On the physical mechanisms of drag reduction in a spatially developing turbulent boundary layer laden with microbubbles

By Antonino Ferrante, S. Elghobashi. Journal of Fluid Mechanics, 2004

236 citations recorded by the source corpus.

Subfields: Computational Mechanics, Environmental Engineering, Ocean Engineering

View Paper: https://www.semanticscholar.org/paper/200612e68426422746aac54ba31731812c24d5fe

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In Computational Mechanics

1. S. Ceccio
2. Marcelo Perlin
3. Varghese Mathai
4. Detlef Lohse
5. S. Subramaniam
6. Simo A. Mäkiharju
7. S. Grossmann
8. J. Rothstein

In Environmental Engineering

1. Varghese Mathai
2. S. Ceccio
3. S. Subramaniam
4. Detlef Lohse

In Ocean Engineering

1. S. Ceccio
2. Marcelo Perlin
3. Varghese Mathai
4. S. Subramaniam
5. Detlef Lohse
6. J. Rothstein
7. Simo A. Mäkiharju

Citations in the corpus

• Frictional drag reduction by bubble injection (2014, unknown): “Numerical researchers computed the two-way interaction between turbulence and bubbles with direct numerical simulation (DNS)-like highresolution schemes (Xu et al. 2002; Ferrante and Elghobashi 2004; Pang et al. 2013).”
• Bubbly and Buoyant Particle–Laden Turbulent Flows (2020, methodology): “Recent numerical works include those due to Xu et al. (2002) and Ferrante and Elghobashi (2004) employing Eulerian-Lagrangian models, and those due to Lu et al. (2005) using DNS to reveal how bubbles can modify the near-wall vortical structures causing friction drag reduction even with relatively…”
• Bubble friction drag reduction in a high-Reynolds-number flat-plate turbulent boundary layer (2006, background): “…such studies are only possible at modest Reynolds numbers but have been attempted in free shear flows (Druzhinin & Elghobashi 1998), and channel flows (Xu, Maxey & Karniadakis 2002; Fernández, Lu & Tryggvason 2003; Vance et al. 2003), and in a turbulent boundary layer (Ferrante & Elghobashi 2004).”
• Friction Drag Reduction of External Flows with Bubble and Gas Injection (2010, background): “Advances in high-fidelity computation of multiphase flows now permit the detailed investigation of bubble-flow interactions in the context of BDR. Recent work includes that of Xu et al. (2002) and Ferrante & Elghobashi (2004, 2005), who employ Eulerian-Lagrangian models with point-force coupling.”
• Lagrangian-Eulerian methods for multiphase flows (2013, background): “Apte and Patankar [85] and Ferrante and Elghobashi [86,87] have developed LE simulations that account for volume displacement effects.”