TY - JOUR
T1 - Limit equations for hypervelocity impacts on honeycomb sandwich panels
AU - Jia, Guanghui
AU - Ouyang, Zhijiang
PY - 2013/10
Y1 - 2013/10
N2 - To explore the predictive ability for the penetration characteristics of the impact limit equations about honeycomb sandwich, 3 types of ballistic limit equations, equivalent methods on the panel thickness, and 131 CFRP experimental data had been investigated, and the predictive ability of the equations had been calculated. The results show that the predicted probabilities of MET equation to other data source are all over 80%, so MET equation can be preferred in the engineering prediction for the protective structure. The safety prediction rates of SRL quation to other data source and self data source are all reach 100%, so SRL equation suits for the design of high reliability protection structure. Finally, the idea of optimizing coefficients and speed cut-off value for the impact limit equations was studied to improve the predictive ability.
AB - To explore the predictive ability for the penetration characteristics of the impact limit equations about honeycomb sandwich, 3 types of ballistic limit equations, equivalent methods on the panel thickness, and 131 CFRP experimental data had been investigated, and the predictive ability of the equations had been calculated. The results show that the predicted probabilities of MET equation to other data source are all over 80%, so MET equation can be preferred in the engineering prediction for the protective structure. The safety prediction rates of SRL quation to other data source and self data source are all reach 100%, so SRL equation suits for the design of high reliability protection structure. Finally, the idea of optimizing coefficients and speed cut-off value for the impact limit equations was studied to improve the predictive ability.
KW - Equivalent method
KW - Honeycomb sandwich panel
KW - Hypervelocity impact
KW - Impact limit equations
KW - Predictive ability
UR - https://www.scopus.com/pages/publications/84891426152
U2 - 10.3780/j.issn.1000-758X.2013.05.003
DO - 10.3780/j.issn.1000-758X.2013.05.003
M3 - 文章
AN - SCOPUS:84891426152
SN - 1000-758X
VL - 33
SP - 15-21+68
JO - Zhongguo Kongjian Kexue Jishu/Chinese Space Science and Technology
JF - Zhongguo Kongjian Kexue Jishu/Chinese Space Science and Technology
IS - 5
ER -