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FINITE ELEMENT-BASED STRUCTURAL RELIABILITY ANALYSIS OF CABLE-STAYED BRIDGES

机译:基于有限元的斜拉桥结构可靠性分析

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摘要

With the inherent uncertainties in material properties, loading, boundary condition and geometry, it is necessary to assess the safety of cable-stayed bridges in stochastic domain. Though great progress has been made to assess the reliability and safety of simple civil structures, there are more efforts needed for the reliability analysis for the highly indeterminate structures such as long-span bridges, tall buildings. Based on the stochastic finite element method, an approach for the reliability analysis of long-span cable-stayed bridges is presented. The gradients of limit-state functions involving finite element response quantities are computed with Direct Differentiation Method (DDM) which is much more efficient and accurate compared with the finite difference approach (FDM). A procedure which combined with the first order reliability method (FORM), second order reliability method (SORM) and important sampling method (ISM) is implemented to evaluate the reliability index β of the cable-stayed structure. The proposed procedure is applied to the reliability assessment of cable-stayed bridges. The main girder and pylon are modeled by using beam column elements, while the stay cables are modeled as truss elements with Ernst modules. The element configurations are in CR formulation, which accounts for the geometrical non-linearity due to the effects of the cable sag, interaction of axial forces and bending moment and large deflection. The reliability index of the cable-stayed bridge is estimated at serviceability limit states.
机译:由于材料特性,载荷,边界条件和几何形状存在固有的不确定性,因此有必要在随机范围内评估斜拉桥的安全性。尽管在评估简单民用建筑的可靠性和安全性方面已经取得了很大进展,但是对于高度不确定的结构(如大跨度桥梁,高层建筑)的可靠性分析仍需要付出更多的努力。基于随机有限元方法,提出了一种大跨度斜拉桥的可靠度分析方法。使用有限差分法(DDM)计算涉及有限元响应量的极限状态函数的梯度,该方法与有限差分法(FDM)相比,效率和准确性更高。结合一阶可靠度方法(FORM),二阶可靠度方法(SORM)和重要抽样方法(ISM),对斜拉结构的可靠度指标β进行评估。所提出的程序适用于斜拉桥的可靠性评估。主梁和塔架使用梁柱单元建模,而斜拉索则通过Ernst模块建模为桁架单元。单元配置采用CR公式,由于电缆垂度,轴向力与弯矩的相互作用以及大挠度的影响,解决了几何非线性问题。斜拉桥的可靠性指标是在使用极限状态下估算的。

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