2009
DOI: 10.1029/2008jf001014
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Large‐eddy simulations of unidirectional water flow over dunes

Abstract: [1] The unidirectional, subcritical flow over fixed dunes is studied numerically using large-eddy simulation, while the immersed boundary method is implemented to incorporate the bed geometry. Results are presented for a typical dune shape and two Reynolds numbers, Re = 17,500 and Re = 93,500, on the basis of bulk velocity and water depth. The numerical predictions of velocity statistics at the low Reynolds number are in very good agreement with available experimental data. A primary recirculation region devel… Show more

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Cited by 51 publications
(55 citation statements)
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References 37 publications
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“…In that paper, we examined average velocities and Reynolds stresses along six vertical lines in the channel with those in previous simulation and experiment, and excellent agreement was obtained. Contours of turbulence statistics on the xy-planes also showed remarkable agreement with previous work (Stoesser et al 2008;Grigoriadis et al 2009). Furthermore, a grid refinement study was performed for Cases 2 and 5, in which 384 × 128 × 384 grid points were used; firstand second-order statistics were within 5% of each other.…”
Section: Problem Formulationsupporting
confidence: 78%
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“…In that paper, we examined average velocities and Reynolds stresses along six vertical lines in the channel with those in previous simulation and experiment, and excellent agreement was obtained. Contours of turbulence statistics on the xy-planes also showed remarkable agreement with previous work (Stoesser et al 2008;Grigoriadis et al 2009). Furthermore, a grid refinement study was performed for Cases 2 and 5, in which 384 × 128 × 384 grid points were used; firstand second-order statistics were within 5% of each other.…”
Section: Problem Formulationsupporting
confidence: 78%
“…Contours of streamwise velocity in Figure 3 show that the fluid separates over the crest, forming a recirculation bubble on the lee side of the dune. At the saddle and node, the flow then reattaches on the stoss side, similar to what is observed in the 2D case (Kostaschuk & Church 1993;Nelson et al 1993;Nezu & Nakagawa 1993;McLean et al 1994;Bennett & Best 1995;Schmeeckle et al 1999;Venditti & Bauer 2005;Stoesser et al 2008;Grigoriadis et al 2009;Omidyeganeh & Piomelli 2011), but the behaviour at the lobe is different. The separation streamline never reaches the wall: fluid coming from the saddle region near the wall displaces it upwards, and a saddle point (point C in Figure 3(a)) is formed at the beginning of the stoss side on the lobe plane.…”
Section: Problem Formulationsupporting
confidence: 59%
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“…Aider & Danet (2006) found the flapping frequency as well as the shedding frequency at St = 0.064 and 0.102, respectively. In the simulations over the two-dimensional dunes, similar shedding frequencies have been observed (St = 0.078 by Grigoriadis et al (2009), and St = 0.065 by Omidyeganeh & Piomelli (2011)). The shedding frequency is also in the range of the measurements by Venditti & Bauer (2005) as well as the range proposed by Jackson (1976), St = 0.04 0.11.…”
Section: Near-wall Turbulencesupporting
confidence: 54%
“…Several time-averaged flow features over dunes are observed in Figure 3.7 that have been described in other studies [e.g., Raudkivi, 1966;Parsons et al, 2005;Venditti, 2007;Coleman et al, 2008;Grigoriadis et al, 2009;Shugar et al, 2010;Bradley et al, 2013]. This includes (1) a zone of lee side flow reversal or deceleration; (2) flow acceleration due to convergence on the stoss side of the dune towards the dune crest with largest mean streamwise velocities at the crest area; (3) flow deceleration due to expansion in the wake region with negative velocities in the flow separation zone; (4) an outer, near-surface region with higher velocities overlying the flow separation zone; and (5) development of an internal boundary layer starting on the stoss side of the dune towards the dune crest.…”
Section: Mean Flow Fieldmentioning
confidence: 58%