J. Cleve, M. Greiner, K. R. Sreenivasan
Published 2003-01-23Version 1
The two-point correlation function of the energy dissipation, obtained from a one-point time record of an atmospheric boundary layer, reveals a rigorous power-law scaling with intermittency exponent mu=0.20 over almost the entire inertial range of scales. However, for the related integral moment, the power-law scaling is restricted to the upper part of the inertial range only. This observation is explained in terms of the operational surrogacy of the construction of energy dissipation, which influences the behaviour of the correlation function for small separation distances.
Superstatistics as the statistics of quasi-equilibrium states: Application to fully developed turbulence
Critical Velocities for Energy Dissipation from Periodic Motions of Impurity in Bose-Einstein Condensates
The two-point correlation function in the six-vertex model
