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Improving behavior of semi-supported steel plate shear walls
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作者 Ali GHAMARI Abbas AKBARPOUR Ali GHANBARI 《Journal of Central South University》 SCIE EI CAS CSCD 2019年第10期2891-2905,共15页
In spite of the good performance of the steel plate shear wall(SPSW)in recent earthquakes and experimental studies,the need for huge columns to surround the infill plate is a major shortcoming of the system.This short... In spite of the good performance of the steel plate shear wall(SPSW)in recent earthquakes and experimental studies,the need for huge columns to surround the infill plate is a major shortcoming of the system.This shortcoming can be resolved by using semi-supported SPSW.The semi-supported SPSW has secondary columns that prevent the transfer of stress from the infill plate to the main columns.In spite of extensive experimental and numerical investigations on SPSWs,there are many ambiguities regarding the behavior of the semi-supported SPSW.Although stress in the columns is reduced,incomplete diagonal tension field action is formed in the infill plate that creates new problems.In this paper,a new type of semi-supported SPSW is presented in which the steel plate and the secondary columns are angled.The creation of the angle of the plate and the secondary column makes it possible to use the full capacity of the steel plate as well as the capacity of the secondary columns.Numerical results showed that the wall with a 60°angle has a favorable performance relative to the semi-supported wall.Moreover,with the 60°angle,stiffness,strength and energy absorption is increased.The angle of the secondary columns has little effect on the non-elastic stiffness.Nevertheless,using a wall with an angle of more than 90°can neutralize the wall’s behavior relative to conventional walls.Therefore,the wall with a 60°angle as an optimal angle is recommended. 展开更多
关键词 steel plate shear wall(SPSW) DUCTILITY STIFFNESS ultimate strength r factor
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含有给定k-正则子图的[a,b]-因子
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作者 汤四平 李建湘 +1 位作者 高明柯 胡杏 《应用数学学报》 CSCD 北大核心 2011年第6期1032-1045,共14页
设G是一个图,并设n,k,r,a和b是整数且满足k≥1,k≤a〈b和n≥3.对于G的给定的k-正则图H,如果G是K1,n-free图,且G的最小度至少是那么G有一个[a,b]-因子F使得E(H)∈E(F).类似地,也得到了关于图G有一个r-因子含有G中给定的k... 设G是一个图,并设n,k,r,a和b是整数且满足k≥1,k≤a〈b和n≥3.对于G的给定的k-正则图H,如果G是K1,n-free图,且G的最小度至少是那么G有一个[a,b]-因子F使得E(H)∈E(F).类似地,也得到了关于图G有一个r-因子含有G中给定的k-正则子图的度条件.进一步,指出这些度条件是最佳的. 展开更多
关键词 K-正则图 r-因子 [a r]-因子 度条件
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