基于改进粒子群算法的非对称单塔斜拉桥成桥斜拉索受力优化研究

Hui-Zhong Xiong, Xin Yang, Yong-Nan He, Yong Huang
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引用次数: 0

摘要

目的 本文旨在利用改进的粒子群算法优化非对称单塔斜拉桥成桥中的斜拉索力。本文提出了一种改进的粒子群算法,用于优化桥梁结构中的斜拉索受力。它以主梁和桥塔的弯曲能之和为目标函数,建立了一个二次编程数学模型。约束条件包括位移、应力、斜拉索力和均匀性。该算法与有限元法相结合,用于优化不对称单塔斜拉桥的结构。结果表明,结构位移和内力都在约束范围内,主梁的最大弯矩减小,线形更平滑,内力分布更均匀。此外,塔顶偏移减小,塔梁交界处的弯矩变化减小。原创性/价值改进后的粒子群算法在优化成桥斜拉索受力方面具有简单、有效和实用的特点。它消除了传统方法中任意手动调整斜拉索的需要,有效地解决了非对称斜拉桥的优化难题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimization of cable-stayed force for asymmetric single tower cable-stayed bridge formation based on improved particle swarm algorithm
PurposeThis paper aims to optimize cable-stayed force in asymmetric one-tower cable-stayed bridge formation using an improved particle swarm algorithm. It compares results with the traditional unconstrained minimum bending energy method.Design/methodology/approachThis paper proposes an improved particle swarm algorithm to optimize cable-stayed force in bridge formation. It formulates a quadratic programming mathematical model considering the sum of bending energies of the main girder and bridge tower as the objective function. Constraints include displacements, stresses, cable-stayed force, and uniformity. The algorithm is applied to optimize the formation of an asymmetrical single-tower cable-stayed bridge, combining it with the finite element method.FindingsThe study’s findings reveal significant improvements over the minimum bending energy method. Results show that the structural displacement and internal force are within constraints, the maximum bending moment of the main girder decreases, resulting in smoother linear shape and more even internal force distribution. Additionally, the tower top offset decreases, and the bending moment change at the tower-beam junction is reduced. Moreover, diagonal cable force and cable force increase uniformly with cable length growth.Originality/valueThe improved particle swarm algorithm offers simplicity, effectiveness, and practicality in optimizing bridge-forming cable-staying force. It eliminates the need for arbitrary manual cable adjustments seen in traditional methods and effectively addresses the optimization challenge in asymmetric cable-stayed bridges.
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