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The Elementary Dynamics Analysis of Rill Flow

机译:泥石流的基本动力学分析

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摘要

The determination of the velocity in rill flow is the basis of studying the soil erosion. The velocity of rill flow is influenced by flow discharge, sediment concentration, underlying soil and so on. Under the steady discharge, by assuming the resistance of viscosity is directly proportional to the velocity of flow, the dynamics equation of rill flow is deduced. By nonlinear simulation of the experiment data, we obtained functions between velocity of flow and time, the friction coefficient and erosion intensity, and the viscosity force and sediment concentration in flow. The simulating procedure and results showed that the model is feasible when the velocity of flow is lower. Velocity of flow is mainly affected by slope and sediment concentration when slope and texture of soil are different. The steeper the slope is, the more time the velocity needs to achieve steady. When the friction between water flow and underlying soil is bigger than soil anti-erodibility, sediment concentration in rill flow will increase accordingly.
机译:确定小溪流速度是研究土壤侵蚀的基础。溪流的速度受流量,泥沙浓度,下层土壤等的影响。在稳定排放下,通过假设黏度与流动速度成正比,推导了钻探流动的动力学方程。通过对实验数据进行非线性模拟,我们获得了流速和时间,摩擦系数和侵蚀强度以及粘滞力和泥沙浓度之间的函数。仿真过程和结果表明,该模型在流速较低时是可行的。当土壤的坡度和质地不同时,流速主要受坡度和沉积物浓度的影响。斜率越陡,速度达到稳定所需的时间就越长。当水流与下层土壤之间的摩擦力大于土壤抗侵蚀性时,小溪流中的泥沙浓度将相应增加。

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