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Discontinuous deformation analysis of the kinematics of landslides.

机译:滑坡运动学的不连续变形分析。

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摘要

Discontinuous Deformation Analysis (Shi, 1988, 1993) is used to investigate the kinematics of landslides. DDA is based on dynamic equilibrium and considers both friction and the kinematics of motion of individual blocks. It is well suited for stability analysis of geologic media, particularly jointed rock masses.; In order to facilitate slope stability analysis using DDA, several enhancements were added as a part of this research to increase the accuracy of the results. The displacement function was modified to allow a more accurate representation of rigid body rotations; plane strain boundary conditions and a gravity turn-on routine were also implemented. Validation was performed to verify the accuracy of the DDA results, particularly calculation of displacements and velocities, demonstrating that the method is capable of modeling kinematics and time dependent behavior of discontinuous media.; DDA analyses of slopes with compound failure surfaces indicate that kinematics has a major influence on their stability. Limit equilibrium methods may produce overly conservative results because they do not account for kinematics. However, this effect is less pronounced for curved failure surfaces.; The most significant aspect of the DDA method is that actual movement can be modeled; consequently, predictions can be made regarding block velocities and whether the blocks will accelerate or decelerate. Such predictions are of obvious practical significance in the analysis of field problems. Two case studies are presented to illustrate the strengths of DDA in the analysis of field problems. Analyses of the Vaiont landslide in northern Italy indicate that the velocity of sliding is very much a function of the kinematics of the landslide mass deformation. The results show that the computed slide mass velocity increases with increasing degree of discretization without even considering such phenomena as displacement-dependent strength parameters and/or pore pressure generation. Analysis of a large toppling failure located in northern California shows that the stable slope configuration can be predicted analyticaily, provided a realistic distribution of joint properties is assumed. Overall, the results of the analyses presented here show that DDA provides a viable and powerful alternative to the limit equilibrium methods currently in use.
机译:非连续变形分析(Shi,1988,1993)用于研究滑坡的运动学。 DDA基于动态平衡,同时考虑了摩擦和单个块的运动学。非常适合于地质介质,特别是节理岩体的稳定性分析。为了促进使用DDA进行边坡稳定性分析,本研究的一部分增加了一些增强功能,以提高结果的准确性。修改了位移函数,可以更精确地表示刚体的旋转。还实施了平面应变边界条件和重力开启程序。进行了验证,以验证DDA结果的准确性,尤其是位移和速度的计算,表明该方法能够对不连续介质的运动学和时间相关行为进行建模。具有复合破坏面的边坡的DDA分析表明,运动学对其稳定性具有重大影响。极限平衡方法可能会产生过于保守的结果,因为它们不能解决运动学问题。但是,这种效果对于弯曲的破坏面不太明显。 DDA方法最重要的方面是可以对实际运动进行建模。因此,可以对块的速度以及块是加速还是减速进行预测。这种预测对现场问题的分析具有明显的实际意义。提出了两个案例研究,以说明DDA在现场问题分析中的优势。对意大利北部Vaiont滑坡的分析表明,滑移的速度很大程度上取决于滑坡质量变形的运动学。结果表明,计算的滑移质量速度随着离散程度的增加而增加,甚至不考虑诸如位移相关的强度参数和/或孔隙压力生成等现象。对位于加利福尼亚北部的大倾覆破坏的分析表明,只要假设接头特性的实际分布,就可以通过分析方法预测稳定的斜坡构造。总体而言,此处介绍的分析结果表明,DDA为当前使用的极限平衡方法提供了可行且强大的替代方法。

著录项

  • 作者

    MacLaughlin, Mary Magdalen.;

  • 作者单位

    University of California, Berkeley.;

  • 授予单位 University of California, Berkeley.;
  • 学科 Engineering Civil.
  • 学位 Ph.D.
  • 年度 1997
  • 页码 117 p.
  • 总页数 117
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 建筑科学;
  • 关键词

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