Autogenic Dynamics and Self-Organization in Sedimentary Systems 2017
DOI: 10.2110/sepmsp.106.12
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Bedforms Created by Gravity Flows

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Cited by 59 publications
(130 citation statements)
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“…Alexander et al ., ; Cartigny et al ., ), although downstream migrating antidunes are known from both open‐channel flows (e.g. Kennedy, ) and gravity currents (Fedele et al ., ).…”
Section: Facies and Architecturementioning
confidence: 97%
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“…Alexander et al ., ; Cartigny et al ., ), although downstream migrating antidunes are known from both open‐channel flows (e.g. Kennedy, ) and gravity currents (Fedele et al ., ).…”
Section: Facies and Architecturementioning
confidence: 97%
“…Antidunes are typically associated with concave upward erosive surfaces, extensive cross‐cutting sets if they are unstable antidunes, bundles of upstream dipping laminae (if upstream migrating), laminae with low dip angles, low angle terminations against the lower set boundary, some convex bedding, and structureless parts of fills (e.g. Alexander et al ., ; Cartigny et al ., ; Fedele et al ., ). The hummock‐like bedforms in the present study share many similarities with these antidunes; however, there is an absence of structureless components, the draping of surfaces is more pronounced and more typical of HCS, the approximately parallel nature of laminae within sets is more pronounced and the number of laminae is greater.…”
Section: Facies and Architecturementioning
confidence: 97%
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“…However, experiments by Fedele et al . () produced ripples from supercritical flow at relatively low Froude numbers (around one). The low‐angle convex‐up and concave‐up laminations with backsets and foresets of F1.5 are similar to the experimental strata produced (Alexander et al., ; Cartigny et al., ) by antidunes in that the bounding scour surfaces are less steep and the amplitude of the convex‐up and concave‐up laminations is smaller than in scour and fill structures.…”
Section: Facies Associationsmentioning
confidence: 99%
“…Thus, open‐channel flow experiments can be used as surrogates for bedload processes driven by turbidity currents. Care should be taken, however, in the extension of open‐channel flow bedform phase diagrams to the interpretation of density flow bedforms due to the presence of the density excess term at the denominator of the densimetric Froude number, which makes supercritical density currents more common than open‐channel flows (Fedele et al ., ; Koller et al ., ).…”
Section: Introductionmentioning
confidence: 99%