Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation

碩士 === 淡江大學 === 航空太空工程學系碩士班 === 95 === In this study, the quasi-hyperbolic approximation is used to investigate the dynamic behavior of a crack under the action of anti-plane stresses and in-plane electric displacements in a piezoelectric material. First, the steady-state response of a finite crack...

Full description

Bibliographic Details
Main Authors: Yu-Chih Hsieh, 謝友誌
Other Authors: Yi-Shyong Ing
Format: Others
Language:zh-TW
Published: 2007
Online Access:http://ndltd.ncl.edu.tw/handle/83312550565435906703
id ndltd-TW-095TKU05295008
record_format oai_dc
spelling ndltd-TW-095TKU052950082015-10-13T14:08:17Z http://ndltd.ncl.edu.tw/handle/83312550565435906703 Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation 半雙曲線近似對含裂紋之壓電材料動態特性影響之研究 Yu-Chih Hsieh 謝友誌 碩士 淡江大學 航空太空工程學系碩士班 95 In this study, the quasi-hyperbolic approximation is used to investigate the dynamic behavior of a crack under the action of anti-plane stresses and in-plane electric displacements in a piezoelectric material. First, the steady-state response of a finite crack subjected to harmonically anti-plane loading and in-plane electric displacement on crack faces is analyzed. Moreover, a moving crack of Yoffe type in piezoelectric materials under remote anti-plane static stresses and in-plane static electric displacements is studied. The stress intensity factors and electric displacement intensity factors are obtained for both problems. Finally, numerical results of the first problem are evaluated and discussed in detail. Yi-Shyong Ing 應宜雄 2007 學位論文 ; thesis 82 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 淡江大學 === 航空太空工程學系碩士班 === 95 === In this study, the quasi-hyperbolic approximation is used to investigate the dynamic behavior of a crack under the action of anti-plane stresses and in-plane electric displacements in a piezoelectric material. First, the steady-state response of a finite crack subjected to harmonically anti-plane loading and in-plane electric displacement on crack faces is analyzed. Moreover, a moving crack of Yoffe type in piezoelectric materials under remote anti-plane static stresses and in-plane static electric displacements is studied. The stress intensity factors and electric displacement intensity factors are obtained for both problems. Finally, numerical results of the first problem are evaluated and discussed in detail.
author2 Yi-Shyong Ing
author_facet Yi-Shyong Ing
Yu-Chih Hsieh
謝友誌
author Yu-Chih Hsieh
謝友誌
spellingShingle Yu-Chih Hsieh
謝友誌
Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation
author_sort Yu-Chih Hsieh
title Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation
title_short Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation
title_full Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation
title_fullStr Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation
title_full_unstemmed Investigation of Effects on Dynamic Characteristics for Cracked Piezoelectric Materials due to Quasi-hyperbolic Approximation
title_sort investigation of effects on dynamic characteristics for cracked piezoelectric materials due to quasi-hyperbolic approximation
publishDate 2007
url http://ndltd.ncl.edu.tw/handle/83312550565435906703
work_keys_str_mv AT yuchihhsieh investigationofeffectsondynamiccharacteristicsforcrackedpiezoelectricmaterialsduetoquasihyperbolicapproximation
AT xièyǒuzhì investigationofeffectsondynamiccharacteristicsforcrackedpiezoelectricmaterialsduetoquasihyperbolicapproximation
AT yuchihhsieh bànshuāngqūxiànjìnshìduìhánlièwénzhīyādiàncáiliàodòngtàitèxìngyǐngxiǎngzhīyánjiū
AT xièyǒuzhì bànshuāngqūxiànjìnshìduìhánlièwénzhīyādiàncáiliàodòngtàitèxìngyǐngxiǎngzhīyánjiū
_version_ 1717749010410766336