1001-7372
1994 Issue S1
li qing hun ning tu duan lie ren xing de guang dan xing tie pian fa yan jiu
Li Zhiyong Zhang Qisen
Li Zhiyong Zhang Qisen
..............page:75-79
wu lun yi zai lu mian pu ce liang zhong de ying yong
Zou Youhui Hua Xuechao Su Jian Pan Hongda Zao Hongmo
Zou Youhui Hua Xuechao Su Jian Pan Hongda Zao Hongmo
..............page:57-60
..............page:46-50
..............page:6-8
shui ni fen mei hui wen ding hun he liao xiu zhu gao deng ji dao lu lu mian ji ceng de shi yan yan jiu
Yang Xiwu Liang Fuquan
Yang Xiwu Liang Fuquan
..............page:80-86
gong lu lu ce tu rang huan jing qian wu ran ping jia ti xi de chu bu yan jiu he shi li fen xi
Cai Zhizhou Liu Shutao Zhang Wanyu
Cai Zhizhou Liu Shutao Zhang Wanyu
..............page:121-125+141
ji dong che jia shi yuan an quan su zhi jian ce xi tong jie shao
Li Jiang Tang Shouping Jin Fenge
Li Jiang Tang Shouping Jin Fenge
..............page:142-146
fu jian de gang gou qiao
Huang Wenji Qi Guangrong Zheng Xinguang
Huang Wenji Qi Guangrong Zheng Xinguang
..............page:98-103
rc zu he t liang jie he mian de kong jian kang jian mo xing yan jiu
Wei Hongchang Wang Yuchen Ahstract This paper presents a 4-node spacial shear model for RC composite T-gird-ers to simulate the shear performance of flang-web interface;Meanwhile relationship
Wei Hongchang Wang Yuchen Ahstract This paper presents a 4-node spacial shear model for RC composite T-gird-ers to simulate the shear performance of flang-web interface;Meanwhile relationship
..............page:104-107
ji he fei xian xing qu liang mo shi fen xi
Huang Pingming Mao Ruixiang Ahstract In this paper;a finite element model of geometrically nonlinear curved beamis built based on the assumptions that plane cross sections remains plane;rotat
Huang Pingming Mao Ruixiang Ahstract In this paper;a finite element model of geometrically nonlinear curved beamis built based on the assumptions that plane cross sections remains plane;rotat
..............page:108-115
..............page:92-97
..............page:61-66
wo guo shui ni hun ning tu lu mian de xian zhuang yu wen ti
LiHua Cheng Yinghua
LiHua Cheng Yinghua
..............page:51-56
li qing lu mian kuai su shi gong de yan jiu yu ying yong
Lin Qijun Zhou Changdong ZhuShikai HuZhaode
Lin Qijun Zhou Changdong ZhuShikai HuZhaode
..............page:32-37
guo wai nian ya hun ning tu lu mian shi gong gong yi ji gai shan ping zheng du de zhu yao cuo shi
Cai Zhengyong Li Shiqi Niu Keimin
Cai Zhengyong Li Shiqi Niu Keimin
..............page:38-45
..............page:87-91
..............page:1-5
..............page:14-17
che yong qi you ji gao neng dian huo dian zi dian lu de shi yan yan jiu
LuXiaojun FanWei MaHuaiyi Cheng Peng Xing Sihai Zhang Xueming
LuXiaojun FanWei MaHuaiyi Cheng Peng Xing Sihai Zhang Xueming
..............page:126-133
bo li xian wei gang xian wei ji qi fu he zeng qiang hun ning tu de li xue te xing shi yan yan jiu
Ling Tianqing Jiang Jianming
Ling Tianqing Jiang Jianming
..............page:67-74
qi che ren ji xi tong zhong jia shi yuan ke kao xing ping jia de xin mo xing
Wang Wuhong Cao Qi
Wang Wuhong Cao Qi
..............page:134-141
guan yu yan zhi gong lu wang luo gui hua guan li ji gong cheng ke xing xing yan jiu yi ti hua xi tong de gou si
Wang Wei①Liu Yuanzhu②Deng Wei①Song Wenxiang②Wang Songgen②
Wang Wei①Liu Yuanzhu②Deng Wei①Song Wenxiang②Wang Songgen②
..............page:116-120
ying yong fwd ce ding tu ji hui dan mo liang de yan jiu
Zhang Honghua
Zhang Honghua
..............page:9-13
dui gong lu wo pu ke che cheng ke yi xiang de tan tao
Wei Lang Gong Guoqing Chen Yinsan
Wei Lang Gong Guoqing Chen Yinsan
..............page:147-149
..............page:25-31
li qing lu mian kang hua biao ceng de xiu zhu
Liu Qingquan
Liu Qingquan
..............page:18-24