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Non-linear description of ground settlement over twin tunnels in soil

机译:土壤中双隧道地面沉降的非线性描述

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摘要

Tunneling inevitably leads to ground settlement. The ground settlement trough over a single tunnel is well described by the generally accepted Peck's formula. A new model of settlement trough is proposed by extending Peck's formula to the case of horizontally aligned twin tunnels, which is a widely used tunnel configuration in urban metro projects. The feasibility of the new model is demonstrated through exploration of a large amount of ground settlement data accumulated from a metro tunnel project in China. Two numerical methods are implemented in the data exploration process to solve the problem of non-linear curve-fitting and estimation of model parameters. The Levenberg-Marquardt method is shown to be more suitable than the Nelder-Mead method. Based on the new model of settlement trough, a new method for calculating ground loss over twin tunnels is also proposed. The concluded empirical value of the ratio of ground loss is considered to provide an excellent reference for similar urban railway projects in the future.
机译:隧道不可避免地导致地面沉降。公认的佩克公式很好地描述了一条隧道上的地面沉降槽。通过将Peck公式扩展到水平排列的双隧道的情况下,提出了一种新的沉降槽模型,这是城市地铁项目中广泛使用的隧道配置。通过探索从中国地铁隧道项目中积累的大量地面沉降数据,证明了新模型的可行性。在数据探索过程中采用了两种数值方法来解决非线性曲线拟合和模型参数估计的问题。 Levenberg-Marquardt方法比Nelder-Mead方法更合适。在新的沉降槽模型的基础上,提出了一种计算双隧洞地面损失的新方法。得出的地面损耗比的经验值被认为为将来的类似城市铁路项目提供了很好的参考。

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