扰动因子分布函数对露天矿稳定性的影响

Sina Javankhoshdel, T. Ma, B. Cami, T. Yacoub, B. Corkum, J. Curran
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摘要

扰动因子(D)是岩质边坡广义Hoek-Brown破坏准则中影响边坡稳定性的一个参数。它代表了开挖过程中爆破和应力松弛对岩石材料性质造成的亚表面损伤。在假定损伤区域内,指定一个介于0(未受干扰)和1(非常受干扰)之间的数字作为干扰因子的值。最常见的是在整个损伤区域内假设一个均匀的D值,但很少有研究研究D参数的变化对稳定性的影响。本文通过一个例子,考察了D的各种分布函数,即常数、线性变化和指数变化对损伤区域的影响。并将极限平衡法确定的边坡破坏模式和安全系数与有限元分析进行了比较。研究发现,改变损伤函数的分布对结构的破坏模式和安全系数有显著影响。建议从业人员谨慎选择合适的分布进行边坡稳定性分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effect of Disturbance Factor Distribution Function on Stability of an Open Pit Mine
The disturbance factor (D) is a parameter in the Generalized Hoek-Brown failure criterion for rock slopes in slope stability. It represents the subsurface damage to the rock material properties resulting from blasting and stress relaxation during excavations. Within the region of assumed damage, a number between zero (undisturbed) and unity (very disturbed) is prescribed as the value of the disturbance factor. Most commonly a uniform value of D is assumed within the entire region of damage, but little research has been done to study the impact of the variation in the D parameter on stability. Through use of an example, this paper examines the effect of various distribution functions of D through the damaged region, such namely, as constant, linearly varying, and exponentially varying. The failure modes and factors of safety for the slope as determined via limit equilibrium are also compared with finite element analyses. Varying the distribution of the damage function was found to significantly affect the failure mode and factor of safety. It is recommended that practitioners adopt care to select an appropriate distribution for slope stability analysis.
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