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Abstract
Unstable periodic motions are educed by solving the Navier-Stokes equation numerically by use of Newton-Raphson iteration for Couette turbulence. It reproduces the instantaneous structures as well as the statistical characteristics of turbulence. This suggests that the turbulent state may approach frequently these periodic motions. Thus it is regarded as the fundamental spatio-temporal coherent structures or the skeleton of turbulence. In this study, we identify vortical structures by making use of sectional swirl and pressure minimum scheme to understand those dynamics in periodic motion for plane Couette turbulence. Moreover, we examine how passive particles and lines are advected and mixed in this system.
Journal
- 年次大会講演論文集 : JSME annual meeting [List of Volumes]
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年次大会講演論文集 : JSME annual meeting 2005(2), 311-312, 2005-09-18 [Table of Contents]
The Japan Society of Mechanical Engineers