An experimental study of the dissipative and vortical motion in turbulent boundary layers

Citation
Y. Andreopoulos et A. Honkan, An experimental study of the dissipative and vortical motion in turbulent boundary layers, J FLUID MEC, 439, 2001, pp. 131-163
Citations number
51
Categorie Soggetti
Physics,"Mechanical Engineering
Journal title
JOURNAL OF FLUID MECHANICS
ISSN journal
00221120 → ACNP
Volume
439
Year of publication
2001
Pages
131 - 163
Database
ISI
SICI code
0022-1120(20010725)439:<131:AESOTD>2.0.ZU;2-P
Abstract
The experimental data of Honkan & Andreopoulos (1997a) have been further an alysed and some new statistical results obtained. In the present work, part icular emphasis is given to the time-dependent behaviour of the kinematic s hear stress, vorticity, enstrophy, dissipation rate, vorticity stretching a nd several of the matrix invariants of the velocity-gradient tensor, strain -rate tensor and rotation-rate tensor. The invariants are linked with terms appearing in the transport equations of enstrophy and dissipation rate. In dicative of the existence of extremely high fluctuations is that all r.m.s. values are considerably larger than the corresponding mean values. All inv ariants exhibit a very strong intermittent behaviour, which is characterize d by large amplitude of bursts, which may be of the order of 10 times the r .m.s. values. A substantial qualitative agreement is found between the pres ent experimentally obtained statistical properties of the invariants and th ose obtained from direct numerical simulation data. Patterns with high rate s of turbulent kinetic energy dissipation and high enstrophy suggest the ex istence of strong shear layers in the near-wall region. In many instances, locally high values of the invariants are also associated with peaks in the shear stress. Conditional analysis provides some evidence of the existence of sequences of several vortices during strong vortical activities, with a n average frequency of appearance four times higher than the frequency of a ppearance of hairpin vortices.