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Experimental investigation on hollow-steel-tube columns with external confinements

机译:外部约束空心钢管柱的实验研究

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Tubular steel members with slender cross-sections in compression arc prone to local buckling. Different approaches, such as mulling concrete, installation of internal stiffeners and externally bonding fiber-reinforced polymer reinforcement, have been developed to retard the local buckling of steel tubular sections, and hence to improve the performance of tubular structures. In this study, a total of 35 circular hollow-steel-tube (HST) stub columns with both non-slender and slender cross-sections confined by different types of external confinements, namely steel ring, spiral and jacket confinements were tested in the experimental program. The uni-axial behavior of externally confined HST columns, including the failure mode, ultimate load-carrying capacity, stiffness and ductility, were studied and discussed. The enhancements in strength, stiffness and ductility of HST columns with different external confinements were assessed. The results indicated that the improvements on strength and stiffness of the confined HST columns were insignificant for columns with non-slender cross-sections and were considerable for columns with slender cross-sections, whilst the ductility of the HST columns was substantially enhanced by external confinements. Based on the results, equations for column ductility evaluation considering the effects of cross-section slenderness ratio, steel strength and external confinement, are proposed in this study, which are able to predict the column ductility for unconfined and externally confined HST columns. (C) 2020 Elsevier Ltd. All rights reserved.
机译:压缩横截面的管状钢构件,压缩弧容易发生局部屈曲。已经开发出不同方法,例如仔细考虑混凝土,安装内加强件和外部粘合纤维增强的聚合物增强物,以延缓钢管截面的局部屈曲,从而提高管状结构的性能。在该研究中,在实验中测试了总共35个圆形空心钢管(HST)带有不同类型的外部限制,即钢环,螺旋和夹套约束的非细长和细长横截面。程序。研究并讨论了外部限制HST列的单轴行为,包括故障模式,终极载荷容量,刚度和延展性。评估了具有不同外部约束的HST柱的强度,刚度和延展性的增强。结果表明,狭窄的HST柱的强度和刚度的改善对于具有非细层横截面的柱具有微不足道,并且对于具有细细部分的柱具有相当大的柱,而外部约束基本上提高了HST柱的延展性。基于结果,考虑本研究提出了考虑截面细长比,钢强度和外部限制的影响的柱延展性评价的方程,其能够预测无束缚和外部受限HST柱的柱延性。 (c)2020 elestvier有限公司保留所有权利。

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