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Improved modeling of tunnel excavation with two-dimensional finite elements

机译:二维有限元法在隧道开挖中的改进建模

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While tunnel excavation is clearly a three-dimensional engineering process, a vast majority of design engineers usually rely on two-dimensional modeling. This fact is generally attributed to a number of complexities associated with preparation of geometrical and computational model, an accurate representation of material response and tedious representation of gradual advancement of tunnel heading. When simulating this process within the framework of the New Austrian Tunneling Method the universally appreciated convergence confinement method is often employed. Although capable of addressing a number of important facts, such as a supporting effect of the soil in the longitudinal direction of the tunnel and its inherent creep behavior, its accuracy is strongly affected by practical experiences of the designer. It is therefore still of considerable interest to improve the modeling phase whilst keeping its simplicity. Such a goal can be successfully achieved by combining the numerical analysis with in situ measurements. Particularly, taking advantage of convergence curves in the longitudinal direction constructed during excavation, both in front of and behind the tunnel heading, it is possible to extend the general formulation into 3D whilst maintaining the two dimensional format of the finite element mesh as demonstrated in this contribution.
机译:虽然隧道开挖显然是一个三维工程过程,但绝大多数设计工程师通常都依赖二维建模。这一事实通常归因于与几何和计算模型的准备,材料响应的准确表示以及隧道掘进进度的繁琐表示相关的许多复杂性。当在新奥地利隧道方法的框架内模拟此过程时,通常会使用公认的收敛限制方法。尽管能够解决许多重要的事实,例如土壤在隧道的纵向方向上的支撑作用及其固有的蠕变行为,但其准确性受设计人员的实践经验的强烈影响。因此,在保持建模简单性的同时,改善建模阶段仍然是相当有意义的。通过将数值分析与现场测量相结合,可以成功实现这一目标。特别是,利用掘进过程中在隧道掘进方向前后的纵向纵向收敛曲线,可以将一般公式扩展为3D,同时保持有限元网格的二维格式,如此处所示贡献。

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