Three-dimensional vorticity patterns of cylinder wakes

被引:0
作者
Fulvio Scarano
Christian Poelma
机构
[1] Delft University of Technology,Department of Aerospace Engineering
[2] TU Delft,Laboratory for Aero and Hydrodynamics (3ME
来源
Experiments in Fluids | 2009年 / 47卷
关键词
Vortex; Vorticity; Shear Layer; Vortex Pair; Secondary Vortex;
D O I
暂无
中图分类号
学科分类号
摘要
The vortex organization of cylinder wakes is experimentally studied by time-resolved tomographic Particle Image Velocimetry at Reynolds numbers ranging from 180 to 5,540. Time resolved measurements are performed at Re = 180, 360 and 540, whereas the transitional (Re = 1,080) and turbulent regimes (Re = 5,540) are investigated by snapshots separated in phase by more than π/4. The vortex structure evolution is visualized by the 3D vorticity field, revealing a regular shedding at the lowest Reynolds, whereas at Re > 500 the Bénard-Kármán vortex street exhibits counter-rotating stream-wise vortex pairs (characteristic of Mode B) dominating the 3D motion. The regime at Re = 360 produces a transitional pattern where the counter-rotating vortex pairs (Mode B), coexist with profoundly distorted shedding of oblique elements forming a chain of rhombus-like vortex cells. In the turbulent flow regime (Re = 5,540) a large increase in the range of flow scales is directly observed with the appearance of Kelvin-Helmholtz type vortices in the separated shear layer consistently with what is abundantly reported in literature. The statistical description of the secondary structures is inferred from a 3D autocorrelation analysis yielding two span-wise wavelengths for the counter-rotating pairs, an inner length given by (twice) the distance between counter-rotating elements and an outer one given by the distance between pairs. The uncertainty analysis of the present tomographic PIV experiments reveals that this approach is suited for the investigation of vortex wakes with a typical error of 2 and 10% on the velocity and vorticity vectors, respectively.
引用
收藏
相关论文
共 66 条
  • [1] Adrian RJ(1985)Pulsed laser technique application to liquid and gaseous flows and scattering power of seed materials Appl Opt 24 44-241
  • [2] Yao CS(1996)Three-dimensional Floquet stability analysis of the wake of a circular cylinder J Fluid Mech 322 215-842
  • [3] Barkley D(1908)Formation de centres de giration à l’arrière d’un obstacle en mouvement C R Acad Sci Paris 147 839-130
  • [4] Henderson RD(1972)Periodic flow phenomena Annu Rev Fluid Mech 4 313-41
  • [5] Bénard H(1986)Numerical study and physical analysis of the pressure and velocity fields in the near wake of a circular cylinder J Fluid Mech 166 79-947
  • [6] Berger E(2001)Successive stages and the role of natural vortex dislocations in three-dimensional wake transition J Fluid Mech 439 1-982
  • [7] Wille R(1996)On secondary vortices in the cylinder wake Phys Fluids 8 2117-413
  • [8] Braza M(1988)Large structure in the far wakes of two-dimensional bluff bodies J Fluid Mech 190 265-294
  • [9] Chassing P(2006)Tomographic particle image velocimetry Exp Fluids 41 933-234
  • [10] Minh HHA(1963)Numerical solution of the problem of vortex street development Phys Fluids 6 975-418