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A general geomorphological recession flow model for river basins

Biswal, Basudev and Kumar, Nagesh D (2013) A general geomorphological recession flow model for river basins. In: WATER RESOURCES RESEARCH, 49 (8). pp. 4900-4906.

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Official URL: http://dx.doi.org/10.1002/wrcr.20379

Abstract

Recession flows in a basin are controlled by the temporal evolution of its active drainage network (ADN). The geomorphological recession flow model (GRFM) assumes that both the rate of flow generation per unit ADN length (q) and the speed at which ADN heads move downstream (c) remain constant during a recession event. Thereby, it connects the power law exponent of -dQ/dt versus Q (discharge at the outlet at time t) curve, , with the structure of the drainage network, a fixed entity. In this study, we first reformulate the GRFM for Horton-Strahler networks and show that the geomorphic ((g)) is equal to D/(D-1), where D is the fractal dimension of the drainage network. We then propose a more general recession flow model by expressing both q and c as functions of Horton-Strahler stream order. We show that it is possible to have = (g) for a recession event even when q and c do not remain constant. The modified GRFM suggests that is controlled by the spatial distribution of subsurface storage within the basin. By analyzing streamflow data from 39 U.S. Geological Survey basins, we show that is having a power law relationship with recession curve peak, which indicates that the spatial distribution of subsurface storage varies across recession events. Key Points <list list-type=''bulleted''> The GRFM is reformulated for Horton-Strahler networks. The GRFM is modified by allowing its parameters to vary along streams. Sub-surface storage distribution controls recession flow characteristics.

Item Type: Journal Article
Publication: WATER RESOURCES RESEARCH
Publisher: AMER GEOPHYSICAL UNION
Additional Information: copyright for this article belongs to Wiley
Keywords: power law; active drainage network; geomorphological recession flow model; Horton-Strahler tree network; fractal dimension; subsurface storage distribution
Department/Centre: Division of Mechanical Sciences > Civil Engineering
Date Deposited: 07 Nov 2013 05:58
Last Modified: 07 Nov 2013 05:58
URI: http://eprints.iisc.ac.in/id/eprint/47691

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