欢迎访问《金属矿山》杂志官方网站,今天是 分享到:
×

扫码分享

金属矿山 ›› 2010, Vol. 39 ›› Issue (03): 126-128+170.

• 安全与环保 • 上一篇    下一篇

金属矿层开采地表下沉系数研究

 赵兵朝, 余学义   

  1. 西安科技大学
  • 出版日期:2010-03-15 发布日期:2010-11-09
  • 基金资助:

    国家自然科学基金项目(编号:40572155)。

Study on the Surface Subsidence Coefficient during the Mining of Metal Ore-body

 ZHAO  Bing-Chao, YU  Xue-Yi   

  1. Xi'an University of Science and Technology
  • Online:2010-03-15 Published:2010-11-09

摘要: 针对金属矿山的复杂地质条件和多变矿体形态的特点,结合在极坐标系下预计矿层地表沉陷的数学模型不需要对采空区进行修正的优点,引入了基于概率积分理论的极坐标数学模型。通过分析金属矿山开采地表出现台阶下沉的非连续移动变形特点,结合覆岩破坏的力学分析,得出了预计金属矿山开采地表下沉系数为分段函数的结论,很好地解释了地表非连续变形和出现塌陷的现象,为进一步研究金属矿层开采对地表造成的损害特征与规律奠定了基础,对指导现场具有一定的意义。

关键词: 台阶下沉, 分段函数, 概率积分法, 下沉系数

Abstract: Aiming at characters of complex geologic condition on metal mines and its changeful mineral configuration, and in combination with the advantage of no-need correct on mined-out area under polar coordinates about calculating math model for surface subsidence, the math model with polar coordinates based on the theory of probability integral is introduced. Through analyzing the character of non-continue movement and deformation of sidestep subsidence in mining, and the mechanics of the overburden failure, it is concluded that the coefficient of surface subsidence is the subsection function for predicting the exploration of metal mines. It can fully explain the phenomenon of sidestep subsidence and non-continue movement and deformation, and provide a basis for further research on the surface damage character and rules during metal minerals mining. So it has a guiding meaning for on-site project.

Key words: subsidence, Subsection function, Probability integral method, Subsidence coefficient