A simple scaling algorithm is proposed to rescale fine-resolution river networks to any coarser spatial resolution. To derive flow routing at a coarser resolution, the stream line is traced from the fine-scale grid cell that has the maximum drainage area in the coarse-scale grid cell, to the fine-scale cell in the adjacent coarse-scale cell. When the transit region between the coarse-scale cells is introduced, coarse-scale networks can represent the topology of the original fine-scale network much better. The proposed algorithm is successfully applied to the Hayakawa River basin; coarse-scale networks, at 250m, 500m, and 1km resolutions, are derived from 50m resolution network, and the geomorphologic characteristics of the river network, such as river length, elevation gradient, and width function, are well reproduced. In the case of the Yellow River basin, the aggregated network with a 30×30 kernel preserves the features of the original 1km resolution gridded network with sufficient accuracy.
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