1965
DOI: 10.1061/jyceaj.0001236
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Channel Gradients Above Gully-Control Structures

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Cited by 10 publications
(3 citation statements)
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“…Polyakov et al, 2014) where the sediment accumulation dynamic behind check dams was monitored over a 10 year period. This finding confirms the suggestion by (Woolhiser & Lenz, 1965) that prediction equations developed for one region are not necessarily applicable in another.…”
Section: Channel Profile and Check Dam Characteristicssupporting
confidence: 91%
“…Polyakov et al, 2014) where the sediment accumulation dynamic behind check dams was monitored over a 10 year period. This finding confirms the suggestion by (Woolhiser & Lenz, 1965) that prediction equations developed for one region are not necessarily applicable in another.…”
Section: Channel Profile and Check Dam Characteristicssupporting
confidence: 91%
“…Drainage density, more specifically, contains approximately the channel geometric variability from upstream to downstream, on which the average width of the check dam system depends. The current mean slope (S c ) of the hydrographic network, as a result of channels regulation, is related to the original slope (S o ), according to the formula (4): this relationship, observed by several authors through many experimental works over the world (Woolhiser and Lenz 1965;Ferro 2002), allowed us to consider only S c when calculating the average height of the check dam system h CDm (Eq. 5, Fig.…”
Section: Discussionmentioning
confidence: 99%
“…total height of the structures and the channels morphology (slope, width, shape, etc. ); (e) all else equal, if the check dam system is composed of structures having the same height; its total storage capacity will be lower where the channel slope is higher; (f) the check dam system determines the current S c of the hydrographic network; (g) S c can be expressed as a function of S o through the following equation, as reported by several authors (Woolhiser and Lenz 1965;Della Lucia and Fattorelli 1981;Ferro 2002): where Sc is the (current) compensation mean slope (post-operam), S o is the original slope (ante-operam) and k is a coefficient which varies from 0.55 to 0.77, to which a value of about 0.66 can be attributed (Piton and Recking 2014). Being S o = 3/2 S c , it is possible to express Δh i as a function of S c only; to this point, it is reasonable to use the following formula to determine the average value of the height of the check dams ( h CDm ):…”
Section: Search For the Relations At Watershed Level Between The Calc...mentioning
confidence: 96%