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Nonlinear Optimization of Orthotropic Steel Deck System Based on Response Surface Methodology

机译:基于响应面法的正交异性钢甲板系统非线性优化

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摘要

The steel bridge deck system, directly subjected to the vehicle load, is an important component to be considered in the optimization design of the bridges. Due to its complex structure, the design parameters are coupled with each other, and many fatigue details in the system result in time-consuming calculation during structure optimization. In view of this, a nonlinear optimization method based on the response surface methodology (RSM) is proposed in this study to simplify the design process and to reduce the amount of calculations during optimization. The optimization design of the steel bridge deck system with two-layer pavement on the top of the steel deck plate is taken as an example, the influence of eight structural parameters is considered. The Box-Behnken design is used to construct a sample space in which the eight structural parameters can be distributed evenly to reduce the calculation workload. The finite element method is used to model the mechanical responses of the steel bridge deck system. From the regression analysis by the RSM, the explicit relationships between the fatigue details and the design parameters can be obtained, based on which the nonlinear optimization design of the bridge deck system is conducted. The influence of constraint functions, objective functions, and optimization algorithms is also analyzed. The method proposed in this study is capable of considering the influence of different structural parameters and different optimization objectives according to the actual needs, which will effectively simplify the optimization design of the steel bridge deck system.
机译:钢制桥面板系统直接承受车辆载荷,是桥梁优化设计中要考虑的重要组成部分。由于其复杂的结构,设计参数相互耦合,并且系统中的许多疲劳细节导致结构优化期间的计算很耗时。有鉴于此,本研究提出了一种基于响应面法(RSM)的非线性优化方法,以简化设计过程并减少优化过程中的计算量。以钢桥面板顶部两层铺装的钢桥面板系统的优化设计为例,考虑了八个结构参数的影响。 Box-Behnken设计用于构建样本空间,八个结构参数可以均匀分布在该样本空间中,以减少计算工作量。有限元方法用于模拟钢桥面板系统的机械响应。通过RSM的回归分析,可以获得疲劳细节与设计参数之间的明确关系,并以此为基础进行桥面系统的非线性优化设计。还分析了约束函数,目标函数和优化算法的影响。本研究提出的方法能够根据实际需要考虑不同结构参数和不同优化目标的影响,从而有效简化钢桥面板系统的优化设计。

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