垂直纖維方向裂縫的微觀尺度應力強度因子
碩士 === 國立清華大學 === 動力機械工程學系 === 93 === Stress Intensity Factor (SIF) is a vital target of material intensity in evaluating. This work is in terms of the principle of composite material mechanics and linear fracture mechanics, writing the program to calculate the boundary conditions of the model and s...
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ndltd-TW-093NTHU53111042015-10-13T11:15:49Z http://ndltd.ncl.edu.tw/handle/28608390359754137752 垂直纖維方向裂縫的微觀尺度應力強度因子 Jun-Yan Lai 賴俊延 碩士 國立清華大學 動力機械工程學系 93 Stress Intensity Factor (SIF) is a vital target of material intensity in evaluating. This work is in terms of the principle of composite material mechanics and linear fracture mechanics, writing the program to calculate the boundary conditions of the model and simulating there is a Mode-I crack in vertical fiber direction of the orthotropic composite material, which is utilizing ANSYS engineering analysis software to build the model. We suppose the stress intensity factor is 1 under macroscopic scale, and get dimensionless stress intensity factor in the crack tip in two different positions of two materials under relative microscopic scale. We discuss how the stress intensity factor is affected by Nonhomogeneous material under the diverse matrixes and fiber materials, such as elastic modulus ration、volume fraction ratio and Poisson’s ratio. From the result of this work, we will know no matter the volume fraction, SIFs is smaller than one in fiber when crack tip is in the matrix. When elastic modulus ration raises, the difference increases, too. We observe clearly the change of elastic modulus ration affects slightly SIFs of crack tip in different analytic point of matrix, and concerns strongly in the fiber which is under major external force. Chun-Ron Chiang 蔣長榮 2005 學位論文 ; thesis 74 zh-TW |
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碩士 === 國立清華大學 === 動力機械工程學系 === 93 === Stress Intensity Factor (SIF) is a vital target of material intensity in evaluating. This work is in terms of the principle of composite material mechanics and linear fracture mechanics, writing the program to calculate the boundary conditions of the model and simulating there is a Mode-I crack in vertical fiber direction of the orthotropic composite material, which is utilizing ANSYS engineering analysis software to build the model. We suppose the stress intensity factor is 1 under macroscopic scale, and get dimensionless stress intensity factor in the crack tip in two different positions of two materials under relative microscopic scale. We discuss how the stress intensity factor is affected by Nonhomogeneous material under the diverse matrixes and fiber materials, such as elastic modulus ration、volume fraction ratio and Poisson’s ratio.
From the result of this work, we will know no matter the volume fraction, SIFs is smaller than one in fiber when crack tip is in the matrix. When elastic modulus ration raises, the difference increases, too. We observe clearly the change of elastic modulus ration affects slightly SIFs of crack tip in different analytic point of matrix, and concerns strongly in the fiber which is under major external force.
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Chun-Ron Chiang |
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Chun-Ron Chiang Jun-Yan Lai 賴俊延 |
author |
Jun-Yan Lai 賴俊延 |
spellingShingle |
Jun-Yan Lai 賴俊延 垂直纖維方向裂縫的微觀尺度應力強度因子 |
author_sort |
Jun-Yan Lai |
title |
垂直纖維方向裂縫的微觀尺度應力強度因子 |
title_short |
垂直纖維方向裂縫的微觀尺度應力強度因子 |
title_full |
垂直纖維方向裂縫的微觀尺度應力強度因子 |
title_fullStr |
垂直纖維方向裂縫的微觀尺度應力強度因子 |
title_full_unstemmed |
垂直纖維方向裂縫的微觀尺度應力強度因子 |
title_sort |
垂直纖維方向裂縫的微觀尺度應力強度因子 |
publishDate |
2005 |
url |
http://ndltd.ncl.edu.tw/handle/28608390359754137752 |
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