⚠️ The Importance of 3D Slope Stability and Proper Selection of Critical 2D Sections ⚠️ In geotechnical practice, engineers often rely on 2D slope stability analyses for embankment design due to their simplicity and computational efficiency. However, even in 3D geometries that may appear relatively simple, improper selection of the 2D section can result in a significant overestimation of stability. The presented case study highlights this issue through the analysis of a reservoir embankment that includes a corner where two slopes intersect. At first glance, this corner might seem like the most critical location due to geometric convergence — and thus a logical choice for a 2D section. However, this assumption proved to be misleading. 🔍 Key Observations from the Case Study: A full 3D slope stability analysis using Slide3 and RS3 revealed that the critical failure surface develops along the extruded side slopes, not at the corner. The Factor of Safety (FS) was consistent and lowest (FS = 1.2) along these side slopes, where the embankment geometry is uniform and governs the failure mechanism. At the corner, the same FS is observed — not because it is more critical, but simply due to the intersection of the two critical slopes. A 2D section extracted through the side slope accurately captured the critical FS of 1.2, confirming the 3D findings. In contrast, a 2D section taken through the corner produced an FS of 1.55, which significantly overestimates the stability and creates a false sense of safety. 📌 Technical Insight: When modeling embankments or similar geometries, 3D analyses are essential to correctly identify the location and shape of the critical failure surface. Moreover, if a 2D analysis is to be performed, careful selection of the representative section is crucial. Selecting a section based on geometric intuition rather than actual failure mechanisms can lead to non-conservative design outcomes. Rocscience #Slide2 #RS2 #Slide3 #RS3 #GeotechnicalEngineering #Mining #MiningEngineering #CivilEngineering #SlopeStability #LEM #FEM #NumericalModeling
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