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Investigations of Finite Element Model for a Self-anchored Suspension Bridge

机译:自锚式悬架桥有限元模型的研究

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Three finite element (FE) models were compared for a self-anchored suspension bridge in order to obtain the appropriate analysis model that provides the basis of long term monitoring and safety evaluation for the bridge. The shell element and two types of beam elements based on grillage method are used to simulate the steel box stiffening girder of the bridge. One of the beam elements is the element of Timoshenko beam that can consider not only the bending deflection but also shear deformation. The other is the element of Euler-Bernoulli beam that considers the bending deflection but neglects the shear deformation. Four measurement data of the equivalent stress on the bottom plate of the steel box are used to test the three finite element models. The calculating results of equivalent stresses on the bottom plates are compared among the three different finite element models under the dead load. The equivalent stresses obtained by using the shell element model at the four measurement points closes to the actual measurement data. The tensile stresses of suspenders are studied for the three different finite element models. The numerical results demonstrated that the shell element model is the appropriate model for simulating steel box stiffening girder of the self-anchored suspension bridge. The beam element model is not ideal for simulating the steel box girder.
机译:将三个有限元(FE)模型进行了比较,以获得适当的分析模型,为桥梁提供长期监测和安全评估的基础。基于格栅方法的壳元件和两种类型的光束元件用于模拟桥梁的钢箱加强梁。其中一个光束元件是Timoshenko光束的元件,其不仅可以考虑弯曲偏转,而且可以考虑剪切变形。另一个是euler-bernoulli光束的元素,其考虑弯曲挠度,但忽略了剪切变形。钢箱底板上等效应力的四个测量数据用于测试三个有限元模型。在死载下的三种不同的有限元模型中比较了底板上等同应力的计算结果。通过在四个测量点处使用壳体元素模型获得的等效应力关闭到实际测量数据。研究了三种不同的有限元模型的悬挂器的拉伸应力。数值结果表明,壳体元件模型是模拟自锚固悬架桥的钢箱加强梁的适当模型。梁元件模型不适合模拟钢箱梁。

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