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基于拱桥的正交异性钢桥面板疲劳应力研究及阿尔昆方法的应用

Investigation of the Fatigue Stress of Orthotropic Steel Decks Based on an Arch Bridge with the Application of the Arlequin Method.

作者信息

Cheng Cheng, Xie Xu, Yu Wentao

机构信息

College of Civil Engineering and Architecture, Zhejiang University, Hangzhou 310058, China.

The Architectural Design & Research Institute of Zhejiang University Co., Ltd., Hangzhou 310058, China.

出版信息

Materials (Basel). 2021 Dec 12;14(24):7653. doi: 10.3390/ma14247653.

Abstract

Orthotropic steel decks are widely used in the construction of steel bridges. Although there are many fatigue-evaluation methods stipulated by codes, unexpected fatigue cracks are still detected in some bridges. To justify whether the local finite element model commonly used in fatigue investigations on orthotropic decks can correctly instruct engineering practices, the Arlequin framework is applied in this paper to determine the full fatigue stress under traffic loads. The convergence on and validity of this application for orthotropic decks are checked. Results show that the Arlequin model for deck-fatigue analysis established in this paper tends to be an efficient method for complete fatigue stress acquisition, whereby the vulnerable sites of orthotropic steel decks under traffic loads are defined. Vehicles near the flexible components, such as hangers or cables, can have adverse effects on the fatigue durability of decks. Additionally, the total number of vehicles and their arrangement concentration also affect fatigue performance. Complex traffic conditions cannot be fully loaded in local models. Regardless of the gross bridge mechanics and deck deformation, the fatigue stress range is underestimated by about 30-40%. Such a difference in fatigue assessment seems to explain the premature cracks observed in orthotropic steel decks.

摘要

正交异性钢桥面板广泛应用于钢桥建设中。尽管规范中规定了许多疲劳评估方法,但仍有一些桥梁检测到意外的疲劳裂缝。为了验证正交异性桥面板疲劳研究中常用的局部有限元模型能否正确指导工程实践,本文应用阿尔勒金框架来确定交通荷载作用下的全疲劳应力。并检查该应用于正交异性桥面板的收敛性和有效性。结果表明,本文建立的用于桥面板疲劳分析的阿尔勒金模型倾向于成为一种获取全疲劳应力的有效方法,据此定义了交通荷载作用下正交异性钢桥面板的薄弱部位。靠近柔性部件(如吊杆或缆索)的车辆会对桥面板的疲劳耐久性产生不利影响。此外,车辆总数及其排列集中度也会影响疲劳性能。局部模型无法完全加载复杂的交通状况。无论桥梁整体力学和桥面板变形如何,疲劳应力范围都会被低估约30%-40%。这种疲劳评估的差异似乎可以解释正交异性钢桥面板中观察到的过早裂缝。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/4180/8704409/56dc33acaf54/materials-14-07653-g001.jpg

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