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首页> 外文期刊>Advances in Structural Engineering >Buckling Strength of Single Angle Struts Part 2: Angles Connected by One Leg at Both Ends
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Buckling Strength of Single Angle Struts Part 2: Angles Connected by One Leg at Both Ends

机译:单角撑杆的屈曲强度第2部分:两端由一条腿连接的角

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摘要

A single angle strut connected at both ends by one leg is simple in execution, but complex in behavior. As a monosymmetric section, the angle is subjected simultaneously to compression, biaxial bending and torsion. Furthermore, there exist at the two ends rotational restraints whose rigidity depends on the member arrangement and joint detailing of the truss. So, a rigorous solution of the bearing capacity of such angle is very difficult to establish. The common practice in design work is to transform this complex problem into the buckling of an axially compressed strut, hinged at both ends, by taking an equivalent slenderness ratio.In this study, new formulas for this equivalent slenderness are suggested, where a concept of partial adjustment is introduced so that they apply to angles of high strength steel as well as to those of low carbon steel.The detrimental effect of torsion on the strut capacity is not negligible when the angle has slender leg, especially for high strength steel. Formulas of reduction factor to the member yield strength are proposed in this regard and are given as a function of the flat width-thickness ratio instead of the overall width-thickness ratio of the leg. These formulas, in conjunction with those for equivalent slenderness, correlate well with the test program of angle struts, steel grade 460 MPa.Lastly, limitations to the formulas of equivalent slenderness are discussed.
机译:由一条腿在两端连接的单个角撑杆执行起来很简单,但是行为却很复杂。作为单对称截面,该角同时受到压缩,双轴弯曲和扭转。此外,在两端存在旋转约束,其旋转刚度取决于桁架的构件布置和接头细节。因此,很难建立这种角度的承载力的严格解决方案。在设计工作中,通常的做法是通过采用等效的细长比将这个复杂的问题转换成两端铰接的轴向压缩支柱的屈曲。在这项研究中,提出了等效细长的新公式,其中引入了局部调整,使其适用于高强度钢和低碳钢的角钢。当角钢细长时,扭转对支杆承载力的不利影响不可忽略,特别是对于高强度钢而言。在这方面提出了对构件屈服强度的减小因子的公式,并且公式给出为平坦的宽度-厚度比而不是腿的总宽度-厚度比的函数。这些公式与等效细长度的公式相结合,与460 MPa级钢角撑杆的测试程序紧密相关。最后,讨论了等效细长度公式的局限性。

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