与恢复自然排列有关的不确定性到先前的直流

K. Agazi, P. Johnson, T. M. Heil
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引用次数: 0

摘要

目前,马里兰州高速公路管理局(Maryland State Highway Administration)使用了三种模型来设计溪流修复项目中的弯道。第一个模型是基于河岸河道宽度与曲流波长度的关系,第二个模型是基于河岸河道宽度与曲流带宽度的关系,第三个模型是基于河岸河道宽度与曲流曲率半径的关系。本研究利用州地形图和实地调查收集了马里兰州24条河流的流域和曲流特征。然后,这些数据被用来验证、准确性和量化三种模型中固有的不确定性。回归和物理参数的确定以及模型的不确定性将有助于更可靠地恢复原矫直河道的自然曲流平面形式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Uncertainties associated with restoring natural alignment to previously straightened streams
Three models are currently used by the Maryland State Highway Administration for designing meanders on stream restoration projects. The first model is based on the relationship of bankfull channel width and meander wave length, the second is based on the relationship between bankfull channel width and the meander belt width and the third is based on the relationship between bankfull channel width and meander radius of curvature. In this study, watershed and meander characteristics from 24 Maryland streams were collected using both state topographic maps and field investigations. These data were then used to verify, the accuracy and quantify the uncertainties inherent in each of the three models. The determination of regression and physical parameter as well as model uncertainty will aid in a more reliable restoration of natural meander plan form to previously straightened streams.
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