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Hydrodynamics of long-duration urban floods: experiments and numerical modelling

机译:长期城市洪水的水动力:实验和数值模拟

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摘要

Flood risk in urbanized areas raises increasing concerns as a result of demographic and climate changes. Hydraulic modelling is a key component of urban flood risk analysis; yet, detailed validation data are still lacking for comprehensively validating hydraulic modelling of inundation flow in urbanized floodplains. In this study, we present an experimental model of inundation flow in a typical European urban district and we compare the experimental observations with predictions by a 2-D shallow-water numerical model. The experimental set-up is 5 m x 5 m and involves seven streets in each direction, leading to 49 intersections. For a wide range of inflow discharges, the partition of the measured outflow discharges at the different street outlets was found to remain virtually constant. The observations also suggest that the street widths have a significant influence on the discharge partition between the different streets' outlets. The profiles of water depths along the streets are mainly influenced by the complex flow processes at the intersections, while bottom roughness plays a small part. The numerical model reproduces most of the observed flow features satisfactorily. Using a turbulence model was shown to modify the length of the recirculations in the streets, but not to alter significantly the discharge partition. The main limitation of the numerical model results from the Cartesian grid used, which can be overcome by using a porosity-based formulation of the shallow-water equations. The upscaling of the experimental observations to the field is also discussed.
机译:由于人口和气候变化,城市化地区的洪水风险日益引起人们的关注。水力模型是城市洪水风险分析的重要组成部分。然而,仍缺乏详细的验证数据来全面验证城市化洪泛区的淹没流水力模型。在这项研究中,我们介绍了一个典型的欧洲城市地区的洪水泛滥的实验模型,并将实验结果与二维浅水数值模型的预测结果进行了比较。实验设置为5 m x 5 m,每个方向涉及7条街道,通向49个交叉路口。对于大范围的流入流量,发现在不同街道出口处测得的流出流量的分配实际上保持不变。观察结果还表明,街道宽度对不同街道出口之间的排放分区有很大影响。沿街道水深的轮廓主要受交叉路口复杂的水流过程影响,而底部粗糙度则占很小的比例。数值模型令人满意地重现了大多数观察到的流动特征。结果表明,使用湍流模型可以改变街道上的回流长度,但不会显着改变排放分区。数值模型的主要局限性来自所使用的笛卡尔网格,可以通过使用基于孔隙度的浅水方程式来克服。还讨论了将实验观测值扩展到该领域的问题。

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