Creating homogeneous and isotropic turbulence without a mean flow

By W. Hwang, John K. Eaton. 2004

164 citations recorded by the source corpus.

Subfields: Aerospace Engineering, Computational Mechanics, Ocean Engineering

View Paper: https://www.semanticscholar.org/paper/4dae7e7fc297cb1f578a50530915f74f66c8f501

How researchers see this paper

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

In Aerospace Engineering

1. E. Cowen
2. E. Variano
3. A. M. Wood
4. M. Bourgoin
5. A. Cartellier
6. R. Monchaux
7. Amit Agrawal
8. Bhalchandra P. Puranik

In Computational Mechanics

1. R. Monchaux
2. M. Bourgoin
3. A. Cartellier
4. Lance R. Collins
5. E. Cowen
6. E. Variano
7. Lian-Ping Wang
8. John K. Eaton

In Ocean Engineering

1. R. Monchaux
2. M. Bourgoin
3. A. Cartellier
4. Lance R. Collins
5. Lian-Ping Wang
6. E. Cowen
7. E. Variano
8. John K. Eaton

Citations in the corpus

• Frequency response of a synthetic jet cavity (2009, background): “Synthetic jets have a number of potential engineering applications [2–7], such as boundary-layer separation control, jet vectoring, heat transfer enhancement, better mixing of fuel in the engine combustion chamber, creation of local turbulence, and vehicle propulsion.”
• A random-jet-stirred turbulence tank (2008, methodology): “…around some central region (Douady, Couder & Brachet 1991; Villermaux, Sixou & Gagne 1995; Srdic, Fernando & Montenegro 1996; Shy, Tang & Fann 1997; Voth, Satyanarayan & Bodenschatz 1998; Liu, Katz & Meneveau 1999; Birouk, Sarh & Gökalp 2003; Hwang & Eaton 2004; Webster, Brathwaite & Yen 2004).”
• Analyzing preferential concentration and clustering of inertial particles in turbulence (2012, methodology): “An alternative strategy has been proposed by Hwang and Eaton (2004) and followed recently in LMFA Lyon (Goepfert et al., 2010) to generate isotropic turbulence in air using synthetic jets.”
• Estimation of the dissipation rate of turbulent kinetic energy: A review (2021, background): “The PIV measurements could be transformed periodically by forcing velocity to 0 at the limits of the view area (Hwang and Eaton, 2004).”
• Dissipation rate estimation from PIV in zero-mean isotropic turbulence (2009, methodology): “The direct method calculates velocity gradients by differentiating the PIV data in one or two dimensions (Saarenrinne and Piirto 2000; Baldi and Yianneskis 2003; Tanaka and Eaton 2007), while several indirect methods rely on inertial subrange scaling to infer the energy dissipation rate (Sheng et al”
• Preferential concentration of particles in homogeneous and isotropic turbulence (2005, methodology): “Maxey (1987), Squires and Eaton (1991), and Fessler et al.”