We start here an investigation of the kinetic justification to the t- 3 2 behaviour of the Green-Kubo integrands in three-dimensional fluids and of other related problems. We present an analysis of the time-dependent collision operator; this analysis is formal but involves no approximation. We derive an inequality for the various contributions to this operator, which will be used in a subsequent paper to derive the t- 3 2 behaviour. The method uses assumptions on the behaviour of the hydrodynamical propagators which will be justified in another paper. © 1973.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
Abstract. This article is devoted to the proof of the hydrodynamical limit from kinetic equations (i...
In the following, we will consider two different physical systems and their respective PDE models. I...
We consieder the initial-boundary value problem for general linear discrete velocity models appearin...
We exploit here the previously established formal inequality for the time-dependent collision operat...
We analyze the one-body propagator, describing formally the exact motion of one particle in a fluid,...
We critically discuss the various tools and methods which are used to describe the role of long wave...
There are plenty of macroscopic models of fluids, hence the following question arises: "What are the...
We are interested in a kinetic equation intended to describe the interactions of particles with thei...
Kamata S, Martinez M, Plaschke P, Ochsenfeld S, Schlichting S. Hydrodynamization and nonequilibrium ...
This paper is devoted to hydrodynamic limits of linear kinetic equa-tions. We consider situations in...
A detailed analytical and numerical analysis of a recently introduced stochastic model for fluid dyn...
The memory kernel of the kinetic equation for the time correlation function of a quantum fluid is de...
The memory kernel of the kinetic equation for the time correlation function of a quantum fluid is de...
A new form of the model collision operator is derived. One-component and many-component systems are ...
We explore the transition to hydrodynamics in a weakly coupled model of quark-gluon plasma given by ...
Abstract. This article is devoted to the proof of the hydrodynamical limit from kinetic equations (i...
In the following, we will consider two different physical systems and their respective PDE models. I...
We consieder the initial-boundary value problem for general linear discrete velocity models appearin...
We exploit here the previously established formal inequality for the time-dependent collision operat...
We analyze the one-body propagator, describing formally the exact motion of one particle in a fluid,...
We critically discuss the various tools and methods which are used to describe the role of long wave...
There are plenty of macroscopic models of fluids, hence the following question arises: "What are the...
We are interested in a kinetic equation intended to describe the interactions of particles with thei...
Kamata S, Martinez M, Plaschke P, Ochsenfeld S, Schlichting S. Hydrodynamization and nonequilibrium ...
This paper is devoted to hydrodynamic limits of linear kinetic equa-tions. We consider situations in...
A detailed analytical and numerical analysis of a recently introduced stochastic model for fluid dyn...
The memory kernel of the kinetic equation for the time correlation function of a quantum fluid is de...
The memory kernel of the kinetic equation for the time correlation function of a quantum fluid is de...
A new form of the model collision operator is derived. One-component and many-component systems are ...
We explore the transition to hydrodynamics in a weakly coupled model of quark-gluon plasma given by ...
Abstract. This article is devoted to the proof of the hydrodynamical limit from kinetic equations (i...
In the following, we will consider two different physical systems and their respective PDE models. I...
We consieder the initial-boundary value problem for general linear discrete velocity models appearin...