We study a discrete dissipative dynamical system which presents a transition to turbulence via intermittency. At the instability threshold, this model displays a self-similar structure analogous to that of Mandelbrot's noise models. The 1/f type of spectrum obtained suggests that such spectra can originate from dynamics deterministic in the short term though unpredictable in the long term, which is at the centre of the present understanding of the transition to turbulence.Nous étudions un système dynamique dissipatif discret qui présente une transition vers la turbulence par intermittence. Au seuil d'instabilité, ce modèle possède une structure d'homothétie interne analogue à celle des modèles de bruits de Mandelbrot. Le fait que l'on obtie...
Intermittency, i.e., extreme fluctuations at small scales, causes the deviation of turbulence statis...
The diadic model of turbulence is an infinite system of ordinary differential equations which repres...
Volchenkov D, Lima R. Turbulence Driven by a Deterministic Chaotic Dynamics. In: . Blanchard P, Lima...
International audienceIn this paper we characterized intermittent transitions from temporal ă chaos ...
We propose a method to analyze a turbulent sequence focusing on the self-similar properties of the d...
In statistically stationary conditions, the turbulent energy spectrum in a high Reynolds number flow...
We investigate numerically the statistical properties of the Kuramoto-Sivashinsky-Tsuzuki model [1-3...
Dynamical systems in nature such as fluid flows, heart beat patterns, rainfall variability, stock ma...
International audienceThe nature of the fluctuations of the dissipation rate in fluid turbulence is ...
We show that the intermittent dynamics observed in the inertial interval of Sabra shell model of tur...
Turbulent systems exhibit a remarkable multiscale complexity, in which spatial structures induce sca...
We introduce a model for the turbulent energy cascade aimed at studying the effect of dynamical scal...
International audienceBoth theoretical analysis and eddy-damped quasi-normal Markovian (EDQNM) simul...
We propose a new perspective on the intermittency in weakly dissipative systems. It is focused on th...
This paper provides a short introduction to the consequences of intermittency on the statistical pro...
Intermittency, i.e., extreme fluctuations at small scales, causes the deviation of turbulence statis...
The diadic model of turbulence is an infinite system of ordinary differential equations which repres...
Volchenkov D, Lima R. Turbulence Driven by a Deterministic Chaotic Dynamics. In: . Blanchard P, Lima...
International audienceIn this paper we characterized intermittent transitions from temporal ă chaos ...
We propose a method to analyze a turbulent sequence focusing on the self-similar properties of the d...
In statistically stationary conditions, the turbulent energy spectrum in a high Reynolds number flow...
We investigate numerically the statistical properties of the Kuramoto-Sivashinsky-Tsuzuki model [1-3...
Dynamical systems in nature such as fluid flows, heart beat patterns, rainfall variability, stock ma...
International audienceThe nature of the fluctuations of the dissipation rate in fluid turbulence is ...
We show that the intermittent dynamics observed in the inertial interval of Sabra shell model of tur...
Turbulent systems exhibit a remarkable multiscale complexity, in which spatial structures induce sca...
We introduce a model for the turbulent energy cascade aimed at studying the effect of dynamical scal...
International audienceBoth theoretical analysis and eddy-damped quasi-normal Markovian (EDQNM) simul...
We propose a new perspective on the intermittency in weakly dissipative systems. It is focused on th...
This paper provides a short introduction to the consequences of intermittency on the statistical pro...
Intermittency, i.e., extreme fluctuations at small scales, causes the deviation of turbulence statis...
The diadic model of turbulence is an infinite system of ordinary differential equations which repres...
Volchenkov D, Lima R. Turbulence Driven by a Deterministic Chaotic Dynamics. In: . Blanchard P, Lima...