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Detailed load rating analyses of bridge populations using nonlinear finite element models and artificial neural networks

机译:使用非线性有限元模型和人工神经网络对桥梁人口进行详细的额定荷载分析

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For assessing load rating capacity of bridges, American Association of State Highway and Transportation Officials Manual (AASHTO) recommends a simple method, where distribution of the forces in transverse direction is estimated by axle-load distribution factors on a simply supported beam. Although the method is practical in the sense that it allows for rapid evaluation of bridge populations, it leads to over-conservative load ratings. A finite element (FE) based load rating analysis is conceived as a more accurate strategy, yet the need for constructing and analyzing a FE model for every single bridge in the population makes it impractical for load rating analyses of a bridge population. In this study an efficient method is developed for detailed load rating analyses of bridge populations through nonlinear FE models and artificial neural networks (ANNs). In this method, geometric-replica 3D FE models are used for nonlinear response analyses and load rating calculations for a sample bridge set. ANNs are then trained to learn implicit relationships between the governing bridge parameters and the resulting load ratings using this sample bridge set, and to make cost-free load rating estimations for other bridges that are not included in the set. The single-span reinforced concrete T-beam bridge population in Pennsylvania State is used to demonstrate a practical case study for application of the method. The results indicate that FE based load rating calculation procedure integrated with ANNs can be used as efficient tools for in-depth condition assessment of bridge populations.
机译:为了评估桥梁的额定载荷能力,美国国家公路和运输官员协会手册(AASHTO)推荐了一种简单的方法,其中横向力的分配是通过简单支撑梁上的轴荷分布系数来估算的。尽管从允许快速评估桥梁数量的角度来看,该方法是实用的,但它会导致过度保守的额定载荷。基于有限元(FE)的额定载荷分析被认为是一种更准确的策略,但是,为人口中的每座桥梁构建和分析有限元模型的需求使其对于桥梁总体的额定载荷分析不切实际。在这项研究中,通过非线性有限元模型和人工神经网络(ANN),开发了一种有效的方法,用于桥梁总体的详细额定荷载分析。在这种方法中,几何复制3D FE模型用于样本桥组的非线性响应分析和额定载荷计算。然后,使用该样本桥集对ANN进行训练,以了解控制桥参数与所得到的额定载荷之间的隐式关系,并对集合中未包括的其他桥进行无成本的额定载荷估算。宾夕法尼亚州的单跨钢筋混凝土T型梁桥人口用于演示该方法应用的实际案例研究。结果表明,基于有限元的额定载荷计算程序与人工神经网络相结合,可作为有效的工具,对桥梁进行深入的状态评估。

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