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Optimization of cable pre-tension forces in long-span cable-stayed bridges considering the counterweight

机译:考虑配重的大跨度斜拉桥索力优化设计

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Over the past 20 years, many long-span cable-stayed bridges with asymmetric spans have been constructed, and the counterweight is always used to balance the self-weight of the main span. This paper presents an optimization method to determine the cable pre-tension forces in long-span cable-stayed bridges considering the counterweight. This method includes: finite element (FE) model, formulation of the optimization problem and optimization algorithm. FE model is established considering the geometrical nonlinearity. The optimization problem is formulated with the objective of minimum weighted total bending energy. In addition, the constraints for the cable pre-tension forces, the bending moment of the girder and the tower, the load of the counterweight, the bearing reactions of the transition piers and auxiliary piers are all implemented in the optimization model. The optimization algorithm solves the optimization problem through the variable-step search along each design variable including the cable pre-tension forces, the load and the range of the counterweight. The efficiency and the accuracy of the proposed method are demonstrated by an application example and the results exhibit the importance of considering counterweight in the design of asymmetric cable-stayed bridges.
机译:在过去的20年中,已经建造了许多跨距不对称的大跨度斜拉桥,并且始终使用配重来平衡主跨的自重。本文提出了一种优化方法,该方法可在考虑配重的情况下确定大跨度斜拉桥中的电缆预紧力。该方法包括:有限元(FE)模型,优化问题的公式化和优化算法。考虑几何非线性建立有限元模型。以最小加权总弯曲能量为目标制定优化问题。此外,在优化模型中还实现了对电缆预拉力,梁和塔架的弯矩,配重的载荷,过渡墩和辅助墩的支座反作用力的约束。该优化算法通过沿着每个设计变量(包括电缆预紧力,负载和配重范围)的可变步长搜索来解决优化问题。通过一个应用实例证明了所提方法的有效性和准确性,结果表明在设计非对称斜拉桥时考虑配重的重要性。

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