Three-Dimensional (3D) Limit Equilibrium Method (LEM) Comparative Study of a Landslide Case Study Supported with Piles

- Organization:
- Deep Foundations Institute
- Pages:
- 10
- File Size:
- 2164 KB
- Publication Date:
- Sep 8, 2021
Abstract
The Limit Equilibrium (LE) analysis of pile-supported geotechnical structures normally assumes a constant shear force for the pile instead of considering the non-linear capacity of the pile which is related to the pile displacement. In this study, a 3D Limit Equilibrium analysis is carried out for a landslide model supported with piles by considering the constant and non-linear capacity of the pile which is computed using a separate Finite Element (FE) algorithm. The depth of the pile, soil layering, and the pile properties are used with an
assumed maximum displacement to compute the geotechnical non-linear capacity of the pile. In this study, the results of the initial unreinforced 3D LE model was first compared to the 3D FE analysis results. Then, the pile pattern was applied to the failure region in the 3D LE model, and then the factor of safety was recomputed. The results of the constant shear piles were compared to the model with the non-linear piles.
Citation
APA:
(2021) Three-Dimensional (3D) Limit Equilibrium Method (LEM) Comparative Study of a Landslide Case Study Supported with PilesMLA: Three-Dimensional (3D) Limit Equilibrium Method (LEM) Comparative Study of a Landslide Case Study Supported with Piles. Deep Foundations Institute, 2021.