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Unravelling the multiphase run-out conditions of a slide-flow mass movement

机译:解开滑流质量运动的多相跳动条件

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摘要

In this paper an attempt is made to unravel the run-out characteristics of a mass movement in the Sichuan Province, SW China by means of 1D numerical modelling and calibration on the topography of run-out profiles. The Dagou mass movement started as a rockslide with an initial volume of 480,000 m~3, which transformed into a debris flow, increasing in volume due to entrainment of loose material in the upper part of the travelling track. The rapid mass movement had a run-out distance of 1380 m and a run-out time of about 50 s. Numerical calculations were conducted with the depth average shallow water equation to explain the variation in thickness of the debris flow deposits along the run-out track. For the calibration of the first run-out phase, three Theological models were applied, namely the Bingham, Voellmy and Quadratic rheology. Calibration was done on 1) the run-out distance, 2) the run-out time and 3) the goodness of fit with the thickness of the deposits along the track. In addition the erosion constant in the entrainment equation was calibrated on the observed versus calculated run-out volumes. Sensitivity analyses of the resistance parameters for the different rheologies showed that the viscosity, the basal friction, the turbulence term and the resistance factor are the most sensitive ones. It appeared that the variation in thickness along the run-out track can be explained by entrainment of material in the upper part of the track and a change in parametric values during the run-out process. The three rheologies produced a reasonable fit with the observed geometry of the run-out profile, run-out time and run-out volume. It was argued that the Voellmy rheology seems to give the most appropriate explanation for the difference in resistance along the run-out path. The main problem in the simulation was to stop the debris flow on a slope with a gradient around 22°. A reactivation of the mass movement by frictional sliding of the material half way the run-out track was simulated. It occurred 30 min after the first run-out phase due to an increase in pore pressure. The sliding material changed into a slow flowing mass that reached a newly built up area after about 1 h and moved into Wangong Town over a distance of 80 m.
机译:本文尝试通过一维数值模型和跳动剖面的地形标定来揭示中国四川省群众运动的跳动特征。大沟质量运动始于最初为48万立方米的岩体滑坡,后来转变为泥石流,由于在行车道上部夹杂着松散的物质,体积增大。快速质量运动的跳动距离为1380 m,跳动时间约为50 s。用深度平均浅水方程式进行了数值计算,以解释沿径流轨迹的泥石流沉积物厚度的变化。为了校准第一跳动阶段,应用了三个神学模型,即宾厄姆,沃米尔和二次流变学。校准是在1)跳动距离,2)跳动时间和3)沿着轨道的沉积物厚度与贴合性方面进行的。另外,根据观察到的计算出的跳动量对夹带方程中的腐蚀常数进行了校准。对不同流变阻力参数的敏感性分析表明,粘度,基摩擦,湍流项和阻力系数是最敏感的。似乎沿着跳动轨道的厚度变化可以通过在轨道的上部夹带材料以及跳动过程中参数值的变化来解释。三种流变学与所观察到的跳动剖面的几何形状,跳动时间和跳动量产生了合理的匹配。有人认为,Voellmy流变学似乎为沿跳动路径的阻力差异提供了最适当的解释。模拟中的主要问题是在坡度约为22°的斜坡上阻止泥石流。模拟了物料在跳动轨道中途的摩擦滑动,从而重新激活了质量运动。由于孔隙压力的增加,它发生在第一个跳动阶段后30分钟。滑动材料变成缓慢流动的物质,在大约1小时后到达新建成的区域,并在80 m的距离内移入万宫镇。

著录项

  • 来源
    《Geomorphology》 |2015年第1期|161-170|共10页
  • 作者单位

    Faculty of Geosciences,Utrecht University, P.O. Box 80115,3508 TC, Utrecht, The Netherlands,State Key Laboratory of Geohazards Prevention and Environment Protection, University of Technology, No. 1 Erxianqiao East Rd., Chengdu, Sichuan 610059, China;

    State Key Laboratory of Geohazards Prevention and Environment Protection, University of Technology, No. 1 Erxianqiao East Rd., Chengdu, Sichuan 610059, China;

    State Key Laboratory of Geohazards Prevention and Environment Protection, University of Technology, No. 1 Erxianqiao East Rd., Chengdu, Sichuan 610059, China;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Rockslide; Debris flow; Two-phase run-out modelling; Entrainment; Deposition geometry; Changing rheologies;

    机译:岩崩;泥石流;两阶段跳动建模;夹带;沉积几何;流变学;

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