Laboratory Investigation of Mean Drag in a Random Array of Rigid, Emergent Cylinders

By Yukie Tanino, H. Nepf. 2008

488 citations recorded by the source corpus.

Subfields: Earth-Surface Processes, Ecology, Soil Science

View Paper: https://www.semanticscholar.org/paper/5fe47fb3425e4fdf7eac1555c83c43c3de338ee0

How researchers see this paper

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

In Earth-Surface Processes

1. Reza Marsooli
2. Weiming Wu
3. N. Cheng
4. H. Nepf

In Ecology

1. Reza Marsooli
2. Weiming Wu
3. N. Cheng
4. H. Nepf
5. Junke Guo
6. Pierre Y. Julien

In Soil Science

1. Reza Marsooli
2. Weiming Wu
3. N. Cheng

Citations in the corpus

• The terms of turbulent kinetic energy budget within random arrays of emergent cylinders (2014, background): “A large amount of research has been carried out at this larger scales [Tanino and Nepf, 2008; Kim and Stoesser, 2011; Huthoff, 2012; Siniscalchi et al., 2012; Sukhodolova and Sukhodolov, 2012], generally aimed at the quantification and parameterization of flow resistance attributable to vegetation.”
• Velocity and Drag Evolution From the Leading Edge of a Model Mangrove Forest (2017, background): “Tanino and Nepf (2008) developed a model for the turbulence generated by element wakes by considering a balance between the production of turbulent kinetic energy and its viscous dissipation.”
• A depth-averaged 2D shallow water model for breaking and non-breaking long waves affected by rigid vegetation (2012, methodology): “The drag coefficient CD is set as a bulk constant of 3.0 as used by Wu and Wang (2004), and also determined using the formulas of Tanino and Nepf (2008) and Kothyari et al. (2009) expressed in Eqs.”
• Drag force parameters of rigid and flexible vegetal elements (2015, background): “Some contradictions in the literature have been noted between these concepts of bulk drag coefficient, where the bulk drag coefficient decreases [Nepf, 1999; Tanino and Nepf, 2008; Kothyari et al., 2009] or increases with Reynolds’ Number (Re) [Schoneboom et al., 2011].”
• Calculation of Drag Coefficient for Arrays of Emergent Circular Cylinders with Pseudofluid Model (2013, background): “Examples are those provided by Wieselsberger (1922), Finn (1953), Tritton (1959), and Jayaweera and Mason (1965).”