有限元法
计算
边坡稳定性分析
边坡稳定性
极限分析
结构工程
Python(编程语言)
极限(数学)
安全系数
数学
刚体
极限载荷
边坡破坏
应用数学
岩土工程
计算机科学
工程类
算法
数学分析
物理
操作系统
经典力学
作者
Pu Peng,Ze Li,Xiaoyan Zhang,Yakun Guo,Zhao Yi-gong
标识
DOI:10.1061/ijgnai.gmeng-8514
摘要
Two traditional methods when calculating slope failure risk (R) are the rigid body limit equilibrium (LEM) and finite-element methods (FEM). However, the LEM requires the previous assumption of the location and shape of the sliding surface; and the FEM needs to carry out postprocessing to estimate the slope sliding surfaces. This paper proposed an element failure risk method (EFR) to calculate R based on plastic limit analysis. The proposed method did not require any assumptions about the failure modes. The safety factors and velocity fields were first computed based on the stochastic programming model that used random soil shear strength parameters. The failure of the elements and R was evaluated and calculated. An efficient upper bound method (UBM) parallel computation was programmed based on Python, which enhanced computational efficiency. Two classic cases were conducted to validate the proposed method. The results showed that the proposed method could accurately calculate the probability and R. This broadened the applications of the EFR method in the risk assessment of slope stability.
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