Contribution of Reynolds stress distribution to the skin friction in wall-bounded flows

By Koji Fukagata, K. Iwamoto, Nobuhide Kasagi. 2002

720 citations recorded by the source corpus.

Subfields: Computational Mechanics, Environmental Engineering, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/791351b620f43ccbceb522ef4b25d47cc0cba90e

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Mechanics

1. Sébastien Deck
2. Nicolas Renard
3. Y. Kametani
4. Yuichi Murai
5. Koji Fukagata
6. Rayhaneh Akhavan
7. Bendiks Jan Boersma
8. A. Rastegari

In Environmental Engineering

1. Sébastien Deck
2. Nicolas Renard
3. Y. Kametani
4. Yuichi Murai
5. Koji Fukagata
6. Bendiks Jan Boersma

In Mechanical Engineering

1. Sébastien Deck
2. Nicolas Renard
3. Yuichi Murai
4. Y. Kametani
5. Koji Fukagata
6. Rayhaneh Akhavan
7. A. Rastegari

Citations in the corpus

• Frictional drag reduction by bubble injection (2014, positive): “Gabillet et al. (2002) found in a horizontal turbulent channel flow with upward bubble injection that the bubbles activated near-wall turbulence that increased linearly with the void fraction.”
• Direct numerical simulation of spatially developing turbulent boundary layers with uniform blowing or suction (2011, methodology): “This somewhat peculiar trend (also found in the blowing/suction slot case by Park & Choi 1999) was explained by an identity equation between the Reynolds stress and the friction drag (Fukagata et al. 2002).”
• The effect of thermal boundary conditions on forced convection heat transfer to fluids at supercritical pressure (2016, background): “The FIK identity was derived by Fukagata et al. (2002) to investigate componential contributions that different dynamical effects have on global integral quantities.”
• On the mechanism of turbulent drag reduction with super-hydrophobic surfaces (2015, background): “Equation (2.3) extends to SH channel flows the analytical formulation originally developed by Fukagata et al. (2002) for the breakdown of skin-friction drag into its constituting elements on smooth no-slip walls, which was later generalized to geometrically complex no-slip surfaces by Peet & Sagaut…”
• A theoretical decomposition of mean skin friction generation into physical phenomena across the boundary layer (2016, methodology): “The weight of the Reynolds shear-stress profile (mean velocity gradient) again significantly differs from the linear weight in the FIK decomposition for a pipe flow (Fukagata et al. 2002).”