2020
DOI: 10.1029/2020gl088797
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Flood Variability Determines the Location of Lobe‐Scale Avulsions on Deltas: Madagascar

Abstract: River deltas grow through repeated lobe-scale avulsions, which often occur at a location that correlates with the backwater lengthscale. Competing hypotheses attribute the avulsion node origin to either the morphodynamic feedbacks caused by natural flood discharge variability (backwater hypothesis) or to the prograding delta lobe geometry (geometric hypothesis). Here, using theory, historical flood records, and remotely sensed elevation data, we analyzed five lobe-scale delta avulsions in Madagascar, captured … Show more

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Cited by 12 publications
(22 citation statements)
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“…In contrast to fan deltas, lowland deltas commonly feature avulsion nodes on unconfined plains without a topographic slope break (Brooke et al., 2020; Ganti et al., 2014). Avulsion nodes on lowland deltas have been documented to shift with movement of the shoreline (Ganti, Chadwick, Hassenruck‐Gudipati, Fuller, & Lamb, 2016; Ganti et al., 2014) to maintain a constant avulsion length LA that scales with the backwater length‐scale Lb (Figure 1e) (Chatanantavet et al., 2012; Jerolmack & Swenson, 2007), LALb where Lb=Hc/S is the ratio of bankfull river channel depth, Hc, to channel‐bed slope S (Lamb et al., 2012; Paola & Mohrig, 1996).…”
Section: Introductionmentioning
confidence: 99%
“…In contrast to fan deltas, lowland deltas commonly feature avulsion nodes on unconfined plains without a topographic slope break (Brooke et al., 2020; Ganti et al., 2014). Avulsion nodes on lowland deltas have been documented to shift with movement of the shoreline (Ganti, Chadwick, Hassenruck‐Gudipati, Fuller, & Lamb, 2016; Ganti et al., 2014) to maintain a constant avulsion length LA that scales with the backwater length‐scale Lb (Figure 1e) (Chatanantavet et al., 2012; Jerolmack & Swenson, 2007), LALb where Lb=Hc/S is the ratio of bankfull river channel depth, Hc, to channel‐bed slope S (Lamb et al., 2012; Paola & Mohrig, 1996).…”
Section: Introductionmentioning
confidence: 99%
“…In accordance with emerging theory ( 30 ), we hypothesized that the longitudinal extent of flood-driven scours in these rivers is more pronounced than in backwater-scaled deltas (fig. S4), which diminishes sedimentation within the backwater reach and thus causes LALbtrue¯ ( 31 ). To test this hypothesis, we estimated the dimensionless flood duration, defined as Te*=tscour/tadj, where t scour is the typical bankfull-overtopping flood duration and t adj is a bed-adjustment time scale ( 11 ), globally by simulated monthly water and suspended sediment discharges from 1980 to 2020 C.E.…”
mentioning
confidence: 99%
“…S6). For rivers with Te*>1, the longitudinal extent of flood-driven erosion is expected to extend upstream of the backwater zone to a distance approximated by Lbtrue¯Te* ( 31 , 33 ) (fig. S4).…”
mentioning
confidence: 99%
“…The distribution of avulsion lengths from CROF18 is approximately constant and scales with the backwater length during sea‐level rise despite major changes in shoreline position. Avulsion lengths reflect a preferential avulsion node within the backwater zone (LALb,Bresse=1.8 ${L}_{A}\le {L}_{b,Bresse}=1.8$ m) that is upstream of the zone of prominent scour during high flows (LALd,Bresse=0.90.25emnormalm) $({L}_{A}\ge {L}_{d,Bresse}=0.9\,\mathrm{m})$, consistent with theory (Bresse, 1860; Brooke et al., 2020; Lamb et al., 2012). Dimensionless avulsion length values cluster in the range of 0.5<LA<1 $0.5< {L}_{A}^{\ast }< 1$ similar to field data and the CROF16 experiment (Figure 10a).…”
Section: Resultsmentioning
confidence: 99%
“…Previously, backwater hydrodynamics and backfilling—the latter termed “morphodynamic backwater” by Hoyal and Sheets (2009)—have been viewed as competing hypotheses to explain how avulsions occur (cf. Brooke et al., 2020; Ratliff et al., 2021; Zheng et al., 2019). On the contrary, we find that these ideas are not in competition.…”
Section: Discussionmentioning
confidence: 99%