Fundamental Problematic Issues in Turbulence

The Second Monte Verita Colloquium Fundamental Problematic Issues in Turbu­ lence was held in Monte Verita, Switzerland, on March 23-27, 1998. The main goal of the Colloquium was to bring together in the relaxed atmo­ sphere of Monte Verita a group of leading scientists (consisting of representative...

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Bibliographic Details
Other Authors: Gyr, Albert (Editor), Kinzelbach, Wolfgang (Editor), Tsinober, Arkady (Editor)
Format: eBook
Language:English
Published: Basel Birkhäuser 1999, 1999
Edition:1st ed. 1999
Series:Trends in Mathematics
Subjects:
Online Access:
Collection: Springer Book Archives -2004 - Collection details see MPG.ReNa
Table of Contents:
  • 1 Mathematical issues
  • Does turbulence saturate global transport estimates?
  • The closure problem for Friedman-Keller infinite chain of moment equations, corresponding to the Navier-Stokes system
  • Vorticity alignment results for the 3D Euler and Navier-Stokes equations
  • On the finite-time singularity problem in hydrodynamics
  • The outer regions in singular Euler
  • 2 Control and related
  • On controllability of the Navier-Stokes equations
  • Low dimensional models, the minimal flow unit and control
  • Active control of turbulence in boundary layer flows
  • Origin and growth of structures in boundary layer flows
  • Vortex control in a spatially growing round jet
  • 3 Observational aspects
  • The lack of a simple paradigm in fully developed turbulence: characteristics of local concentrations of vorticity and Reynolds stress in turbulent shear flows
  • Near-singular flow structure in small-scale turbulence
  • Some thoughts on similarity, the POD, and finite boundaries
  • The role of Lagrangian chaos in the creation of multifractal measures
  • On the geometry of two-dimensional slices of irregular level sets in turbulent flows
  • Universal and nonuniversal properties of the passive scalar statistics
  • Multi-scalar mixing and Lagrangian approaches
  • Turbulent transport of vector (magnetic) field: intermittency and anomalous scalings
  • Intermittency and anomalous scalings of inertial particles distribution in turbulent flow
  • Scalar fluctuation PDF’s and kinetics of turbulent mixing
  • Magnetohydrodynamics in turbulent swirling flow
  • List oficipants and authors
  • Symmetries of the Navier-Stokes equations and their implications for subgrid-models in large-eddy simulation of turbulence
  • Subgrid modeling for the filtered scalar transport equation
  • 6 Statistical aspects
  • Turbulent fluctuations, predictability, and action principles
  • Instantons in the theory of turbulence
  • A variational approach to turbulent boundary layers
  • Scaling laws of a passive scalar energy flux in fully developed turbulence
  • Intermittency in channel-flow turbulence
  • Structure functions in homogeneous and non-homogeneous turbulent flows
  • Pressure fluctuations in a turbulent channel
  • Statistics of longitudinal and transverse velocity increments
  • Turbulent transport in a liquid layer heated on its free surface
  • On the statistics of small-scale turbulence and its universality
  • A new method to characterize inhomogeneous turbulence
  • Multiscale similarity of isotropic homogeneous turbulence
  • 7 Passive objects
  • Worms in a turbulence experiment, from hot wire time series
  • Intermittency in the closed flow between coaxial disks
  • 4 Two- and quasi-two-dimensional flows
  • Turbulent statistical dynamics of a system of point vortices
  • Combining deterministic and statistical approaches to compute two-dimensional turbulent flows with walls
  • Evolution of decaying two-dimensional turbulence and self-similarity
  • Linear and nonlinear models for turbulence in the presence of waves
  • On the stationary energy spectra of the stratified fluid in a weak turbulence regime
  • On a possible mechanism of anomalous diffusion in geophysical turbulence
  • 5 Basic aspects of turbulence modelling
  • Basic issues of turbulence modeling
  • Physics and modeling of small scale turbulence for large eddy simulation
  • On dynamical systems obtained via Galerkin projections onto low-dimensional bases of eigenfunctions