2014
DOI: 10.1007/s11629-014-3055-8
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Influence of collective boulder array on the surrounding time-averaged and turbulent flow fields

Abstract: Arrays of large immobile boulders, which are often encountered in steep mountain streams, affect the timing and magnitude of sediment transport events through their interactions with the approach flow. Despite their importance in the quantification of the bedload rate, the collective influence of a boulder array on the approach timeaveraged and turbulent flow field has to date been overlooked. The overarching objective is, thus, to assess the collective effects of a boulder array on the time-averaged and turbu… Show more

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Cited by 31 publications
(15 citation statements)
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“…Flow depths were verified at 2.0 m intervals along the length of the flume using rulers placed on the plexiglass flume sidewalls. The boulder array test section was placed 10.9 m downstream of the honeycomb entrance, where the flow was fully developed (Tsakiris, Papanicolaou, Hajimirzaie et al, ). The array test section was composed of 19 boulder rows (48 total boulders) distributed over a length of 5.2 m. This length ensured that fully adjusted flow conditions developed within the boulder array, which were estimated to occur within the first half of the array length for all tested flow conditions (Belcher et al, ; Papanicolaou et al, ).…”
Section: Methodsmentioning
confidence: 99%
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“…Flow depths were verified at 2.0 m intervals along the length of the flume using rulers placed on the plexiglass flume sidewalls. The boulder array test section was placed 10.9 m downstream of the honeycomb entrance, where the flow was fully developed (Tsakiris, Papanicolaou, Hajimirzaie et al, ). The array test section was composed of 19 boulder rows (48 total boulders) distributed over a length of 5.2 m. This length ensured that fully adjusted flow conditions developed within the boulder array, which were estimated to occur within the first half of the array length for all tested flow conditions (Belcher et al, ; Papanicolaou et al, ).…”
Section: Methodsmentioning
confidence: 99%
“…Investigating the flow field characteristics around boulders, Papanicolaou and Tsakiris (2017) recently provided evidence that this reversal in depositional location corresponds with the distinct topologies of turbulent vortex structures that develop at HRS and LRS conditions. Specifically, at HRS conditions the vortex topology in the boulder wake is dominated by arch vortices, which induce circulation to promote the entrapment of bedload sediment in the boulder wake region (Papanicolaou & Tsakiris, 2017;Tsakiris, Papanicolaou, Hajimirzaie et al, 2014). In contrast, the limited available data at boulder LRS conditions suggest that in the case of Fr < 1 the necklace developed by the bimodal state of the HSV creates entrapment of sediment at the stoss; in the case of Fr > 1 it is the LWCs and potentially a von-Karman vortex street, which controls deposition and effective area of deposition (Papanicolaou et al, 2011;Shamloo et al, 2001).…”
Section: 1029/2018jf004753mentioning
confidence: 99%
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“…In terms of the mean velocity field, boulder wakes form as a result of the recirculation zones downstream of submerged boulders. Large‐scale coherent flow structures dominate the instantaneous and local flow in the vicinity of boulders (Ferro, ; Hajimirzaie et al, ; Strom & Papanicolaou, ; Tsakiris et al, ). Such structures include tip vortices created by flow separation at the crest (Hajimirzaie et al, ), and near‐bed horseshoe vortices just upstream of the boulder (Tsutsui, ).…”
Section: Introductionmentioning
confidence: 99%
“…In particular, it is known that bed forms and large roughness elements independently cause deviations from commonly assumed velocity profiles (Afzalimehr & Rennie, 2009;Hajimirzaie et al, 2014;Lawless & Robert, 2001;Papanicolaou et al, 2012;Shamloo et al, 2001;Strom & Papanicolaou, 2007;Tsakiris et al, 2014). Velocity profiles within the roughness layer have been assumed to be linear (Nikora et al, 2001), nearly constant (Recking, 2009), or quadratic (Lamb, Dietrich, & Venditti, 2008;Wiberg & Smith, 1991) and are used to determine boundary shear stresses, which are subsequently used in sediment transport calculations.…”
Section: Introductionmentioning
confidence: 99%