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The effect of tunnel construction on future underground railway vibrations

机译:隧道建设对未来地下铁路振动的影响

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This paper investigates the effect of initial tunnel construction on the future ground vibration levels generated during underground railway line operation. This is important because tunnel construction results in soil disturbance, thus inducing high soil strain levels near the tunnel lining. The resulting soil stiffness degradation impacts the future generation of ground-borne traffic vibration and it's propagation to the foundations of nearby buildings, however has never been investigated. Therefore, to address this, this work develops a novel hybrid modelling approach, consisting of a construction simulation model and an elastodynamics model. First the convergence-confinement method is used to determine the stress state induced during tunnel construction using a tunnel boring machine (TBM). Next a 2.5D FEM-PML model consisting of vehicle-track-tunnel-soil is used to predict the vibration fields induced by underground trains. To link the approaches, the soil stiffness degradation contours computed from the tunnelling simulation act as inputs for the 2.5D underground railway model. This facilitates the assessment of the effect of tunnel construction on vibration levels. It is found that railway ground borne vibration levels are underestimated if construction effects are ignored, with discrepancies of up to 10 dB found at higher frequencies. Therefore, when estimating future vibration levels during the underground railway design stage (e.g. for subway, metro, high-speed lines... etc), tunnel construction should be considered as an operational source of uncertainty.
机译:本文研究了初始隧道施工对地下铁路运营期间未来地面振动水平的影响。这很重要,因为隧道施工会导致土壤扰动,从而在隧道衬砌附近引起较高的土壤应变水平。由此产生的土壤刚度降低会影响地面交通振动的未来产生,并传播到附近建筑物的地基,但是从未进行过研究。因此,为了解决这个问题,这项工作开发了一种新颖的混合建模方法,该方法由构造仿真模型和弹性动力学模型组成。首先,采用收敛约束法确定使用隧道掘进机(TBM)进行隧道施工期间引起的应力状态。接下来,使用由车辆轨道隧道土壤组成的2.5D FEM-PML模型来预测地下火车引起的振动场。为了链接这些方法,通过隧道模拟计算得出的土壤刚度退化等值线用作2.5D地下铁路模型的输入。这有助于评估隧道施工对振动水平的影响。可以发现,如果忽略施工影响,铁路地面传播的振动水平会被低估,在较高的频率下会出现高达10 dB的差异。因此,在估算地下铁路设计阶段(例如,地铁,地铁,高速铁路等)的未来振动水平时,应将隧道建设视为不确定性的可操作来源。

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