受轴向力和双轴弯曲作用的等角截面塑性理论分析

Yun Sun, Da Song, Qi Cai, Yangbing Liu, Shuxuan Sun, Yuting Yang
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引用次数: 0

摘要

为了充分利用塑性角钢截面的设计开发潜力,本研究采用理论分析方法来研究等角钢截面在轴向力和双轴弯曲作用下的塑性行为。在简化角截面结果的基础上,得出了完整的塑性相关方程。随后,计算了截面形状系数。最后,探讨了角截面塑性发展系数的计算方法。研究结果表明,全塑性相关方程在设计中缺乏必要的安全系数。值得注意的是,与强轴相比,角截面沿弱轴的塑性发展能力更大。对于常规尺寸和大尺寸角钢截面,建议在设计中始终采用如下塑性发展系数:对于强轴,γu = 1.05;对于弱轴,γv = 1.15,从而解决设计中规范的缺陷。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Theoretical Analysis of the Plastic Property for Equal Angle Sections Subjected to Axial Force and Biaxial Bending
To fully harness the design development potential of plastic angle sections, this study employs a theoretical analysis approach to examine the plastic behavior of equal angle sections subjected to axial force and biaxial bending. Based on the simplified angle section results, the full plasticity correlation equations were derived. Subsequently, section shape coefficients were computed. Finally, a methodology for calculating the plastic development coefficients of angle sections was explored. The findings indicate that the full plasticity correlation equations lack the necessary safety margins in designs. Notably, the angle sections possess a greater plastic development capacity along the weak axis compared with the strong axis. It is advisable, for both regular-size and large-size angle sections, to consistently adopt the plastic development coefficients in designs as follows: γu = 1.05 for the strong axis and γv = 1.15 for the weak axis, thereby addressing the shortcomings of the specification in design.
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