By Shigeo Kida
Ordinary vortices – these tubular swirling vortical buildings with centred vorticity more often than not saw in several types of turbulent flows – play key roles in turbulence dynamics (e.g. enhancement of combining, diffusion and resistance) and symbolize turbulence records (e.g. intermittency). due to their dynamical significance, manipulation of easy vortices is predicted to be powerful and important in turbulence keep an eye on in addition to in development of turbulence modeling. the main complex examine works on straight forward vortices and similar difficulties have been offered and mentioned on the IUTAM Symposium in Kyoto, Japan, 26-28 October 2004. This e-book includes forty contributions awarded there, the themes of which disguise vortex dynamics, coherent buildings, chaotic advection and combining, statistical houses of turbulence, rotating and stratified turbulence, instability and transition, dynamics of skinny vortices, finite-time singularity, and superfluid turbulence. The booklet could be valuable for readers of graduate and complicated degrees within the box of fluid turbulence.
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Extra resources for IUTAM Symposium on Elementary Vortices and Coherent Structures: Significance in Turbulence Dynamics: Proceedings of the IUTAM Symposium held at Kyoto International ... 2004 (Fluid Mechanics and Its Applications)
Phys. Fluids A. A30, 2343–2353. G. -Q. 1991 Structure and statistics of intermittency in homogeneous turbulent shear ﬂow. Advances in Turbulence,. 3, 3–12. G. & Wang, Q. 1992 Structural evolution of homogeneous turbulence at different scales analyzed using 3D wavelet transforms. Phys. Fluids A. 4, 2538–2554. ´nez, J. G. S. 1993 The structure of Jime intense vorticity in homogeneous isotropic turbulence. J. Fluid Mech. 255, 65–90. Kida, S. & Tanaka, M. 1994 Alignment of vorticity and scalar gradient with strain rate in simulated Navier-Stokes turbulence.
6, the long and short axes of the vortex head were about 6 and 3 Kolmogorov scales, respectively. Although there appears to be some feeble attempt to roll up, this local shear layer remains relatively stable. Afterwards, the enstrophy structure continues to evolve into a fully formed hairpin vortex head and limbs alternating between sheet-like to tube like, and back again. The three topological phases of evolution are mirrored by the dynamical relationships associated with enstrophy and strain-rate production.
2005). 18 References Horiuti, K. 2001 A classiﬁcation method for vortex sheet and tube structures in turbulent ﬂows. Phys. Fluids 13, 3756–3774. Horiuti, K. 2003 Roles of nonaligned eigenvectors of strain-rate and subgrid-scale stress tensors in turbulence generation. J. Fluid Mech. 491, 65–100. , and Takagi, Y. 2005 Effect of non-afﬁne voscoelasticity on turbulence generation. in Proc. Int. Symp. on Engineering Turbulence Modelling and Measurements 6. , and Kaneda Y. 2002 Anisotropic velocity correlation spectrum at small scales in a homogeneous turbulent shear ﬂow.