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**Regeneration mechanisms of near-wall turbulence structures.**
*(English)*
Zbl 0867.76032

The self-regeneration of organized structures with spanwise spacing in the near-wall region of turbulent flows was observed experimentally for many years. This paper tries to numerically simulate such a phenomenon in a turbulent flow. The authors employed a two-dimensional Couette flow model with periodic streamwise and spanwise boundaries. They claim that such a Couette turbulent flow is ideal to investigate the regeneration of the coherent structures in the near-wall region. The numerical results show that a quasi-cyclic process of the generation of organized structures always occurs in the near-wall region of the Couette flow. Each cycle of the process is composed of the streak formation by streamwise vortices, breakdown on the streaks, and the regeneration of the streamwise vortices. The authors show that the formation of streaks results from simple advection of momentum by streamwise vortices, and the instability of streaks of the coherent structures results in their breakdown. During the streak breakdown, the interaction of the coherent structures re-energizes the streamwise vortices, and then a new set of streaks will be formed. A new cycle of the process begins.

Reviewer: Wei Zhong-Lei (Beijing)

### MSC:

76F10 | Shear flows and turbulence |

76M25 | Other numerical methods (fluid mechanics) (MSC2010) |

### Keywords:

numerical simulation; interaction of coherent structures; organized structures; spanwise spacing; Couette flow; quasi-cyclic process; streak formation; streamwise vortices; advection of momentum; streak breakdown
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\textit{J. M. Hamilton} et al., J. Fluid Mech. 287, 317--348 (1995; Zbl 0867.76032)

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