2020
DOI: 10.1029/2019jf005451
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Large‐Eddy Simulation of Turbulent Oscillatory Flow Over Three‐Dimensional Transient Vortex Ripple Geometries in Quasi‐Equilibrium

Abstract: Vortex ripples induced by oscillatory flow display straight crests at equilibrium, but they develop transient three‐dimensional (3‐D) bedform geometries when transitioning from one equilibrium state to another due to changes in the oscillatory flow. Large‐eddy simulations were performed of oscillatory flow over 3‐D bedform defects associated with an increase of the orbital motion amplitude, similar to what might happen during the waxing phase of a storm. The objective is to determine the intercorrelation betwe… Show more

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Cited by 8 publications
(11 citation statements)
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References 39 publications
(77 reference statements)
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“…Further, secondary peaks of the drag coefficient are observed (Figure 16), which were not reported by Chalmoukis et al. (2020). These secondary peaks occur during the flow deceleration phases (π/2–π and 3π/2–2π).…”
Section: Discussionsupporting
confidence: 43%
See 1 more Smart Citation
“…Further, secondary peaks of the drag coefficient are observed (Figure 16), which were not reported by Chalmoukis et al. (2020). These secondary peaks occur during the flow deceleration phases (π/2–π and 3π/2–2π).…”
Section: Discussionsupporting
confidence: 43%
“…Andersen et al (2002) stressed the importance of neighboring ripple structures and proposed a model incorporating the relation between local and neighboring ripple spacing. Recently, Chalmoukis et al (2020) used LES to investigate the hydrodynamics over fixed ripples by introducing slope asymmetry along the ripple crest. The spacing and steepness between two individual ripple crests varied along the spanwise direction.…”
Section: Hydrodynamics Over Wave-generated Ripplesmentioning
confidence: 99%
“…At this moment, the lag deposition effect of the suspended sediments and the intensity of vertical sediment exchange was weakened compared with a low-energy steeper ripple environment (Lee and Hanes, 1996;Osborne and Vincent, 1996), which broke the foregoing interrelation between waves, measured SSCs, and bed level (Figure 11) and caused different variation patterns among them (Figures 9B,D,F). During these processes, the bed shear stress induced by mean current (τ c ) exceeded the critical bed shear stress most of the time (Figure 8A), and the current was capable of altering the bedform and dominating the way of the vertical sediment exchange (Chalmoukis et al, 2020). Hence, the influences of mean currents and bedforms on bed level changes were enhanced and highlighted under energetic wave conditions.…”
Section: Patterns Of Intra-tidal Bed Level Variation Under Different Wave Conditionsmentioning
confidence: 98%
“…In fact, under moderate wave conditions (T4-T9), the ψ, which originated from the modulation of h on waves, was greater than that under low-energy wave conditions most of the time and even exceeded 240 at T7 and T9. Thus, the dominant way of vertical sediment exchange between the seabed and higher elevation turned to the diffusion process from the advection process, which was due to the bedform transformation from a steep ripple (vortex ripple) to a less steep ripple (post-vortex ripple) or a plane seabed under strong wave-induced currents, characterized by high reference concentrations in the vicinity of the seabed and limited suspended sediments at higher elevations (Dingler and Inman, 1976;Chalmoukis et al, 2020). At this moment, the lag deposition effect of the suspended sediments and the intensity of vertical sediment exchange was weakened compared with a low-energy steeper ripple environment (Lee and Hanes, 1996;Osborne and Vincent, 1996), which broke the foregoing interrelation between waves, measured SSCs, and bed level (Figure 11) and caused different variation patterns among them (Figures 9B,D,F).…”
Section: Patterns Of Intra-tidal Bed Level Variation Under Different Wave Conditionsmentioning
confidence: 99%
“…If flow conditions change after or before the ripples have reached equilibrium, the profile of the ripple eventually adapts to the new flow conditions by following routes which have been the subject of recent studies (Chalmoukis et al., 2020; Doucette & O’Donoghue, 2006; Hansen et al., 2001; Jin et al., 2020; Myrow et al., 2018; Nienhuis et al., 2014; Perron et al., 2018).…”
Section: Introductionmentioning
confidence: 99%