Add to ORKGA theoretical treatment of diffusion as function of turbulence, by working out the dispersion of small particles in turbulent fluid. The method of Kolmogoroff is used to decribe the movement in a statistical way
We perform an analytical study of the inertial-particle dynamics in the limit of small but finite in...
Based on the spectral expansion of Euler correlation of the carrier medium the a closed system of fu...
We analytically investigate the effective-diffusivity tensor of a tracer particle in a fluid flow en...
A theoretical treatment of diffusion as function of turbulence, by working out the dispersion of sma...
The diffusion of small, spherical, rigid particles suspended in an incompressible turbulent fluid, b...
The Fokker-Planck equation for the probability density of fluid particle position in inhomogeneous u...
The paper discusses the similarity between the Markov process theory of turbulent diffusion at very ...
We derive a comprehensive statistical model for dispersion of passive or almost passive admixture pa...
A derivation of the Langevin and diffusion equations describing the statistics of fluid particledisp...
This work was concerned with an improved and more practical understanding of particle motion in a tu...
The Langevin and diffusion equations for statistical velocity and displacement of marked fluid parti...
Fluctuating velocity and its correlation functions are key quantities of turbulence. Soas early as t...
An exact analytical method for determining the Lagrangian velocity correlation and the diffusion coe...
This paper exposes a novel exploratory formalism, the end goal of which is the numerical simulation ...
Berlemont, a desjonqueres, p gouesbet, gA Lagrangian approach is used to describe particle dispersio...
We perform an analytical study of the inertial-particle dynamics in the limit of small but finite in...
Based on the spectral expansion of Euler correlation of the carrier medium the a closed system of fu...
We analytically investigate the effective-diffusivity tensor of a tracer particle in a fluid flow en...
A theoretical treatment of diffusion as function of turbulence, by working out the dispersion of sma...
The diffusion of small, spherical, rigid particles suspended in an incompressible turbulent fluid, b...
The Fokker-Planck equation for the probability density of fluid particle position in inhomogeneous u...
The paper discusses the similarity between the Markov process theory of turbulent diffusion at very ...
We derive a comprehensive statistical model for dispersion of passive or almost passive admixture pa...
A derivation of the Langevin and diffusion equations describing the statistics of fluid particledisp...
This work was concerned with an improved and more practical understanding of particle motion in a tu...
The Langevin and diffusion equations for statistical velocity and displacement of marked fluid parti...
Fluctuating velocity and its correlation functions are key quantities of turbulence. Soas early as t...
An exact analytical method for determining the Lagrangian velocity correlation and the diffusion coe...
This paper exposes a novel exploratory formalism, the end goal of which is the numerical simulation ...
Berlemont, a desjonqueres, p gouesbet, gA Lagrangian approach is used to describe particle dispersio...
We perform an analytical study of the inertial-particle dynamics in the limit of small but finite in...
Based on the spectral expansion of Euler correlation of the carrier medium the a closed system of fu...
We analytically investigate the effective-diffusivity tensor of a tracer particle in a fluid flow en...