2016
DOI: 10.1002/2016jf003915
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Avulsion cycles and their stratigraphic signature on an experimental backwater‐controlled delta

Abstract: River deltas grow in large part through repeated cycles of lobe construction and channel avulsion. Understanding avulsion cycles is important for coastal restoration and ecology, land management, and flood hazard mitigation. Emerging theories suggest that river avulsions on lowland deltas are controlled by backwater hydrodynamics; however, our knowledge of backwater‐controlled avulsion cycles is limited. Here we present results from an experimental delta that evolved under persistent backwater hydrodynamics ac… Show more

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Cited by 65 publications
(140 citation statements)
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“…In their models, a wedge of sediment migrated downstream on a riverbed with an initially uniform slope, and eventually aggradation exceeded an imposed avulsion threshold. Thus, in contrast to experiments (Ganti et al, ) and earlier models (Chatanantavet et al, ), these studies suggest that backwater‐scaled avulsions can be produced in models with constant water discharge. However, these models invoked a potentially unrealistic riverbed of uniform slope as an initial condition and measured the potential for avulsion in terms of sediment accumulation thickness relative to the initial topography.…”
Section: Introductioncontrasting
confidence: 81%
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“…In their models, a wedge of sediment migrated downstream on a riverbed with an initially uniform slope, and eventually aggradation exceeded an imposed avulsion threshold. Thus, in contrast to experiments (Ganti et al, ) and earlier models (Chatanantavet et al, ), these studies suggest that backwater‐scaled avulsions can be produced in models with constant water discharge. However, these models invoked a potentially unrealistic riverbed of uniform slope as an initial condition and measured the potential for avulsion in terms of sediment accumulation thickness relative to the initial topography.…”
Section: Introductioncontrasting
confidence: 81%
“…We used an avulsion criterion given by a critical thickness of aggradation, which we refer to as superelevation ( ∆η ): η()x0.19em0.19emH*Hc2.5em in which H c is the bankfull channel depth and H * is the avulsion threshold, a dimensionless number that is of order unity (Ganti et al, ; Jerolmack & Mohrig, ), which we set to H * = 0.5 consistent with field and experimental observations (Ganti et al, ; Mohrig et al, ). The critical superelevation ∆η may represent the local floodplain (or levee) elevation relative to the distant floodplain or inactive lobes, or the bed aggradation thickness since the last avulsion (Figure c; Ganti et al, ; Hajek & Wolinsky, ; Mohrig et al, ).…”
Section: Methodsmentioning
confidence: 99%
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“…High water discharge events (i.e., floods) cause a downstream acceleration of flow velocity by hydrodynamic drawdown, which erodes the channel bed near the river mouth (Lamb et al, ). The net effect of the two conditions is to produce a preferred region of net bed aggradation (Chadwick et al, ; Chatanantavet & Lamb, ; Chatanantavet et al, ; Ganti et al, , ), which raises river stage and, in time, superelevates the water surface above the floodplain. This produces a gravitational instability favoring an avulsion (Bryant et al, ; Edmonds et al, ; Mohrig et al, ; Slingerland & Smith, ; Smith et al, ).…”
Section: Introductionmentioning
confidence: 99%
“…This produces a gravitational instability favoring an avulsion (Bryant et al, ; Edmonds et al, ; Mohrig et al, ; Slingerland & Smith, ; Smith et al, ). Indeed, numerous studies have demonstrated that the avulsion length ( L A )—the distance from contemporaneous coastline to avulsion location—scales with the backwater length ( trueLb; Chatanantavet et al, ; Ganti et al, , , ; Zheng et al, ; Jerolmack & Swenson, ).…”
Section: Introductionmentioning
confidence: 99%