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CEE 6440 GIS in WATER RESOURCES
Program to Generate Stream Network Width Function By Anurag Nayak
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Channel Network Width Function
x x The number of channels at a distance x from the outlet Source:
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Use of width function in hydrology:
Width function based instantaneous unit hydrograph generation RIGON et al.:Getting the Rescaled Width Function and the Derived WGIUH To model the response of stream network.
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CALCULATION OF NETWORK RESPONSE FUNCTION FROM NWF
NRF is calculated from the NWF and a routing function using velocity (A m/s) and diffusion (D m2/s) coefficients Routing Function (parameters A and D) LINKS RESPONSE = * DISTANCE TIME NWF NRF University college London, Department of Geomatic Engineering
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CALCULATION OF PREDICTED RIVER FLOWS
Hydrological model used to produce ‘generated runoff’ from precipitation, where ‘generated runoff’ is that portion of precipitation which enters the channel network * FLOW = RESPONSE RUNOFF TIME TIME TIME PREDICTED FLOW NRF RUNOFF
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Stream Network of Logan River
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Input Files: 1: Link Number 2: Start Point Number 3: End Point Number
4: DSLink Number 5&6: USLink Number 7: Order of Link 8: Monitoring Point Identifier 1: X Coordinate 2: Y Coordinate 3: Distance along channels to DS Termial link 4: Elevation 5: Contributing Area
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Programming Logic Read input files tree.dat and coord.dat.
Calculate the stream length of each link. Calculate downstream distance to the outlet. DSLength(Link) = Length(DSLink)+ DSLength(DSLink) Width Function at any distance x is defined as the number of links for which DSLength(Link) < x < DSLength(Link) + Length(Link)
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Generated Width Function for Logan River
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Stream Network of Bear River
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Generated Width Function for Bear River WaterShed
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Future Possibilities Can be added as a tool in TauDEM to analyze stream network response.
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QUESTIONS
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