In standard experiments, time series of fully developed turbulent fields are recorded in one point, which according to the frozen flow hypothesis can be interpreted as an instantaneous one-dimensional spatial section through a three-dimensional field. This observational reduction in dimensions is absolutely necessary to be taken into account for the explanation of observed multiplier correlations in the energy dissipation field. We demonstrate this for discrete and continuous multiplicative cascade processes, which are empirically known to describe the multifractal energy flux from integral to dissipation scales
Within the framework of random multiplicative energy cascade models of fully developed turbulence, e...
Intermittency (externally induced) in the two-dimensional (2D) enstrophy cascade is shown to be able...
The framework of infinitely divisible scaling was first developed to analyse the statistical intermi...
In standard experiments, time series of fully developed turbulent fields are recorded in one point, ...
Various difficulties can be eXpected in trying to eXtract from eXperimental data the distribution of...
International audienceo answer the question whether a cascade of energy exists or not in turbulenc...
Historically discrete multiplicative cascade models have been developed to mimic some of the charact...
We study the spatial and temporal evolution of kinetic energy flux at different scales using direct ...
Results are presented from an assessment of the applicability of fractal and multifractal scale simi...
A lot of models in turbulence links the energy cascade process and intermittency, the characteristic...
We compare different approaches towards an effective description of multiscale velocity field correl...
Recent fully nonlinear, kinetic three-dimensional simulations of magnetic reconnection [W. Daughton ...
Discrete multiplicative turbulent cascades are described using a formalism involving infinitely divi...
Multiplicative processes and multifractals proved useful in various applications ranging from hydrod...
Multiscale correlation functions in high Reynolds number experimental turbulence, numerical simulati...
Within the framework of random multiplicative energy cascade models of fully developed turbulence, e...
Intermittency (externally induced) in the two-dimensional (2D) enstrophy cascade is shown to be able...
The framework of infinitely divisible scaling was first developed to analyse the statistical intermi...
In standard experiments, time series of fully developed turbulent fields are recorded in one point, ...
Various difficulties can be eXpected in trying to eXtract from eXperimental data the distribution of...
International audienceo answer the question whether a cascade of energy exists or not in turbulenc...
Historically discrete multiplicative cascade models have been developed to mimic some of the charact...
We study the spatial and temporal evolution of kinetic energy flux at different scales using direct ...
Results are presented from an assessment of the applicability of fractal and multifractal scale simi...
A lot of models in turbulence links the energy cascade process and intermittency, the characteristic...
We compare different approaches towards an effective description of multiscale velocity field correl...
Recent fully nonlinear, kinetic three-dimensional simulations of magnetic reconnection [W. Daughton ...
Discrete multiplicative turbulent cascades are described using a formalism involving infinitely divi...
Multiplicative processes and multifractals proved useful in various applications ranging from hydrod...
Multiscale correlation functions in high Reynolds number experimental turbulence, numerical simulati...
Within the framework of random multiplicative energy cascade models of fully developed turbulence, e...
Intermittency (externally induced) in the two-dimensional (2D) enstrophy cascade is shown to be able...
The framework of infinitely divisible scaling was first developed to analyse the statistical intermi...