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岩质边坡随机楔体稳定性分析的Monte-Carlo模拟
引用本文:宋新龙,王宇,汪灿.岩质边坡随机楔体稳定性分析的Monte-Carlo模拟[J].安全与环境工程,2012,19(1):112-116.
作者姓名:宋新龙  王宇  汪灿
作者单位:1. 中铁西北科学研究院有限公司,兰州,730000
2. 中国地质大学工程学院,武汉,430074
摘    要:结构面组合形成的楔体滑动是岩质边坡的一个主要失稳模式.本文依据统计学理论和概率理论,将Monte-Carlo模拟引入到岩质边坡随机楔体的稳定性分析中,通过设定随机过程,计算参数估计量和统计量,研究了节理的随机分布特征,同时建立了随机楔体模型,采用极限平衡理论计算了楔体的破坏概率,并针对实际工程中经常遇到的小楔体失稳概率...

关 键 词:岩质边坡  随机楔体  Monte-Carlo模拟  可靠性分析  破坏概率  稳定性分析

Random Wedge Block Stability Analysis with Monte Carlo Simulation for Rock Slope
SONG Xin-long , WAGN Yu , WANG Can.Random Wedge Block Stability Analysis with Monte Carlo Simulation for Rock Slope[J].Safety and Environmental Engineering,2012,19(1):112-116.
Authors:SONG Xin-long  WAGN Yu  WANG Can
Institution:1.Northwest Research Institute Co.Ltd.,China Railway Engineering Corporation,Lanzhou 730000, China;2.Faculty of Engineering,China University of Geosciences,Wuhan 430074,China)
Abstract:Wedge body slide formed by the structure surface combination is the major instability mode for rock slope.In combination with statistics theory and probability theory,this paper introduces Monte-Carlo simulation into the stability analysis of random wedge body.The paper studies the random distribution characteristics of joints through setting up the stochastic process and calculating estimated and statistical parameters,establishes the random wedge body model with the limit equilibrium theory to calculate the failure probability of wedge body,and,in view of the big instability probability for small wedge body frequently encountered in actual engineering,discusses the simulation times and calculation errors to avoid the waste of time and computer resources due to small-probability Monte-Carlo sampling.The results show that the random wedge body reliability analysis based on Monte-Carlo simulation for random wedge body offers a new thought for the for rocky slope stability and therefore can provide the theoretical basis for slope reinforcement.
Keywords:rock slope  random wedge block  Monte-Carlo simulation  reliability analysis  failure probability  stability analysis
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