The relaxation to equilibrium of a gas governed by the Boltzmann equation is studied for various collision models. For certain initial distributions evidence is presented that it can be characterized by a state in which there is an over-population of high-velocity particles
It is known that the statistical factor exp(-e/T), or at least exp(-Ae), appears very naturally from...
The relaxation of a collisionless plasma is not regulated by the usual collisional Boltzmann equatio...
The paper reviews some results, recently presented in [2], concerning the asymptotic behavior of sol...
The relaxation to equilibrium of a gas governed by the Boltzmann equation is studied for various col...
To obtain further insight on possible power law generalizations of Boltzmann equilibrium concepts, w...
Dynamics of inelastic gases are studied within the framework of random collision processes. The corr...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibriu...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibriu...
We study the long-time behavior of a linear inhomogeneous Boltzmann equation. The collision operator...
Some equilibrium and non-equilibrium properties of a gas of hard spheres with a long range attractiv...
The strategy for computing the Boltzmann collision integrals for gaseous mixtures is presented and b...
A Maxwell-Boltzmann gas is composed of many molecules which give rise to average bulk properties suc...
The gain and loss integrals in the Boltzmann equation for a rigid sphere gas are evaluated in closed...
With the purpose of understanding how a system of representative particles of an ideal gas evolves, ...
This paper is concerned with the spatially homogeneous Boltzmann equation, with the assumption of Ma...
It is known that the statistical factor exp(-e/T), or at least exp(-Ae), appears very naturally from...
The relaxation of a collisionless plasma is not regulated by the usual collisional Boltzmann equatio...
The paper reviews some results, recently presented in [2], concerning the asymptotic behavior of sol...
The relaxation to equilibrium of a gas governed by the Boltzmann equation is studied for various col...
To obtain further insight on possible power law generalizations of Boltzmann equilibrium concepts, w...
Dynamics of inelastic gases are studied within the framework of random collision processes. The corr...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibriu...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibriu...
We study the long-time behavior of a linear inhomogeneous Boltzmann equation. The collision operator...
Some equilibrium and non-equilibrium properties of a gas of hard spheres with a long range attractiv...
The strategy for computing the Boltzmann collision integrals for gaseous mixtures is presented and b...
A Maxwell-Boltzmann gas is composed of many molecules which give rise to average bulk properties suc...
The gain and loss integrals in the Boltzmann equation for a rigid sphere gas are evaluated in closed...
With the purpose of understanding how a system of representative particles of an ideal gas evolves, ...
This paper is concerned with the spatially homogeneous Boltzmann equation, with the assumption of Ma...
It is known that the statistical factor exp(-e/T), or at least exp(-Ae), appears very naturally from...
The relaxation of a collisionless plasma is not regulated by the usual collisional Boltzmann equatio...
The paper reviews some results, recently presented in [2], concerning the asymptotic behavior of sol...
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