克維拉纖維防彈裝甲之抗彈模式研究
碩士 === 中正理工學院 === 兵器工程研究所 === 86 === The purpose of this thesis is to explore the characteristics of ballistic resistance for the Kevlar fabric and laminate.By using the fragment simulating projectiles to test the specimens with a sequential variation of s...
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ndltd-TW-086CCIT01570032016-01-22T04:17:29Z http://ndltd.ncl.edu.tw/handle/08261539299565908444 克維拉纖維防彈裝甲之抗彈模式研究 Hsi-Wei Chiang 姜熹微 碩士 中正理工學院 兵器工程研究所 86 The purpose of this thesis is to explore the characteristics of ballistic resistance for the Kevlar fabric and laminate.By using the fragment simulating projectiles to test the specimens with a sequential variation of stacked thicknesses , we can calculate the loss of kinetic energy of each projectile after passing through the specimen. Finally we analyze the energy data by the regressional analysis and set-up the mathematical model of ballistic resistance. The analyzed results indicate that the mathematical relationship between the ballistic resistance and the material thickness or areal density is a second order polynominal function for the stacked fabrics and a power function for the laminates. And the more the thickness or areal density of the Kevlar fabric and laminate , the higher the ballistic resistance. The conclusions of this study are valuable for the further realization on the behavior of Kevlar ballistic resistance. The established mathematical model can be used for estimating the Kevlar ballistic resistance and will be very useful for the Kevlar armor development and design. Chunn-Sheng Mao 毛俊生 1998 學位論文 ; thesis 57 zh-TW |
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碩士 === 中正理工學院 === 兵器工程研究所 === 86 === The purpose of this thesis is to explore the characteristics
of ballistic resistance for the Kevlar fabric and laminate.By
using the fragment simulating projectiles to test the specimens
with a sequential variation of stacked thicknesses , we can
calculate the loss of kinetic energy of each projectile after
passing through the specimen. Finally we analyze the energy
data by the regressional analysis and set-up the mathematical
model of ballistic resistance.
The analyzed results indicate that the mathematical relationship
between the ballistic resistance and the material thickness or
areal density is a second order polynominal function for the
stacked fabrics and a power function for the laminates. And
the more the thickness or areal density of the Kevlar fabric
and laminate , the higher the ballistic resistance.
The conclusions of this study are valuable for the further
realization on the behavior of Kevlar ballistic resistance. The
established mathematical model can be used for estimating the
Kevlar ballistic resistance and will be very useful for the
Kevlar armor development and design.
|
author2 |
Chunn-Sheng Mao |
author_facet |
Chunn-Sheng Mao Hsi-Wei Chiang 姜熹微 |
author |
Hsi-Wei Chiang 姜熹微 |
spellingShingle |
Hsi-Wei Chiang 姜熹微 克維拉纖維防彈裝甲之抗彈模式研究 |
author_sort |
Hsi-Wei Chiang |
title |
克維拉纖維防彈裝甲之抗彈模式研究 |
title_short |
克維拉纖維防彈裝甲之抗彈模式研究 |
title_full |
克維拉纖維防彈裝甲之抗彈模式研究 |
title_fullStr |
克維拉纖維防彈裝甲之抗彈模式研究 |
title_full_unstemmed |
克維拉纖維防彈裝甲之抗彈模式研究 |
title_sort |
克維拉纖維防彈裝甲之抗彈模式研究 |
publishDate |
1998 |
url |
http://ndltd.ncl.edu.tw/handle/08261539299565908444 |
work_keys_str_mv |
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