Journal of Hydraulic Engineering · 2008 · 69 citations · 24 references
Natural ResourcesEarth SciencesFluid DynamicsSediment TransportSedimentologyBed Load TransportSediment DynamicsSediment EntrainmentSediment PropertiesSediment Transport ModelingSuspended Load TransportFlow HydraulicsSediment ConcentrationSediment Load DynamicsSediment Transport EquationsSuspended Sediment ConcentrationSuspended Sediment DynamicsSuspended Sediment TransportTotal Sediment Load
An unsteady total load equation is derived for use in depth-averaged sediment transport models. The equation does not require the load to be segregated a priori into bed and suspended but rather automatically switches to suspended load, bed load, or mixed load depending on a transport mode parameter consisting of local flow hydraulics. Further, the sediment transport velocity, developed from available data, is explicitly tracked, and makes the equation suitable for unsteady events of sediment movement. The equation can be applied to multiple size fractions and ensures smooth transition of sediment variables between bed load and suspended load for each size fraction. The new contributions of the current work are the consistent treatment of sediment concentration in the model equation and the empirical definition of parameters that ensure smooth transitions of sediment variables between suspended load and bed load.
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Handbook of Mathematical Functions
Donald A. McQuarrie · American Journal of Physics · 1966 · 40.9K citations
Mathematical Modeling of Two-Phase Flow
Donald A. Drew · Annual Review of Fluid Mechanics · 1983 · 1.4K citations