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首页> 外文期刊>Paddy and Water Environment >Application of shallow water equations to analyze runoff processes in hilly farmlands.
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Application of shallow water equations to analyze runoff processes in hilly farmlands.

机译:浅水方程在分析丘陵农田径流过程中的应用。

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摘要

Analysis of runoff processes in farmlands during storm events in particular is an important engineering topic. The shallow water equations describing the physical conservation laws are attractive tools for understanding motion of surface water. A numerical model is developed to reproduce surface water flows during storm events, using the finite element method and the finite volume method applied to the one-dimensional shallow water equations. The numerical model has the advantage of dealing with transcritical flows, wet, and dry processes, irregular channel bed slopes, and channel junctions involving multiply connected networks. Standard numerical tests demonstrated some of these features. Runoff processes from farmlands in a Japanese hilly area is analyzed with the numerical model coupled with another runoff model of black-box type. Parameters of the models are calibrated and validated using observed series of rainfall and runoff discharge data. Simulated results included submergence of hydraulic jumps and flood storage in farming plots, which are very informative in terms of assessing diverse functions of the farmlands.
机译:特别是在暴风雨期间分析农田的径流过程是一个重要的工程主题。描述物理守恒定律的浅水方程是理解地表水运动的有吸引力的工具。利用一维浅水方程的有限元法和有限体积法,建立了一个数值模型来再现暴风雨期间的地表水流。数值模型的优势在于可以处理跨临界流,湿法和干法过程,不规则的河床坡度以及涉及多重连接网络的河道交界处。标准数值测试证明了其中一些功能。结合数值模型和黑箱型径流模型,分析了日本丘陵地区农田的径流过程。使用观测到的一系列降雨和径流量数据对模型的参数进行校准和验证。模拟结果包括淹没农田中的水力跃迁和洪水,这对于评估农田的各种功能非常有用。

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