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Investigation of basal friction effects on impact force from a granular sliding mass to a rigid obstruction

机译:从粒状滑块到刚性阻塞的冲击力对基础摩擦效应的调查

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Understanding the behavior of rapid granular flow and quantifying the impact force from a granular sliding mass on a rigid obstruction provide useful information for risk assessment and engineering design against rapid flow-like landslides. Basal friction affects the governing mechanisms of rapid granular flow and consequently influences the impact force. This paper presents an experimental and analytical investigation on the effects of basal friction on flow front velocity and impact force from a granular sliding mass to a rigid obstruction. For the experimental investigation, the results of a series of 2-D flume tests with two different basal friction conditions at different inclination angles, sliding distances, and initial relative densities are presented and discussed. It is observed that increasing the basal friction angle induces more shearing within the sand mass and results in a more dominant spreading mechanism, a shallower flow profile, a lower flow front velocity, and a smaller dynamic impact force. For the analytical investigation, the static and dynamic force components are investigated individually and a method for calculating these forces is presented. In this approach, the static force is calculated using the limit equilibrium method and the dynamic force is calculated by considering the reflection of compression shock waves due to impact. This approach allows the material stiffness to be taken into account in the dynamic force calculation. Adding the static and dynamic force components, the instant value of the total impact force can be calculated and an excellent agreement is observed between the calculated and measured impact forces.
机译:了解快速粒度的行为和量化刚性障碍物上的粒状滑动质量的冲击力为风险评估和工程设计提供了适用于快速流动山体滑坡的有用信息。基础摩擦力影响快速颗粒流动的控制机制,从而影响冲击力。本文介绍了基础摩擦对流动前速度和冲击力的实验研究,从粒状滑动到刚性梗阻。对于实验研究,提出并讨论了具有不同倾斜角度,滑动距离和初始相对密度的两个不同基础摩擦条件的一系列二维摩擦条件的结果。观察到,增加基础摩擦角在砂质中诱导更多的剪切,并导致更优势的扩散机构,较浅的流动轮廓,较低的流量前速度和较小的动态冲击力。对于分析研究,呈现静态和动态力分量,并呈现了计算这些力的方法。在这种方法中,使用极限平衡方法计算静力,并且通过考虑由于冲击而反射压缩冲击波的反射来计算动态力。这种方法允许在动态力计算中考虑材料刚度。添加静态和动态力分量,可以计算总冲击力的即时值,并且在计算和测量的冲击力之间观察到出色的协议。

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