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金属矿山 ›› 2019, Vol. 48 ›› Issue (04): 175-179.

• 安全与环保 • 上一篇    下一篇

基于最短路理论高陡岩质边坡稳定性分析

樊水龙   

  1. 陕西铅硐山矿业有限公司,陕西 宝鸡 721707
  • 出版日期:2019-04-15 发布日期:2019-05-13

Stability Analysis of a High Steep Rock Slope Based on Shortest Path Theory

Fan Shuilong   

  1. Shaanxi Qiandongshan Mining Co., Ltd., Baoji 721707, China
  • Online:2019-04-15 Published:2019-05-13

摘要: 依据图论中寻求最短路问题理论,并将有限元法、极限平衡法与动态规划法相结合,推导出边坡安全系数计算公式;通过编程,自动搜索边坡最危险滑动面。通过数值模拟分析某金矿高陡岩质边坡应力场与水平位移场,同时与现场监测数据进行对比,证明数值模拟分析的可靠性。应用改进的方法搜索边坡最危险滑动面,计算边坡安全系数,计算结果与数值模拟的几个结果基本一致,证明改进方法的正确性,对同类高陡岩质边坡稳定性分析具有指导意义。

关键词: 岩质边坡, 有限元法, 极限平衡法, 最短路理论

Abstract: According to the shortest path theory obtained from the graph theory, the calculation formula of slope safety factor is deduced by combining the finite element method, the limit equilibrium method and the dynamic programming method. Through programming, the most dangerous sliding surface of slope can be automatically searched. The stress field and horizontal displacement field of a high steep rock slope in a gold mine are analyzed by numerical simulation, and the numerical simulation analysis is proved be reliable by comparing with field monitoring data. The most dangerous sliding surface of the slope is searched by the improved method, and the safety factor of the slope is calculated. The calculated results are basically in agreement with the numerical simulation results, which proves that the improved method is correct. It has guiding significance for stability analysis of similar high steep rock slopes.

Key words: Rock slope, Finite element method, Limit equilibrium method, Shortest path theory