Averaging method and results are compared with numerical simulations. Arc length Continuation method is used to achieve frequency response of the system. Results are presented for different values of geometric and physical parameters and the effect of this variations are discussed.http://tava.isav.ir/article_13602_29fc79df45b52ba2b71008e082c0ebe9.pdfNonlinear energy harvestingMultimodal duffing oscillatorComplexification averaging methodArc length continuation method
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Moein Mohammadpour Morteza Dardel Mohammad Hasan Ghasemi Mohammad Hadi Pashaei
spellingShingle	Moein Mohammadpour Morteza Dardel Mohammad Hasan Ghasemi Mohammad Hadi Pashaei Nonlinear energy harvesting through a multimodal electro-mechanical system Journal of Theoretical and Applied Vibration and Acoustics Nonlinear energy harvesting Multimodal duffing oscillator Complexification averaging method Arc length continuation method
author_facet	Moein Mohammadpour Morteza Dardel Mohammad Hasan Ghasemi Mohammad Hadi Pashaei
author_sort	Moein Mohammadpour
title	Nonlinear energy harvesting through a multimodal electro-mechanical system
title_short	Nonlinear energy harvesting through a multimodal electro-mechanical system
title_full	Nonlinear energy harvesting through a multimodal electro-mechanical system
title_fullStr	Nonlinear energy harvesting through a multimodal electro-mechanical system
title_full_unstemmed	Nonlinear energy harvesting through a multimodal electro-mechanical system
title_sort	nonlinear energy harvesting through a multimodal electro-mechanical system
publisher	Iranian Society of Vibration and Acoustics
series	Journal of Theoretical and Applied Vibration and Acoustics
issn	2423-4761 2423-4761
publishDate	2015-07-01
description	A semi-analytical method is used to illustrate the behavior of a multimodal nonlinear electromechanical system which is under base-excitation. System is considered as piezo-ceramic patches attached to a cantilever beam coupled to a resistive load. The cantilever beam is modeled as a nonlinear Timoshenko beam using Assumed Mode method and equations of motion are derived through Lagrange's equation. Nonlinear multimodal equations are solved with Complexification Averaging method and results are compared with numerical simulations. Arc length Continuation method is used to achieve frequency response of the system. Results are presented for different values of geometric and physical parameters and the effect of this variations are discussed.
topic	Nonlinear energy harvesting Multimodal duffing oscillator Complexification averaging method Arc length continuation method
url	http://tava.isav.ir/article_13602_29fc79df45b52ba2b71008e082c0ebe9.pdf
work_keys_str_mv	AT moeinmohammadpour nonlinearenergyharvestingthroughamultimodalelectromechanicalsystem AT mortezadardel nonlinearenergyharvestingthroughamultimodalelectromechanicalsystem AT mohammadhasanghasemi nonlinearenergyharvestingthroughamultimodalelectromechanicalsystem AT mohammadhadipashaei nonlinearenergyharvestingthroughamultimodalelectromechanicalsystem
_version_	1721335942167396352

Nonlinear energy harvesting through a multimodal electro-mechanical system

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