Origin of Turbulence in Near-Wall Flows
By A. Boiko, GR Grek, A. Dovgal, V. Kozlov, D. Dowling. 2002
190 citations recorded by the source corpus.
Subfields: Biomedical Engineering, Computational Mechanics
View Paper: https://www.semanticscholar.org/paper/93ad0a8b5ec191eb43f432355824378983a7abe0
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Biomedical Engineering
In Computational Mechanics
- Olaf Marxen
- Dan S. Henningson
- Sourabh S. Diwan
- O. N. Ramesh
- S. Yarusevych
- M. Lang
- Ulrich Rist
- Pierre E. Sullivan
Citations in the corpus
- Advances in global linear instability analysis of nonparallel and three-dimensional flows (2003, background): “[133] for background information on either instability mechanism.”
- The effect of small-amplitude convective disturbances on the size and bursting of a laminar separation bubble (2011, background): “Discussions of several aspects related to LSBs subject to (intentional or noise-type) small-amplitude forcing can, for instance, be found in Boiko et al. (2002), Dovgal & Kozlov (1995) and Rist (2002, 2003).”
- On the origin of the inflectional instability of a laminar separation bubble (2009, background): “This is also supported by the results of Taghavi & Wazzan (1974), Nayfeh, Ragab & Masad (1990), Das (1998) and Boiko et al. (2002). The broad conclusion from all these works is that as the distance of the inflection point from the wall (yin) is increased, the growth rates are also increased, and the”
- Vortex formation and vortex breakup in a laminar separation bubble (2013, background): “The low-frequency oscillations are commonly denoted as flapping (for an introduction to this effect see Boiko et al. (2002)), and they may influence the flow field globally.”
- On vortex shedding from an airfoil in low-Reynolds-number flows (2009, background): “It has been shown that, during the initial stage of transition, small-amplitude disturbances centred at some fundamental frequency experience nearly exponential growth in the separated shear layer (e.g. Dovgal, Kozlov & Michalke 1994; Watmuff 1999; Boiko et al. 2002).”
- Numerical study of passive and active flow separation control over a NACA0012 airfoil (2008, background): “Flow transition in separation bubbles is a classic topic which has been studied both theoretically and numerically for many years [5].”