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An efficient numerical method for the vehicle-bridge nonlinear dynamic interaction

机译:一种高效的车辆桥非线性动态交互的数值方法

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This study aims at providing an efficient and accurate method for the time history simulation of the vehicle-bridge dynamic interaction. With the geometric nonlinearity in wheel-rail contact fully considered, a simplified assumption was adopted that vertical wheel-load fluctuation has no influence on the lateral wheel-rail interaction. The wheel-rail creep forces are computed using Kalker's theory, and the normal forces are solved from wheel-set vertical and torsional equilibrium equations. The method limited the number of nonlinear parameters for each wheel-set to five. In addition, mode superposition method is adopted for bridge responses to minimize the overall system DOFs. The virtual work principle method is used to derive the system matrix. Numerical examples show that the present method gives results comparable in terms of accuracy to that using a more complex model. But it is at least 50 times faster than the detailed model. The efficiency and accuracy of the proposed method will make it suitable in the reliability-based vehicle-bridge interaction analyses.
机译:本研究旨在为车辆桥动态相互作用的时间历史模拟提供高效和准确的方法。通过完全考虑轮轨接触的几何非线性,采用简化的假设,即垂直轮载波动对横向轮轨相互作用没有影响。使用Kalker的理论计算轮轨蠕变力,并且从轮式垂直和扭转平衡方程中解决了普通力。该方法限制了每个车轮设定为五个的非线性参数的数量。此外,采用模式叠加方法进行桥梁响应,以最大限度地减少整个系统DOF。虚拟工作原理方法用于导出系统矩阵。数值示例表明,本方法在使用更复杂的模型的准确性方面给出结果。但它比详细模型快至少50倍。所提出的方法的效率和准确性将使其适用于基于可靠性的车桥相互作用分析。

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