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Effect of flattening circular hollow sections in truss and dome structures

机译:扁平空心截面在桁架和穹顶结构中的作用

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Circular hollow steel sections are normally specified in truss and dome structures to take advantage of their efficiency in compression and the ease in which they can be curved to match the various radii of different domes. However, it is not easy to connect these members together or to other members. In order to connect them together or to other members the ends are sometimes squashed or flattened. Although the process of flattening does not reduce the area of the section, it does reduce the flexural stiffness of the section. The aim of this paper is to study the behaviour of circular hollow members with flattened edges, in compression. Variables in the tests include the diameter, thickness and length of the sections, and number of bolts in the connection. Two failure modes were observed and these are overall flexural buckling (OFB) of the member and excessive deformation of the transition zone (DTZ). The results from these tests are compared with the flexural compressive resistance formula in the South African steel code (SANS10162-1) and the European steel code (EN 1993-1-1), with a view of determining a simple formula for designing such members.
机译:圆形空心钢型材通常在桁架和穹顶结构中指定,以利用其压缩效率和弯曲方便性来匹配不同穹顶的半径。但是,将这些成员连接在一起或连接到其他成员并不容易。为了将它们连接在一起或连接到其他成员,有时会将其端部压扁或弄平。尽管平坦化过程不会减小截面的面积,但确实会减小截面的抗弯刚度。本文的目的是研究具有扁平边缘的圆形空心构件在压缩状态下的行为。测试中的变量包括截面的直径,厚度和长度,以及连接中的螺栓数量。观察到两种破坏模式,它们是构件的整体挠曲屈曲(OFB)和过渡区过度变形(DTZ)。将这些测试的结果与南非钢规(SANS10162-1)和欧洲钢规(EN 1993-1-1)中的抗弯抗压公式进行了比较,目的是确定设计此类构件的简单公式。

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