Journal of Hydraulic Engineering · 1984 · 478 citations · 15 references
Natural ResourcesEarth SciencesHydrologyHydraulicsStreamflow HydrologyWater Resources EngineeringFlow Regime CharacterizationHydraulic ModelingRiver HydraulicsStreamflow MeasurementStreamflow PredictionHydraulic Gradient PredictionHydraulic RadiusManning Roughness CalibrationRiver Discharge PredictionSubcritical FlowSupercritical FlowSupercritical Fluid BehaviorSupercritical Fluids
Onsite surveys and 75 measurements of discharge were made on 21 high‐gradient streams (slopes greater than 0.002) for the purpose of computing the Manning roughness coefficient, n, and to provide data on the hydraulics of these streams. These data show that: (1) n varies inversely with depth; (2) n varies directly with slope; and (3) streams thought to be in the supercritical flow range were actually in the subcritical range. A simple and objective method was employed to develop an equation for predicting the n of high‐gradient streams by using multiple‐regression techniques and measurements of the slope and hydraulic radius. The average standard error of estimate of this prediction equation was 28% when tested with Colorado data. The equation was verified using other data available for high‐gradient streams. Regimeflow equations for velocity and discharge also were developed.
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A method of sampling coarse river‐bed material
M. Gordon Wolman · Transactions American Geophysical Union · 1954 · 2.4K citations
Estimating Average Velocity in Gravel-Bed Rivers
Dale I. Bray · Journal of the Hydraulics Division · 1979 · 240 citations
Flow Resistance of Large-Scale Roughness
James C. Bathurst · Journal of the Hydraulics Division · 1978 · 179 citations