2007
DOI: 10.1080/00221686.2007.9521820
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Numerical simulations of cellular secondary currents and suspended sediment transport in open-channel flows over smooth-rough bed strips

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Cited by 9 publications
(3 citation statements)
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“…Near the side walls, the surface vortex was much stronger and larger than in the smooth bed case, almost obliterating the bottom vortex. Tominaga et al (1989) did not provide any clear explanation about the mechanisms responsible for the maintenance of secondary circulation in the central region of the channel; instead they speculated about the possibility of slight irregularities in the bed roughness which could produce an effect similar to the presence of alternating smooth and rough stripes (Mclean, 1981;Studerus, 1982;Nezu and Nakagawa, 1993;Choi et al, 2006). This paper presents a new set of data on the 3D flow structure observed in a straight open channel flow over a rough, flat bed.…”
Section: Closed Channelmentioning
confidence: 94%
“…Near the side walls, the surface vortex was much stronger and larger than in the smooth bed case, almost obliterating the bottom vortex. Tominaga et al (1989) did not provide any clear explanation about the mechanisms responsible for the maintenance of secondary circulation in the central region of the channel; instead they speculated about the possibility of slight irregularities in the bed roughness which could produce an effect similar to the presence of alternating smooth and rough stripes (Mclean, 1981;Studerus, 1982;Nezu and Nakagawa, 1993;Choi et al, 2006). This paper presents a new set of data on the 3D flow structure observed in a straight open channel flow over a rough, flat bed.…”
Section: Closed Channelmentioning
confidence: 94%
“…In order to be able to represent the effects of turbulence anisotropy on secondary circulation (i.e., Prandtl type 2 secondary circulation) a Reynolds Stress Model (RSM) was used to close Equation (1). Although the magnitude of secondary circulation associated with turbulence anisotropy may be small in rivers with irregular boundaries as compared with that associated with channel scale effects such as pressure gradients [59,60], it may be significant for more regular geometries or in far field situations with fewer channel scale effects [61][62][63][64][65]. Representing such effects require a Reynolds Stress Model [66].…”
Section: Numerical Simulationmentioning
confidence: 99%
“…Open-channel flows with lateral variations have been studied under diverse conditions: shallow mixing layers, where the flow is characterized by a lateral velocity difference with no roughness changes [2,4,26]; smooth-to-rough roughness variation due to compound channels, where the lateral velocity difference is driven mainly by the difference in the flow depth [6,14,21,22,27]; and finally, the most directly relevant case, flows with lateral transition between completely smooth and rough beds [3,17,28] and between smooth and vegetation patches [12,19,30]. Rough-to-rougher transitions, however, have to our knowledge not yet been considered.…”
Section: Introductionmentioning
confidence: 99%