Three Dimensional Slope Stability Analysis of Open Pit Mine

M. A. Azizi, I. Marwanza, Muhammad Kemal Ghifari, A. Anugrahadi
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引用次数: 2

Abstract

The 3-dimensional slope stability analysis has been developing rapidly since the last decade, and currently a number of geomechanical researchers in the world have put forward ideas for optimization of slope design related to the economics and safety of mining operations. The 3-dimensional slope stability analysis methods has answered the assumption of spatial parameters in determining safety factors and the failure probability, thus the volume of failed material and the location of the most critical slopes can be determined. This chapter discusses two methods of 3-dimensional slope stability analysis, namely the limit equilibrium method (LEM) and finite element method (FEM). LEM 3D requires an assumption of failure type with the variable of analysis are the maximum number of columns, the amount of grid points, increment radius, and type of slip surface. On the other hand, FEM 3D requires an assumption of convergence type, absolute force and energy, with the variable of analysis are mesh type and maximum number of iterations. LEM 3D shows that the cuckoo algorithm is reliable in obtaining position and shape of slip surface. Meanwhile FEM 3D, the optimum iteration number needs to be considered to improve analysis efficiency and preserving accuracy.
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露天矿边坡三维稳定性分析
近十年来,三维边坡稳定性分析得到了迅速的发展,目前国际上许多地质力学研究人员都提出了边坡优化设计的思路,关系到矿山开采的经济性和安全性。三维边坡稳定性分析方法在确定安全系数和破坏概率时回答了空间参数的假设,从而确定了破坏材料的体积和最关键边坡的位置。本章讨论了三维边坡稳定性分析的两种方法,即极限平衡法(LEM)和有限元法(FEM)。LEM 3D需要假设破坏类型,分析变量为最大柱数、网格点数量、增量半径和滑移面类型。另一方面,三维有限元法需要假设收敛类型、绝对力和能量,分析变量为网格类型和最大迭代次数。LEM三维仿真结果表明,布谷鸟算法在获取滑移面位置和形状方面是可靠的。在有限元三维分析中,为了提高分析效率和保持精度,需要考虑最优迭代次数。
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