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    基底侵蚀作用对黄土坡面泥流动力过程影响机制

    Influence mechanism of the basal erosion on dynamic process of mudflow on loess slope

    • 摘要:
      研究目的 泥流运动过程中的质量改变机制是研究快速滑坡和泥流的一个重要课题。基底侵蚀是原始运动物质沿接触面剪切过程中与夹带的基底表土中产生的动态相互作用。
      研究方法 本研究以2013年甘肃天水“7.25”群发性地质灾害为研究对象,引入侵蚀速率概念,基于三维连续介质动态的基底侵蚀数值模型,分析了泥流运动行为和动力过程对基底侵蚀作用的响应关系。
      研究结果 结果表明,南峪村坡面泥流的运动过程主要分为快速加速阶段,波动阶段和快速减速阶段。快速加速阶段,基底侵蚀对泥流运动行为的影响较小;波动阶段,基底侵蚀对泥流动力过程影响十分明显,侵蚀体积和总动能急剧增加,加剧了泥流的致灾强度和规模,坡脚侵蚀严重;快速减速阶段,基底摩擦作用快速消散总动能,侵蚀体积缓慢增长并趋于稳定。随着侵蚀速率的逐渐增大,基底侵蚀作用逐渐增强,泥流的运行时间、移动距离、平均厚度、侵蚀体积和总动能均呈指数函数增加;平均速度呈指数函数小幅下降,其拟合精度较高,可用于基底侵蚀作用对泥流的定性分析与定量计算。
      结论 考虑了基底侵蚀作用的模拟结果与实际情况更为吻合,此模型更适合此类泥流、滑坡致灾强度的评价和预测。本研究为泥流动力机制提供理论支持,也为泥流防治提供技术指导。

       

      Abstract:
      This paper is the result of geological hazard investigation engineering.
      Objective The change mechanism of mudflow mass in the motion process is an important research topic in the fast landslides and mudflows. During shearing, basal erosion is recognized as a dynamic interaction between the original moving material and the entrained basal topsoil along the contact surface.
      Methods In the current study, massive geohazards occurred in Tianshui on July 25, 2013 were selected as the research objects. The erosion rate was first introduced, and then the dynamic numerical model of basal erosion based on three-dimensional continuous medium was established to analyze the response relationship between the motion behavior and the dynamic process of mudflow on the basal erosion.
      Results The results show that the motion process of mudflow on the slope of Nanyu Village is mainly divided into a rapid acceleration stage, a fluctuation stage, and a rapid deceleration stage. During the rapid acceleration stage, the effect of basal erosion on the mudflow motion behavior is slight. During the fluctuation stage, the effect of basal erosion on the dynamic process of mudflow is significant, and the erosion volume and the total dynamic energy increase dramatically. This exacerbates the intensity and scope of disaster, and the slope toe is severely eroded. During the rapid deceleration stage, the basal friction quickly dissipates the total dynamic energy, and the erosion volume grows slowly and tends to be stabilized. With the gradual increase in erosion rate, the basal erosion effect gradually enhances, and the running time, moving distance, average thickness, erosion volume, and total dynamic energy of the mudflow increase by an exponential function. The average velocity decreases slightly as an exponential function with high fitting accuracy, which can be used for the qualitative analyses and quantitative calculations of the basal erosion effect on the mudflow.
      Conclusions The numerical results are more consistent with the actual cases considering the basal erosion. The numerical model is more suitable for the evaluation and prediction of the disaster intensity of such mudflows and landslides. The findings provide theoretical support for the dynamic mechanism and technical guidance for the prevention and control of mudflow disasters.

       

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