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Life-cycle cost-effective optimum design of steel bridges considering environmental stressors

机译:考虑环境压力因素的钢桥生命周期成本有效优化设计

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This paper presents a practical and realistic LCC methodology for the LCC-effective optimum design of steel bridges considering the time effect of bridge reliability under environmental stressors such as corrosion and heavy truck traffic. The LCC functions considered in the LCC optimization consist of initial cost, expected life-cycle maintenance cost and expected life-cycle rehabilitation costs including repair/replacement costs, loss of contents or fatality and injury losses, road user costs, and indirect socio-economic losses. For the assessment of the life-cycle rehabilitation costs, the annual probability of failure which depends upon the prior and updated load and resistance histories should be accounted for. For the purpose, the Nowak live load model and a corrosion propagation model considering corrosion initiation, corrosion rate, and repainting effect are adopted in this study. The LCC methodology proposed in the paper is applied to the optimum design problem of an actual steel box girder bridge with three continuous spans, and various sensitivity analyses are performed to investigate the effects of various design parameters and conditions on the LCC-effectiveness. From the numerical investigation, it may be positively expected that the proposed methodology can be effectively utilized for the LCC-effective optimum design of steel bridges.
机译:考虑到环境压力(例如腐蚀和重型卡车运输)下桥梁可靠性的时间效应,本文针对钢桥的LCC有效优化设计提出了一种切实可行的LCC方法。 LCC优化中考虑的LCC功能包括初始成本,预期的生命周期维护成本和预期的生命周期修复成本,包括维修/更换成本,物品或人员伤亡损失,伤害损失,道路使用者成本以及间接的社会经济效益损失。为了评估生命周期的修复成本,应考虑每年的失效概率,该概率取决于先前和更新的载荷和抵抗历史。为此,本研究采用了Nowak活荷载模型和考虑腐蚀开始,腐蚀速率和重涂效果的腐蚀传播模型。本文提出的LCC方法被应用于具有三个连续跨度的实际钢箱梁桥的最佳设计问题,并进行了各种敏感性分析,以研究各种设计参数和条件对LCC有效性的影响。从数值研究中,可以肯定地期望所提出的方法可以有效地用于LCC有效的钢桥最佳设计。

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