首页> 外文期刊>Advances in civil engineering >Study on Catastrophe Instability of Support System in Gypsum Goaf Based on Energy Dissipation Theory
【24h】

Study on Catastrophe Instability of Support System in Gypsum Goaf Based on Energy Dissipation Theory

机译:基于能量耗散理论的石膏采空区支撑系统的巨灾不稳定性研究

获取原文
获取原文并翻译 | 示例
           

摘要

The stability of the goaf support system is the key to safe production in gypsum mines. Therefore, this study constructed a pillar-beam support system which contained pillar plastic zones. In this support system, the beam and pillar were taken as energy releaser and energy dissipater, respectively. Through establishing a cusp catastrophe model based on energy theory, the new criterion for instability was obtained which is related with geometric stiffness and system energy dissipation. The results indicate the instability of the support system is caused by the incompatibility of energy release, dissipation, and geometric deformation. When K > 1, the energy released by the support system is compatible with geometric deformation. The support system experiences a quasistatic process from the static state in bottom page to the static state in top page along Path I. When K < 1, the energy released by the support system cannot be in tune with geometric deformation. The support system experiences a catastrophe process along Path II. The evolution from the static state in bottom page to the static state in top page is not progressive, but catastrophic. The redundant energy released in this process leads to mechanical instability of the support system. This study provided theoretical foundation for the mining and treatment of mines. Based on actual engineering examples, the sensitivity of the geometric parameters of the support system was analyzed as well. These parameters are ranked by their sensitivity from high to low, as is shown below: beam thickness, plastic zone width, room span, pillar width, and pillar height. Then, the goaf was classified according to the geometric parameters. Energy catastrophe theory was applied to analyze the stability of the support system in different classes of goaf. The analysis results showed that Class D goaf should be labeled as the unstable zone, which was consistent with the result of field research. To conclude, energy catastrophe theory can be used to demonstrate the nonlinear mechanical mechanism of support system instability in room-pillar mining goaf.
机译:采空区支护系统的稳定性是石膏矿安全生产的关键。因此,本研究构建了一个包含支柱塑料区域的支柱梁支撑系统。在该支撑系统中,梁和支柱分别用作能量释放器和能量耗散器。通过建立基于能量理论的尖峰突变模型,获得了与几何刚度和系统能量耗散有关的新的不稳定性判据。结果表明,支撑系统的不稳定性是由能量释放,耗散和几何变形的不兼容引起的。当K> 1时,支撑系统释放的能量与几何变形兼容。支撑系统沿路径I经历从底部静态到顶部静态的准静态过程。当K <1时,支撑系统释放的能量无法与几何变形协调。支持系统沿路径II经历了灾难性过程。从底部静态到顶部静态的演变不是渐进的,而是灾难性的。在此过程中释放的多余能量会导致支撑系统的机械不稳定。该研究为矿山的开采和处理提供了理论基础。根据实际工程实例,还分析了支撑系统几何参数的敏感性。这些参数按其灵敏度从高到低进行排序,如下所示:横梁厚度,塑料区域宽度,房间跨度,立柱宽度和立柱高度。然后,根据几何参数对采空区进行分类。应用能量突变理论分析了不同采空区支架系统的稳定性。分析结果表明,应将D类采空区标记为不稳定带,这与现场研究的结果是一致的。总之,能量突变理论可用于证明采空区采空区支护系统失稳的非线性力学机理。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号