水位下降(水文)
岩土工程
安全系数
安全系数
理论(学习稳定性)
极限分析
边坡稳定性
边坡稳定性分析
地质学
极限(数学)
平面(几何)
结构工程
数学
几何学
工程类
地下水
有限元法
计算机科学
数学分析
含水层
机器学习
作者
Yufeng Gao,Desheng Zhu,Fei Zhang,Lei Gan,Hongyu Qin
标识
DOI:10.1139/cgj-2013-0448
摘要
The traditional approaches for evaluating the stability of slopes or earth dams subjected to water drawdown are performed under plane-strain two-dimensional (2D) condition. Three-dimensional (3D) effect is neglected in assessment of the safety of a slope limited by rigid structures or a dam constrained by a narrow valley. Based on the kinematic approach of limit analysis, a 3D rotational failure mechanism is adopted here to investigate the influence of water drawdown on stability of 3D slopes. Several stability charts are presented to conveniently estimate the safety factor of 3D slopes under four different types of drawdown processes. An example is given to demonstrate the difference in the safety factors obtained from 2D and 3D analyses. When a slope is constrained to a large width (the ratio of the width to the height B/H ≥ 10.0), the 3D effect can be neglected and the plane-strain analysis is appropriate to assess its safety.
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