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Longitudinal forces in continuously welded rails on bridgedecks due to nonlinear track-bridge interaction

机译:桥轨非线性相互作用在桥架上连续焊接钢轨中的纵向力

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In this contribution longitudinal forces in continuously welded rails on railway bridges are addressed. Here, the interaction between track and structure cannot be neglected. European codes recommend an independent treatment of different longitudinal loading cases taking a nonlinear stiffness law into account. The final rail stresses are obtained by a summation of the results of the above independent calculations. The influence of the load history is completely neglected in this conventional approach. Based on an explanation of the track-bridge interaction problem a truly nonlinear description is proposed in this paper. Here, the deformation history is of essential importance. Exact stiffness formulations are derived for the loading cases 'temperature change', 'sudden change of ballast stiffness when the train reaches the bridge', 'bending of the supporting structure' and 'braking'. Numerical results are presented for a typical track-bridge system and different combinations of the above loading cases. Extensive parameter studies enable a general comparison of the rail stresses obtained using the conventional approach to the results of the proposed truly nonlinear analysis based on a correct combination of loading cases.
机译:在此贡献中,解决了铁路桥梁连续焊接导轨中的纵向力。在这里,轨道与结构之间的相互作用不可忽略。欧洲法规建议考虑非线性刚度定律,对不同的纵向荷载工况进行独立处理。最终的钢轨应力是通过上述独立计算结果的总和获得的。在这种常规方法中,完全忽略了载荷历史的影响。在解释道桥相互作用问题的基础上,提出了一种真正的非线性描述。在此,变形历史至关重要。对于载荷情况,得出了精确的刚度公式:“温度变化”,“火车到达桥梁时道ast刚度的突然变化”,“支撑结构弯曲”和“制动”。给出了典型轨道桥系统和上述荷载工况的不同组合的数值结果。广泛的参数研究使使用常规方法获得的钢轨应力与基于载荷工况的正确组合而提出的真正非线性分析的结果进行了一般比较。

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