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Yield Acceleration of a Slope Reinforced with a Row of Drilled Shafts

机译:一排钻孔轴加固的边坡的屈服加速度

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The slope stabilization techniques involving the use of a single row of drilled shafts have been widely adopted for repair or strengthening of the natural slopes or embankment slopes on highways. The performance of the drilled shafts stabilized slopes under earthquake excitations, however, has not been studied previously. In this paper, a method for estimating the yield acceleration of the drilled shaft/slope system under a seismic excitation is presented. The method is based on the concept of soil arching developed in the slope mass adjacent to the rigid inclusions of drilled shafts, which in turn reduces the driving force on the slope. Considering soil arching effects and earthquake-induced inertia forces, a limiting equilibrium based formulation was derived. A computer program was coded to allow for the calculation for complex slope geometry and soil profiles. The validity of the derived method is illustrated with an example. Once yield acceleration is computed, then Newmark's method can be evoked to estimate permanent displacement of the drilled shafts reinforced slope under an earthquake excitation.
机译:涉及使用单排钻轴的边坡稳定技术已被广泛用于公路的自然边坡或路堤边坡的维修或加固。但是,以前没有研究过在地震激励下钻探井筒稳定边坡的性能。本文提出了一种在地震激励下估算竖井/斜井系统屈服加速度的方法。该方法基于在邻近钻探轴的刚性夹杂物的边坡体中形成的土拱的概念,这反过来减小了对边坡的驱动力。考虑到土拱效应和地震引起的惯性力,推导了基于极限平衡的公式。对计算机程序进行了编码,以允许计算复杂的边坡几何形状和土壤剖面。举例说明了导出方法的有效性。一旦计算出屈服加速度,就可以采用纽马克方法来估计地震激励下钻轴加固边坡的永久位移。

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