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CALCULATION AND STUDY OF LONGITUDINAL FORCES OF CONTINUOUS WELDED RAIL TRACK ON DECK ARCH BRIDGE

机译:甲板拱桥连续焊接铁路轨道纵向力的计算与研究

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In order to study the characteristics of longitudinal forces of continuous welded rail track (hereinafter short for CWR) on deck arch bridge, according to the finite element theory, a rail-bridge-pier coupling system calculating model was established based on principles of track-bridge interaction,which can be used to calculate forces due to the thermal expansion of the deck, forces due to the deck bending under vertical traffic loads(hereinafter short for bending forces), forces acting on the bridge due to braking of trains, etc. Taking the deck arch bridge on certain single-line railway as an example, the influences of some main factors, including constraint of arch foot, bending stiffness of arch ring, temperature change of arch ring, loading manners, on longitudinal forces of CWR were analyzed. The calculation results show that results of model with arch foot centre constrained are similar to that of model with arch foot edge constrained, so model with arch foot edge constrained can be selected for modeling expediently. The results of calculating model using equivalent section method to simplify arch ring are more accurate; Temperature change of arch ring has a large impact upon longitudinal forces of CWR, in the example, when the temperature change of arch ring considered, the largest force due to the thermal expansion of the deck increases by 3.7 times; Under the effect of train loads, the rapid relative displacement between track and bridge will be largest when trains brake on the full-span, usually, half-span loading can be selected to calculate bending forces.
机译:为了研究连续焊接轨道轨道的纵向力的特性(下文称为CWR)在甲板拱桥上,根据有限元理论,基于跟踪原理建立了轨桥码头耦合系统计算模型 - 桥接相互作用,可用于计算由于甲板的热膨胀导致的力,由于垂直交通负载下的甲板(以下用于弯曲力),由于火车制动而在桥上作用的力。在某些单线铁路上以甲板拱桥为例,分析了一些主要因素的影响,包括拱脚的约束,拱环的弯曲刚度,拱环温度变化,加载方式,在CWR的纵向力量上进行了影响。计算结果表明,拱形足中心约束的模型结果与拱形脚边缘受约束的模型类似,因此可以选择具有拱形脚边缘的模型来选择适合建模。使用等效部分方法计算模型以简化拱环的结果更准确;拱环的温度变化对CWR的纵向力的影响很大,在该示例中,当考虑拱环的温度变化时,由于甲板的热膨胀导致的最大力增加了3.7倍;在火车载荷的影响下,轨道和桥梁之间​​的快速相对位移将在全跨度制动时最大,通常,可以选择半跨度加载以计算弯曲力。

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