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J. Smart (1970)
Use of Topologic Information in Processing Data for Channel NetworksWater Resources Research, 6
J. Smart (1978)
The analysis of drainage network compositionEarth Surface Processes and Landforms, 3
R. Quimpo (1984)
Spatial heterogeneity and models of surface runoffJournal of Hydrology, 68
R. Ferguson (1977)
On determining distances through stream networksWater Resources Research, 13
J. Smart (1969)
Topological Properties of Channel NetworksGeological Society of America Bulletin, 80
A. Surkan (1974)
Simulation of storm velocity effects on flow from distributed channel networksWater Resources Research, 10
Richard Jarvis (1977)
Drainage network analysisProgress in Physical Geography, 1
M. Fischler, J. Tenenbaum, H. Wolf (1981)
Detection of roads and linear structures in low-resolution aerial imagery using a multisource knowledge integration technique☆Computer Graphics and Image Processing, 15
I. Rodríguez‐Iturbe, J. Valdes (1979)
The geomorphologic structure of hydrologic responseWater Resources Research, 15
D. Mark (1983)
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D. Marks, J. Dozier, J. Frew (1983)
Automated basin delineation from digital terrain data
T. Peucker, David Douglas (1975)
Detection of Surface-Specific Points by Local Parallel Processing of Discrete Terrain Elevation DataComputer Graphics and Image Processing, 4
W. Krumbein, R. Shreve (1970)
SOME STATISTICAL PROPERTIES OF DENDRITIC CHANNEL NETWORKS.
C. Dyer, A. Rosenfeld (1979)
Thinning Algorithms for Gray-Scale PicturesIEEE Transactions on Pattern Analysis and Machine Intelligence, PAMI-1
J. O'Callaghan, D. Mark (1984)
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R. Shreve (1967)
Infinite Topologically Random Channel NetworksThe Journal of Geology, 75
J. Toriwaki, T. Fukumura (1978)
Extraction of structural information from grey picturesComputer Graphics and Image Processing, 7
M. Lee, J. Delleur (1976)
A variable source area model of the rainfall‐runoff process based on the Watershed Stream NetworkWater Resources Research, 12
J. Smart, C. Werner (1973)
Some Algorithms for Analyzing Trivalent Planted Trees.
S. Jenson (1984)
AUTOMATED DERIVATION OF HYDROLOGIC BASIN CHARACTERISTICS FROM DIGITAL ELEVATION MODEL DATA
M. Kirkby, K. Beven (1979)
A physically based, variable contributing area model of basin hydrology, 24
R. Shreve (1966)
Statistical Law of Stream NumbersThe Journal of Geology, 74
A. Rosenfeld, A. Kak (1976)
Digital Picture Processing
Digital elevation models are used to automatically map the stream channel and divide networks of a watershed. These topographic skeletons are used to partition the watershed into a set of fundamental, runoff producing subregions, each of which drains into one stream link. Construction of a code describing the network topology, along with parallel files containing attribute information of each drainage area and associated stream link may form the basis for an efficient watershed information system. Registration of remotely sensed imagery and maps of important soils information to the digital elevation model allows an effective organization of this data as input to hydrologic simulation models. The methodology described here is designed to aid in the efficient parameterization of a distributed components approach to watershed simulation.
Water Resources Research – Wiley
Published: Jan 1, 1986
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