Abstract
A self-affinity test for turbulent time series is applied to experimental data for the estimation of intermittency exponents. The method employs exact relations satisfied by joint expectations of observables computed across two different length scales. One of these constitutes a verification tool for the existence and the extent of the inertial range. (author) 2 figs., 13 refs.
Citation Formats
Badii, R, and Talkner, P.
Two-scale analysis of intermittency in fully developed turbulence.
Switzerland: N. p.,
1999.
Web.
Badii, R, & Talkner, P.
Two-scale analysis of intermittency in fully developed turbulence.
Switzerland.
Badii, R, and Talkner, P.
1999.
"Two-scale analysis of intermittency in fully developed turbulence."
Switzerland.
@misc{etde_685704,
title = {Two-scale analysis of intermittency in fully developed turbulence}
author = {Badii, R, and Talkner, P}
abstractNote = {A self-affinity test for turbulent time series is applied to experimental data for the estimation of intermittency exponents. The method employs exact relations satisfied by joint expectations of observables computed across two different length scales. One of these constitutes a verification tool for the existence and the extent of the inertial range. (author) 2 figs., 13 refs.}
place = {Switzerland}
year = {1999}
month = {Aug}
}
title = {Two-scale analysis of intermittency in fully developed turbulence}
author = {Badii, R, and Talkner, P}
abstractNote = {A self-affinity test for turbulent time series is applied to experimental data for the estimation of intermittency exponents. The method employs exact relations satisfied by joint expectations of observables computed across two different length scales. One of these constitutes a verification tool for the existence and the extent of the inertial range. (author) 2 figs., 13 refs.}
place = {Switzerland}
year = {1999}
month = {Aug}
}