Experimental study of eddy structures in a turbulent boundary layer using particle image velocimetry

By Johan Carlier, Michel Stanislas. Journal of Fluid Mechanics, 2005

258 citations recorded by the source corpus.

Subfields: Computational Mechanics, Environmental Engineering, Ocean Engineering

View Paper: https://www.semanticscholar.org/paper/e526124ba38c3f7c9d0b4cdb29d404138eece3c0

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Citations in the corpus

Spatial structure of a turbulent boundary layer with irregular surface roughness (2010, background): “Previous studies have established that these vortex packets play a pivotal role in momentum and energy transport in smooth-wall flow (Chong et al. 1998; Kim & Adrian 1999; Guala, Hommema & Adrian 2006; Natrajan & Christensen 2006; Balakumar & Adrian 2007) and recent experiments indicate that LMRs ob”
Spatial resolution correction for wall-bounded turbulence measurements (2011, result): “(2009) and Chin et al. (2009) assume that l is the appropriate scaling for spatial filtering effects, which is in accordance with much of the previous work, including the influential study by Ligrani & Bradshaw (1987). This viscous scaling is consistent with the findings of Kline et al.”
Characterization of coherent vortical structures in a supersonic turbulent boundary layer (2008, methodology): “The computed number densities have very similar magnitude to those reported by Carlier & Stanislas (2005) for low-speed boundary layers.”
High–Reynolds Number Wall Turbulence (2011, result): “This similarity is supported by the observation that η+ effectively scales universally as a function of y+ in the inner region across a wide range of Reynolds numbers (Carlier & Stanislas 2005, Stanislas et al. 2008, Yakhot et al. 2010).”
Vortical structures in the turbulent boundary layer: a possible route to a universal representation (2008, methodology): “The present results at Reθ = 7800 in the (x, z)-plane agree fairly well with those of Carlier & Stanislas (2005) in the (x, z)-plane at Reθ =7500.”
Population trends of spanwise vortices in wall turbulence (2006, methodology): “Converting the average log-layer diameter range reported by Carlier & Stanislas (2005) using L = √ π/2D yields L =35y∗ − 44y∗ while the present results indicate an average length-scale range L =45y∗ − 52y∗ over a similar wall-normal domain.”
High Reynolds number effects in wall turbulence (2010, background): “…et al., 1998), and a series of high Reynolds number wind tunnel facilities in Chicago (NDF - National Diagnostic Facility Nagib et al., 2007), Stockholm (MTL Österlund, 1999), Melbourne (HRNBLWT Nickels et al., 2005), Lille (Carlier & Stanislas, 2005), and Stanford (DeGraaff & Eaton, 2000).”