Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect

碩士 === 國立成功大學 === 工程科學系 === 104 === The purpose of this thesis is to study the dynamic responses of a composite beam, which has a piezoelectric sheet mounted on the bottom surface, under the moving load effect. The Timoshenko theory is adopted in this study. The composite beam is regarded as a three...

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Main Authors: Yi-ChengLai, 賴逸丞
Other Authors: Rong-Tyai Wang
Format: Others
Language:zh-TW
Published: 2016
Online Access:http://ndltd.ncl.edu.tw/handle/37555021500251124941
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spelling ndltd-TW-104NCKU50280792017-09-24T04:40:45Z http://ndltd.ncl.edu.tw/handle/37555021500251124941 Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect 單邊貼附壓電片複合材料樑受移動負載效應之動態分析 Yi-ChengLai 賴逸丞 碩士 國立成功大學 工程科學系 104 The purpose of this thesis is to study the dynamic responses of a composite beam, which has a piezoelectric sheet mounted on the bottom surface, under the moving load effect. The Timoshenko theory is adopted in this study. The composite beam is regarded as a three-span beam and each span has top and bottom components. The lower layer of the second span is a piezoelectric material. All the other parts are composite material. The total electric enthalpy and kinetic energy of the entire beam are obtained with displacements, stresses and strains. The governing equations and the corresponding boundary condition are derived via by Hamilton’s principle. The method of modal analysis is presented to obtain the dynamic responses of the entire beam induced by a load moving on the beam. The effects of traveling velocity of the load and the geometric parameters of the beam on both histories of the displacement of the beam and the electric charge accumulation on the piezoelectric surfaces are investigated. Rong-Tyai Wang 王榮泰 2016 學位論文 ; thesis 79 zh-TW
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language zh-TW
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description 碩士 === 國立成功大學 === 工程科學系 === 104 === The purpose of this thesis is to study the dynamic responses of a composite beam, which has a piezoelectric sheet mounted on the bottom surface, under the moving load effect. The Timoshenko theory is adopted in this study. The composite beam is regarded as a three-span beam and each span has top and bottom components. The lower layer of the second span is a piezoelectric material. All the other parts are composite material. The total electric enthalpy and kinetic energy of the entire beam are obtained with displacements, stresses and strains. The governing equations and the corresponding boundary condition are derived via by Hamilton’s principle. The method of modal analysis is presented to obtain the dynamic responses of the entire beam induced by a load moving on the beam. The effects of traveling velocity of the load and the geometric parameters of the beam on both histories of the displacement of the beam and the electric charge accumulation on the piezoelectric surfaces are investigated.
author2 Rong-Tyai Wang
author_facet Rong-Tyai Wang
Yi-ChengLai
賴逸丞
author Yi-ChengLai
賴逸丞
spellingShingle Yi-ChengLai
賴逸丞
Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect
author_sort Yi-ChengLai
title Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect
title_short Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect
title_full Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect
title_fullStr Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect
title_full_unstemmed Dynamic Analysis of a Composite Beam with One-Sided Surface Mounted Piezoelectric Material under the Moving Load Effect
title_sort dynamic analysis of a composite beam with one-sided surface mounted piezoelectric material under the moving load effect
publishDate 2016
url http://ndltd.ncl.edu.tw/handle/37555021500251124941
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