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Simulation of Rock Slope Failure with Three-Dimensional Discontinuous Deformation Analysis (3D DDA)

机译:三维不连续变形分析(3D DDA)模拟岩石边坡破坏

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In this paper, both the theory of Three-Dimensional Discontinuous Deformation Analysis (3D DDA) , and its application to simulate rock slope failure problems are discussed. DDA belongs to one of the discontinuous numerical analysis methods, and the contact judgment and contact force computation should be concerned to produce contact forces when blocks contact to each other. It is shown that a normal contact spring is employed to calculate the normal contact forces to prevent blocks from penetrating to each other during contacts. However, the normal contact spring is deleted when blocks are leaving. In addition, the failure along discontinuous surfaces can be simulated easily by applying the Mohr-Coulomb failure criterion. The appropriate contact spring arrangement in 3D DDA follows the criterion of "No-penetration and No-Tension" to obtain correct contact forces during contacts. The new approach has been successfully applied to simulate a rock slope toppling at Amatoribashi-nishi site in Japan. The simulation results are quite in agreement with the video pictures obtained from the field. We believe that the simulation is very helpful on investigation of the failure mechanism and process, which can provide useful knowledge for study such events in future.
机译:本文讨论了三维不连续变形分析(3D DDA)理论及其在模拟岩石边坡破坏问题中的应用。 DDA属于不连续数值分析方法之一,当块彼此接触时,应考虑接触判断和接触力计算以产生接触力。示出了使用法向接触弹簧来计算法向接触力以防止块在接触期间彼此渗透。但是,当块离开时,正常的接触弹簧将被删除。此外,通过应用Mohr-Coulomb破坏准则,可以轻松地模拟沿不连续表面的破坏。 3D DDA中适当的接触弹簧布置遵循“无穿透且无张力”的准则,以在接触过程中获得正确的接触力。该新方法已成功应用于日本Amatoribashi-nishi站点的岩石边坡倒塌模拟。仿真结果与从现场获得的视频图像非常吻合。我们认为,仿真对故障机理和过程的研究非常有帮助,可以为今后研究此类事件提供有用的知识。

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