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首页> 外文期刊>Latin American Journal of Solids and Structures >Numerical study of concrete-filled steel composite (CFSC) stub columns with steel stiffeners
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Numerical study of concrete-filled steel composite (CFSC) stub columns with steel stiffeners

机译:钢管加劲肋的钢管混凝土短柱的数值研究

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Numerical study of concrete-filled steel composite (CFSC) stub columns with steel stiffeners is presented in this paper. The behaviour of the columns is examined by the use of the finite element software LUSAS. Results from nonlinear finite element analyses are compared with those from corresponding experimental tests which uncover the reasonable accuracy of the modelling. Novel steel stiffeners are used in the CFSC stub columns of this study. The columns are extensively developed considering three different special arrangements of the steel stiffeners with various number, spacing, and widths of the stiffeners. The main variables are: (1) arrangement of the steel stiffeners (C1, C2, and C3); (2) number of the steel stiffeners (2 and 3); (3) spacing of the steel stiffeners (50 mm and 100 mm); (4) width of the steel stiffeners (50 mm, 75 mm, and 100 mm); (5) steel thickness (2 mm, 2.5 mm, and 3 mm); (6) concrete compressive strength (30 MPa, 40 MPa, and 50.1 MPa); (7) steel yield stress ( 234.3 MPa, 350 MPa, and 450 MPa). Effects of the variables on the behaviour of the columns are assessed. Failure modes of the columns are also illustrated. It is concluded that the variables have considerable effects on the behaviour of the columns. Moreover, ultimate load capacities of the columns are predicted by the design code EC4, suggested equation of other researchers, and proposed equation of the authors of this paper. The obtained ultimate load capacities from the analyses are compared with the predicted values. It concludes that EC4 gives more conservative predictions than the equations.
机译:提出了带钢加劲肋的钢管混凝土短柱的数值研究。通过使用有限元软件LUSAS检查列的行为。将非线性有限元分析的结果与相应的实验测试的结果进行比较,发现模型的合理准确性。这项研究的CFSC短柱中使用了新型钢加劲肋。考虑到钢加强筋的三种不同的特殊布置方式以及具有不同数量,间距和宽度的加强筋,对柱子进行了广泛的开发。主要变量是:(1)钢加强筋的布置(C1,C2和C3); (2)钢加强筋的数量(2和3); (3)钢加强筋的间距(50毫米和100毫米); (4)钢加强筋的宽度(50毫米,75毫米和100毫米); (5)钢的厚度(2毫米,2.5毫米和3毫米); (6)混凝土抗压强度(30 MPa,40 MPa和50.1 MPa); (7)钢的屈服应力(234.3 MPa,350 MPa和450 MPa)。评估变量对色谱柱性能的影响。还说明了列的失败模式。结论是变量对列的行为有相当大的影响。此外,柱的极限承载能力由设计代码EC4预测,并由其他研究人员提出方程,并由本文作者提出。从分析中获得的极限载荷能力与预测值进行比较。结论是EC4比方程式给出的保守性更高。

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