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Analysis of the nonlinearity in the hillslope runoff response to precipitation through numerical modeling

机译:数值模拟分析坡面径流对降水响应的非线性

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Coupled, finite-element models are applied for hillslope runoff investigations. Subsurface flow is modeled by the 2-D Richards equation extended for the saturated zone. Surface runoff is described by the linear and also by the nonlinear kinematic wave equations coupled to the subsurface model through infiltration and/or saturation excess. It is concluded that the typical nonlinearity in the runoff response is the result of not only the surface runoff process and the antecedent soil moisture condition but also of the way precipitation intensity affects the subsurface process. Namely, higher intensity rains produce surface runoff sooner through infiltration excess and bring the soil/aquifer closer to saturation in a shorter time leading to taller unit hydrographs of total runoff and to shorter time-to-peak periods, even if surface runoff is kept linear in nature.
机译:耦合的有限元模型用于坡面径流调查。地下流动通过扩展至饱和带的二维理查兹方程建模。地表径流由通过渗透和/或饱和度过剩耦合到地下模型的线性运动方程和非线性运动方程描述。得出的结论是,径流响应中典型的非线性不仅是地表径流过程和先前土壤湿度条件的结果,而且是降水强度影响地下过程的方式的结果。就是说,较高的降雨通过过量的渗透而更快地产生地表径流,并使土壤/含水层在更短的时间内更接近饱和,从而导致总径流的较高单位水位图和较短的高峰时间,即使地表径流保持线性在自然界。

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