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首页> 外文期刊>Earth Surface Processes and Landforms: The journal of the British Geomorphological Research Group >River channel and bar patterns explained and predicted by an empirical and a physics-based method
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River channel and bar patterns explained and predicted by an empirical and a physics-based method

机译:通过经验和基于物理的方法来解释和预测河道和河道的形态

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摘要

Our objective is to understand general causes of different river channel patterns. In this paper we compare an empirical stream power-based classification and a physics-based bar pattern predictor. We present a careful selection of data from the literature that contains rivers with discharge and median bed particle size ranging over several orders of magnitude with various channel patterns and bar types, but no obvious eroding or aggrading tendency. Empirically a continuum is found for increasing specific stream power, here calculated with pattern-independent variables: mean annual flood, valley gradient and channel width predicted with a hydraulic geometry relation. 'Thresholds', above which certain patterns emerge, were identified as a function of bed sediment size. Bar theory predicts nature and presence of bars and bar mode, here converted to active braiding index (B_i). The most important variables are actual width-depth ratio and nonlinearity of bed sediment transport. Results agree reasonably well with data. Empirical predictions are somewhat better than bar theory predictions, because the bank strength is indirectly included in the empirical prediction. In combination, empirical and theoretical prediction provide partial explanations for bar and channel patterns. Increasing potential-specific stream power implies more energy to erode banks and indeed correlates to channels with high width-depth ratio. Bar theory predicts that such rivers develop more bars across the width (higher B_i). At the transition from meandering to braiding, weakly braided rivers and meandering rivers with chutes are found. Rivers with extremely low stream power and width-depth ratios hardly develop bars or dynamic meandering and may be straight or sinuous or, in case of disequilibrium sediment feed, anastomosing..
机译:我们的目标是了解不同河道模式的一般原因。在本文中,我们比较了基于经验流功率的分类和基于物理的条形图预测器。我们从文献中精心选择数据,这些河流包含流量和河床中位粒径超过几个数量级的河流,且河道形式和条形不同,但没有明显的侵蚀或侵蚀趋势。从经验上可以找到一个连续的过程,用于增加比流的功率,这里用与模式无关的变量来计算:平均年洪水,谷底坡度和通过水力几何关系预测的河道宽度。 “阈值”(高于此阈值出现了某些模式)被确定为床沉积物大小的函数。钢筋理论预测钢筋的性质和存在以及钢筋模式,此处将其转换为主动编织指数(B_i)。最重要的变量是实际的宽深比和床沉积物输送的非线性。结果与数据相当吻合。经验预测比条形理论预测要好一些,因为堤岸强度间接包含在经验预测中。综合起来,经验和理论预测为条形和通道形提供了部分解释。特定于势能的流功率的增加意味着更多的能量会腐蚀堤坝,并确实与具有高宽深比的通道相关。条理论预测,这样的河流在整个宽度上会形成更多条(更高的B_i)。在从蜿蜒向辫状过渡的过程中,发现了辫状河和带有斜槽的蜿蜒河。河流功率和宽度与深度之比极低的河流几乎不会形成条形或动态曲折,并且可能是直的或弯曲的,或者在沉积物进料不平衡的情况下会发生吻合。

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