Slope failure (Mode II) due to soil mass movement. (A) Slope with free body diagram of bamboo piles and mth and kth slice of soil mass. (B) Force polygon of the mth slice. (C) Force polygon of the kth slice showing different forces at the failure of the slope.

Slope failure (Mode II) due to soil mass movement. (A) Slope with free body diagram of bamboo piles and mth and kth slice of soil mass. (B) Force polygon of the mth slice. (C) Force polygon of the kth slice showing different forces at the failure of the slope.

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Introduction: Embankments are constructed in many places for transportation purposes such as railways and roads. The stability of slopes in embankments has always been a concern, especially in cohesionless soils. There are many methods to increase the safety factor of cohesionless soil slopes using geogrids, geocells, concrete piles, and so on. The...

Contexts in source publication

Context 1
... the failure, the friction between the soil mass and the upper part of the bamboo pile comes into effect, which is referred to here as the frictional resistance of the bamboo (τ b ). The free-body diagram of the bamboo pile, the mth, and the kth soil slices are shown in Figure 3. The mth slice is the general slice not in contact with the bamboo, and the kth slice is the slice adjacent to the bamboo. ...
Context 2
... normal reaction of the kth slice (Eq. 7) can be calculated from the equilibrium of the force polygon, as shown in Figure 3C. Here, in Eq. 7, h is the height of the bamboo above the slip surface. ...

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Citations

... The analytical method gives a safety factor less than numerical analysis by 47.2%. The authors recommended that the proposed equation can also be used for other materials [58]. Ngudiyono and Sulistyowati conducted the 2D numerical analysis using ABAQUS with bamboo pile reinforcement. ...
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