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3D FINITE ELEMENT ANALYSIS OF DYNAMIC RESPONSE OF SUBGRADE AND THE COUNTERMEASURES IN BRIDGE-SUBGRADE TRANSITION SECTION

机译:路基路基动态响应的3D有限元分析及桥接路基转换段对策

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With the increase of axle load and train speed, dynamic interaction of train-track system becomes so exacerbated that the deformation and dynamic response of subgrade are more aggravated. The differential settlement will be created in bridge-subgrade transition section under such dynamic action, and an adverse effect on the train operation safety can be caused. Meanwhile, differential settlement will produce additional dynamic effect on the lines when high-speed trains go through the railway lines. Such dynamic action will intensify the deterioration of settlement and accelerate the damage of subgrade. Therefore, a 3D finite-element model was established to systematically study the dynamic response characteristics of subgrade in bridge-subgrade transition section of heavy haul railway under dynamic load. Finite-element method was applied to systematically study the dynamic response characteristics of embankment in bridge-embankment transition section of heavy haul railway under dynamic load. The dynamic response rules are systematically summarized after analysis. The countermeasures are concluded at last.
机译:随着轴承轴承和火车速度的增加,火车轨道系统的动态相互作用变得如此加剧,即路基的变形和动态响应更加恶化。在这种动态动作下,将在桥接路基转换部分中创建差动结算,并且可以引起对列车运行安全的不利影响。同时,当高速列车通过铁路线时,差动定居点将对线路产生额外的动态效果。这种动态动作将加剧结算的恶化并加速路基的损害。因此,建立了3D有限元模型,以系统地研究了动态负载下重物铁路桥路基过渡部分路基的动态响应特性。动态载荷下,系统地应用有限元方法,以系统地研究重型铁路桥通道过渡段路堤的动态响应特性。在分析后系统地总结动态响应规则。对策最后得出结论。

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