同时受力和受拉的半刚性底座连接旋转刚度的有限元分析与优化

Mahmoud T. Nawar, Ayman El-Zohairy, Ahmed G. Alaaser, Osman Hamdy
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引用次数: 0

摘要

底座连接是柔性的,并非完全销钉/固定,这意味着力矩与旋转之间存在非线性关系。这与线性响应不同,在线性响应中,旋转与外加力矩并不成正比。使用商业软件 ABAQUS 进行了数值研究,以分析钢底板连接。有限元 (FE) 模型与之前的实验结果进行了验证。此外,还进行了综合参数调查的数值结果。所研究的连接采用了不同的配置,包括地脚螺栓的直径、间距和数量;底板的厚度;以及施加的轴向力。本研究旨在利用数值结果,结合鲸鱼优化算法(WOA)和经典遗传算法(GA),得出力矩-旋转(M-θr)关系的公式。该公式的独特之处在于,它旨在模拟柔性底座连接在组合弯矩和拉力载荷下表现出的非线性旋转行为,同时还考虑了螺栓数量/直径和板厚等各种参数。研究结果表明,WOA 能够获得精确模拟 MƟr 关系的最佳方程。这表明 WOA 方法能够有效解决复杂问题,并为预测此类连接的旋转行为提供可靠方程。因此,WOA 方法可用于计算 H/150 时的旋转刚度,为工程设计过程提供有价值的支持。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Finite Element Analysis and Optimization of the Rotational Stiffness of Semi-Rigid Base Connection under Simultaneous Moment and Tension
The base connection is flexible, not fully pinned/fixed, implying a nonlinear moment–rotation relationship. This deviates from a linear response, where rotation is not directly proportional to the applied moment. Numerical investigations using the commercial software ABAQUS were conducted to analyze the steel base plate connections. The finite element (FE) models were verified against previous experimental results. Moreover, numerical findings of a comprehensive parametric investigation were conducted. The studied connections were examined with different configurations, including variations in the diameter, spacing, and number of the anchor bolts; the thickness of the base plate; and the applied axial force. The current study aims to use numerical results combined with the whale optimization algorithm (WOA) and classical genetic algorithm (GA) to derive a formulation for the moment–rotation (M-θr) relationship. The distinctive aspect of this formulation is that it aims to simulate the nonlinear rotational behavior exhibited by flexible base connections under combined moment and tension loads, while also considering various parameters such as bolt number/diameter and plate thickness. The findings indicate that the WOA is capable of obtaining an optimal equation for accurately simulating the M-Ɵr relationship. This underscores the ability of the WOA to effectively address the complexity of the problem and provide a reliable equation for predicting the rotational behavior of such connections. Consequently, the WOA method can be utilized to calculate the rotational stiffness at H/150, offering valuable support for engineering design processes.
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