2010
DOI: 10.3133/ofr20101128
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Sediment-transport during three controlled-flood experiments on the Colorado River downstream from Glen Canyon Dam, with implications for eddy-sandbar deposition in Grand Canyon National Park

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Cited by 30 publications
(87 citation statements)
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References 25 publications
(24 reference statements)
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“…Considering the relative importance of all of these sources of uncertainty, Topping et al . [] assigned uncertainties of 5, 10, and 50% to the sand loads on the main‐stem gages, tributary gages, and ungaged tributaries, respectively. Because these uncertainties represent the potential maximum magnitudes of persistent biases that are believed to possibly exist in the measurements, these uncertainties accumulate over time as per equation .…”
Section: Methodsmentioning
confidence: 99%
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“…Considering the relative importance of all of these sources of uncertainty, Topping et al . [] assigned uncertainties of 5, 10, and 50% to the sand loads on the main‐stem gages, tributary gages, and ungaged tributaries, respectively. Because these uncertainties represent the potential maximum magnitudes of persistent biases that are believed to possibly exist in the measurements, these uncertainties accumulate over time as per equation .…”
Section: Methodsmentioning
confidence: 99%
“…Using the formulation of Rubin and Topping [, ] and Topping et al . [], Cnormalsu*3.5Dnormalb2.5Anormalswhere u * is shear velocity (a measure of flow strength), D b is the median grain size of the suspendable bed sediment, and A s is a fractional measure of the amount of the suspendable sediment covering the bed. Flow strength and grain size are related nonlinearly with concentration while the relation between supply and concentration is linear.…”
Section: Uncertainty and Bias In Sediment Budget Computationsmentioning
confidence: 99%
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“…Using the modified formulation of Rubin and Topping [, ] in Topping et al [], suspended‐sediment concentration ( C s ) is dependent upon the reach‐scale hydraulics, and the reach‐scale amount and grain size distribution of sediment available for transport on the channel bed. Thus, Csu*3.5Dnormalb2.5As where u * is the shear velocity (a measure of the flow strength), D b is the reach‐averaged median grain size of suspendable bed sediment, and A s is the reach‐averaged fraction of the bed covered by the sediment with median grain size D b .…”
Section: Physics‐based Context For Predicting Patterns In Suspended‐smentioning
confidence: 99%
“…The amount of sediment available for suspended‐sediment transport in a reach is not directly determined by the total volume of suspendable sediment stored in the bed but, rather, is determined by D b and A s on the bed surface [ Topping et al , , ]. At the reach scale, A s and the volume of suspendable bed sediment should typically be positively correlated in alluvial rivers.…”
Section: Physics‐based Context For Predicting Patterns In Suspended‐smentioning
confidence: 99%