For analyzing low probability slope failures, a modified version of subset simulation, based on performance-based subset selection rather than the usual probability-based subset selection, is combined with the random finite element method. The application to an idealized slope is used to study the efficiency and consistency of the proposed method compared to classical Monte Carlo simulations and the shear strength reduction (SSR) method. Results demonstrate that failure events taking place without strength reduction have different modes of failure than stable slopes brought to failure by SSR. The correlation between sliding volume and factor of safety is also demonstrated.Geo-engineerin
International audienceThe computation of the failure probability of geotechnical structures consider...
The Random Finite Element Method (RFEM) has been shown in many theoretical publications to offer adv...
Copyright © 2021 The Author(s). It is difficult to consider the heterogeneity and discontinuity of r...
<p>For analyzing low probability slope failures, a modified version of subset simulation, based on p...
Spatial variation of soil strength parameters is a dominating uncertainty in slope stability analysi...
Spatial variation of soil strength parameters is a dominating uncertainty in slope stability analysi...
Spatial variability is one of the most significant uncertainties in soil properties that affect the ...
Spatial variability is one of the most significant uncertainties in soil properties that affect the ...
Enhancement of random finite element method in reliability analysis and risk assessment of soil slop...
Evaluating the reliability of slopes against sliding failure is complicated by the fact that most sl...
Improbable slope failure is addressed in the framework of reliability analysis of slopes in heteroge...
Improbable slope failure is addressed in the framework of reliability analysis of slopes in heteroge...
Direct Monte Carlo simulation for the reliability analysis of slope stability with spatially variabl...
Abstract The paper investigates the probability of failure of a cohesive slope using both simple and...
The paper investigates the probability of failure of slopes using both traditional and more advanced...
International audienceThe computation of the failure probability of geotechnical structures consider...
The Random Finite Element Method (RFEM) has been shown in many theoretical publications to offer adv...
Copyright © 2021 The Author(s). It is difficult to consider the heterogeneity and discontinuity of r...
<p>For analyzing low probability slope failures, a modified version of subset simulation, based on p...
Spatial variation of soil strength parameters is a dominating uncertainty in slope stability analysi...
Spatial variation of soil strength parameters is a dominating uncertainty in slope stability analysi...
Spatial variability is one of the most significant uncertainties in soil properties that affect the ...
Spatial variability is one of the most significant uncertainties in soil properties that affect the ...
Enhancement of random finite element method in reliability analysis and risk assessment of soil slop...
Evaluating the reliability of slopes against sliding failure is complicated by the fact that most sl...
Improbable slope failure is addressed in the framework of reliability analysis of slopes in heteroge...
Improbable slope failure is addressed in the framework of reliability analysis of slopes in heteroge...
Direct Monte Carlo simulation for the reliability analysis of slope stability with spatially variabl...
Abstract The paper investigates the probability of failure of a cohesive slope using both simple and...
The paper investigates the probability of failure of slopes using both traditional and more advanced...
International audienceThe computation of the failure probability of geotechnical structures consider...
The Random Finite Element Method (RFEM) has been shown in many theoretical publications to offer adv...
Copyright © 2021 The Author(s). It is difficult to consider the heterogeneity and discontinuity of r...