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Numerical Modeling of the Impact of Riparian Soil Water Dynamics on Channel Width Adjustment

机译:河岸土壤水动力学影响的数值模型对沟道宽度调节

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Occurrence of streambank failure is closely related to redistribution of soil water that affects soil shear strength and may lead to seepage-induced erosion. Pore-water pressure in a streambank is affected, among others, by infiltrating rainfall, streambank-material texture, riparian vegetation, and interactions between surface water and groundwater. The hydrologic and biogeochemical components of the riparian ecosystem model REMM were integrated into the channel evolution model CONCEPTS to produce a model capable of simulating bank pore-water pressure distributions. Testing of the model showed that the subsurface flow component of REMM may not adequately simulate pore-water pressure dynamics at depth and near the groundwater table for streambank stability computations. Improved subsurface flow formulations that can be used to evaluate the effects of pore-water pressures on streambank stability at different temporal scales are presented and tested. To resolve the movement of wetting and drying fronts and their impact on bank stability temporally (i.e., time scales ranging from minutes to hours), a model based on the Richards equations describing unsaturated flow is needed. However, if streambank stability assessment uses time intervals of one day or larger, over which the pore-water pressure distribution may have reached a quasi-equilibrium state, the use of simpler models, such as those based on the Boussinesq equation, can satisfactorily predict subsurface flow and pore-water pressure. Further, seepage-induced erosion may be more important to the stability of a streambank than the redistribution of soil water.
机译:流动仓失败的发生与影响土壤剪切强度的土壤水重新分布,可能导致渗流引起的侵蚀。流箱中的孔隙水压受到渗透降雨,流班车纹理,河岸植被和地表水和地下水之间的相互作用的影响。河岸生态系统模型REMM的水文和生物地球化学成分被整合到通道演进模型概念中,以产生能够模拟堤防水压分布的模型。该模型的测试表明,REMM的地下流量分量可能无法充分模拟深度和地下水表附近的孔隙水压力动力学,用于流仓稳定性计算。提高了可用于评估孔隙水压力在不同时间尺度下的流动稳定性的影响的改进的地下流动制剂。为了解决润湿和干燥前沿的运动及其对跨度稳定性的影响,时间(即,从几分钟到小时的时间尺度),需要一种基于描述不饱和流的理查德方程的模型。但是,如果流仓稳定性评估使用一天或更大的时间间隔,孔隙水压力分布可能已经达到了准平衡状态,则使用更简单的模型,例如基于Boussinesq方程,可以令人满意地预测地下流动和孔隙水压。此外,渗流诱导的腐蚀对流银行的稳定性比土壤水的再分布更重要。

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