Model:TopoFlow-Channels-Dynamic Wave: Difference between revisions
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{{Model identity | |||
|Model type=Single | |||
|Categories=Hydrology | |||
|Spatial dimensions=2D | |||
|Spatialscale=Landscape-Scale, Watershed-Scale | |||
|One-line model description=Dynamic Wave process component for flow routing in a D8-based, spatial hydrologic model | |||
|Extended model description=This process component is part of a spatially-distributed hydrologic model called TopoFlow, but it can now be used as a stand-alone model. The dynamic wave method is the most complete and complex method for modeling flow in open channels. This method retains all of the terms in the full, 1D momentum equation, including the gravity, friction and pressure gradient terms (as used by the diffusive wave method) as well as local and convective acceleration (or momentum flux) terms. This full equation is known as the St. Venant equation. In the current version of TopoFlow it is assumed that the flow directions are static and given by a D8 flow grid. In this case, integral vs. differential forms of the conservation equations for mass and momentum can be used. | |||
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{{Start model keyword table}} | |||
{{Model keywords | |||
|Model keywords=basins | |||
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{{End a table}} | |||
{{Modeler information | {{Modeler information | ||
|First name=Scott | |First name=Scott | ||
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|Phone=303-492-6752 | |Phone=303-492-6752 | ||
}} | }} | ||
{{Model technical information | {{Model technical information | ||
|Supported platforms=Unix, Linux, Mac OS, Windows | |Supported platforms=Unix, Linux, Mac OS, Windows |
Revision as of 09:18, 24 June 2011
TopoFlow-Channels-Dynamic Wave
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