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Ultimate bearing capacity of asymmetrically double tapered steel columns with tubular cross-section

机译:管状截面非对称双锥形钢柱的极限承载力

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摘要

As a new kind of non-uniform member, the asymmetrically double tapered column with tubular cross-section is composed of two tapered parts with different lengths. This kind of column is more effective and economic to resist combination of axial load and transverse load, with both its ends hinged and transverse load applied at the largest cross-section. Some classic non-uniform members such as stepped or tapered members have been investigated thoroughly, but there is not any available design method for asymmetrically double tapered columns so far. In this study, the elastic buckling behaviors of asymmetrically double tapered columns with solid circular and tubular cross-section are studied respectively. Bessel functions and fitting processes are used to derive explicit formulas of the critical load. Subsequently, the ultimate bearing capacity of asymmetrically double tapered tubular columns subject to axial load is studied. And the results obtained by the design formula proposed herein correlate well with these obtained by using finite element numerical analysis. Finally, a P-M interaction formula for predicting in-plane strength of double tapered tubular columns under axial load and uniaxial bending is suggested. Employment of a detailed nonlinear finite element analysis demonstrates the accuracy of the interaction formula.
机译:作为一种新型的非均匀构件,具有管状横截面的非对称双锥形柱由两个不同长度的锥形部分组成。这种类型的立柱两端均采用铰链连接,并且承受最大横截面的横向载荷时,它更能抵抗轴向载荷和横向载荷的共同作用。已经对一些经典的非均匀构件(例如阶梯构件或锥形构件)进行了深入研究,但是到目前为止,没有任何可用的非对称双锥形柱设计方法。在这项研究中,分别研究了具有实心圆形和管状横截面的非对称双锥形圆柱的弹性屈曲行为。贝塞尔函数和拟合过程用于导出临界载荷的明确公式。随后,研究了承受轴向载荷的非对称双锥形管柱的极限承载力。通过本文提出的设计公式获得的结果与通过有限元数值分析获得的结果具有很好的相关性。最后,提出了一个P-M相互作用公式,用于预测双锥形管柱在轴向载荷和单轴弯曲下的面内强度。采用详细的非线性有限元分析证明了相互作用公式的准确性。

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