2 citations · 2 across the 1 of their papers we have counts for
6 papers
Data-driven derivation of the turbulent energy cascade generator
J. Cleve, T. Dziekan, J. Schmiegel +4
Within the framework of random multiplicative energy cascade models of fully developed turbulence, expressions for two-point correlators and cumulants are derived, taking into acco…
Spatio-temporal log-stable process for the turbulent energy-cascade
J. Schmiegel, M. Greiner
We present a dynamical log-stable process for the spatio-temporal evolution of the energy-dissipation field in fully developed turbulence. The process is constructed from multifrac…
Dynamical random multiplicative cascade model in 1+1 dimensions
Juergen Schmiegel, Hans C. Eggers, Martin Greiner
Geometrical random multiplicative cascade processes are often used to model positive-valued multifractal fields such as for example the energy dissipation field of fully developed…
Indistinguishable multiplier statistics of discrete and continous turbulent cascade models
Bruno Jouault, Juergen Schmiegel, Martin Greiner
The multiplier statistics of discrete and continuous nonconservative multiplicative cascade models, employed to describe the energy cascade in fully developed turbulence, is invest…
Fix-point Multiplier Distributions in Discrete Turbulent Cascade Models
B. Jouault, M. Greiner, P. Lipa
One-point time-series measurements limit the observation of three-dimensional fully developed turbulence to one dimension. For one-dimensional models, like multiplicative branching…
Analytical solution for multivariate statistics in random multiplicative cascades
H. C. Eggers, M. Greiner, P. Lipa
It has long been a puzzle how to solve random multiplicative cascade structures analytically. We present an analytical solution found recently in the form of a simple pedagogical e…