Static Strength of Square T-Joints Reinforced with Collar-Plates under Axial Compression or In-Plane Bending

被引:0
|
作者
Yong-Bo Shao
Hazem Samih Mohamed
Mostafa Fahmi Hassanein
Wen-Jie Wang
Li Xiao
机构
[1] Southwest Petroleum University,School of Civil Engineering and Geomatics
[2] Egyptian Chinese University,Department of Construction and Building Engineering
[3] Tanta University,Department of Structural Engineering, Faculty of Engineering
[4] Yantai University,School of Civil Engineering
关键词
Square tubular T-joint; Collar-plate; Ultimate capacity; Yield line; Experimental tests; FE simulation;
D O I
暂无
中图分类号
学科分类号
摘要
In typical square tubular joints, the most common failure mode is local yielding or buckling of the chord at the brace/chord intersection. Thus, in the current paper, a collar-plate, as external reinforcement, is welded around the weld toe to increase the stiffness of the chord surface. Firstly, theoretical formulas, based on the yield line principle which is often used to examine thin-walled members suffering from local collapse mechanisms, for calculating the capacities of the collar-plate-reinforced square tubular T-joints under axial compression and in-plane bending are deduced. Then, experimental tests and finite element (FE) simulations are carried out on square tubular T-joints reinforced with collar-plates. The experimental results showed an improvement in the bearing capacity of SHS joints reinforced with collar-plate by 78 and 89% compared with the corresponding un-reinforcement joints. The FE results, as well, proved that using the collar-plate reinforcement is an efficient method to improve the static strength of a square tubular T-joint under either axial compression or in-plane bending. Finally, through the comparison between the FE results and the theoretical formulas, the validation range of the formulas for predicting the strengths of the collar-plate-reinforced square tubular T-joints is specified. For the joints under axial pressure, the validation range of the proposed formula is 0.45 ≤ βc ≤ 0.8, 2γ  ≥ 20 and τc ≥ 1.5, while for the joints under in-plane bending is βc ≤ 0.8, 15 ≤  2γ  ≤ 30 and τc ≥ 1.50.
引用
收藏
页码:1009 / 1023
页数:14
相关论文
共 50 条
  • [31] Static strength of doubler plate reinforced CHS X-joints loaded by in-plane bending
    Choo, YS
    Liang, JX
    van der Vegte, GJ
    Liew, JYR
    JOURNAL OF CONSTRUCTIONAL STEEL RESEARCH, 2004, 60 (12) : 1725 - 1744
  • [32] Fatigue tests and design of Q460 CHS-CHS T-joints under axial loading and in-plane bending
    Hu, Chao
    Cheng, Rui
    Wang, Yuhang
    Chen, Yang
    Yang, Zhou
    Liu, Yusen
    THIN-WALLED STRUCTURES, 2024, 194
  • [33] Experimental study on SCFs of welded CHS-to-concrete filled CHS T-joints under axial loading and in-plane bending
    Shi, W. Z.
    TUBULAR STRUCTURES XII, 2009, : 469 - 476
  • [34] Concrete-Filled Steel and Steel Tubular T-Joints under Cyclic in-Plane Bending
    Chen, J.
    Zhang, D. W.
    Jin, W. L.
    ADVANCES IN STRUCTURAL ENGINEERING, 2015, 18 (12) : 2207 - 2216
  • [35] Fatigue behaviour of welded thin CHS-plate T-joints under in-plane bending
    Mashiri, FR
    Zhao, XL
    Grundy, P
    TUBULAR STRUCTURES X, 2003, : 321 - 328
  • [36] BEHAVIOUR OF CONCRETE-FILLED TUBULAR T-JOINTS UNDER IN-PLANE BENDING CYCLIC LOADING
    Chen, Ju
    Chen, Juan
    Jin, Wei-Liang
    PROCEEDINGS OF THE ELEVENTH INTERNATIONAL SYMPOSIUM ON STRUCTURAL ENGINEERING, VOL I AND II, 2010, : 519 - 524
  • [38] Expressions for Stress Concentration Factors for T-Joints of Hollow and Concrete-Filled Square Cross-Sections for In-Plane Axial and Bending Loads
    Gao, Liyong
    Jiang, Lei
    Wang, Xingzheng
    Gao, Sheng
    Cui, Hongxu
    Liu, Jun
    Zhou, Hekuan
    SYMMETRY-BASEL, 2024, 16 (08):
  • [39] Probabilistic analysis of the SCFs in tubular T/Y-joints reinforced with FRP under axial, in-plane bending, and out-of-plane bending loads
    Nassiraei H.
    Rezadoost P.
    Structures, 2022, 35 : 1078 - 1097
  • [40] Probabilistic analysis of the SCFs in tubular T/Y-joints reinforced with FRP under axial, in-plane bending, and out-of-plane bending loads
    Nassiraei, Hossein
    Rezadoost, Pooya
    STRUCTURES, 2022, 35 : 1078 - 1097