Ruelle's principle for turbulence leading to what is usually called the Sinai-Ruelle-Bowen distribution (SRB) is applied to the statistical mechanics of many particle systems in nonequilibrium stationary states. A specific prediction, obtained without the need to construct explicitly the SRB itself, is shown to be in agreement with a recent computer experiment on a strongly sheared fluid. This presents the first test of the principle on a many particle system far from equilibrium. A possible application to fluid mechanics is also discussed
AbstractThe theory of chaos has emerged from a multidisciplinary encounter of mathematics, physics, ...
Living systems, as well as most physical systems with promise in industry, technology and medicine, ...
In the first part of this book, classical nonequilibrium statistical mechanics is developed. Startin...
An attempt to put togheter various theoretical, mathematical, or experimental results recently devel...
We propose as a generalization of an idea of Ruelle's to describe turbulent fluid flow a chaotic hyp...
This book concentrates on the properties of the stationary states in chaotic systems of particles or...
We construct classes of stochastic dierential equations with uctuating friction forces that generat...
We propose as a generalization of an idea of Ruelle's to describe turbulent fluid flow a chaotic hyp...
Abstract:- A scale-invariant model of statistical mechanics is applied to present a modified statist...
In this monograph, nonequilibrium statistical mechanics is developed by means of ensemble methods on...
Statistical Mechanics of Nonequilibrium Liquids deals with theoretical rheology. The book discusses ...
We report the application of a far-from-equilibrium statistical-mechanical theory to a nontrivial sy...
We present a stochastic description of a model of N mutually interacting active particles in the pre...
An overview is given of recent advances in nonequilibrium statistical mechanics on the basis of the ...
It is well known that the equipartition principle lies at the very basis of classical sta-tistical m...
AbstractThe theory of chaos has emerged from a multidisciplinary encounter of mathematics, physics, ...
Living systems, as well as most physical systems with promise in industry, technology and medicine, ...
In the first part of this book, classical nonequilibrium statistical mechanics is developed. Startin...
An attempt to put togheter various theoretical, mathematical, or experimental results recently devel...
We propose as a generalization of an idea of Ruelle's to describe turbulent fluid flow a chaotic hyp...
This book concentrates on the properties of the stationary states in chaotic systems of particles or...
We construct classes of stochastic dierential equations with uctuating friction forces that generat...
We propose as a generalization of an idea of Ruelle's to describe turbulent fluid flow a chaotic hyp...
Abstract:- A scale-invariant model of statistical mechanics is applied to present a modified statist...
In this monograph, nonequilibrium statistical mechanics is developed by means of ensemble methods on...
Statistical Mechanics of Nonequilibrium Liquids deals with theoretical rheology. The book discusses ...
We report the application of a far-from-equilibrium statistical-mechanical theory to a nontrivial sy...
We present a stochastic description of a model of N mutually interacting active particles in the pre...
An overview is given of recent advances in nonequilibrium statistical mechanics on the basis of the ...
It is well known that the equipartition principle lies at the very basis of classical sta-tistical m...
AbstractThe theory of chaos has emerged from a multidisciplinary encounter of mathematics, physics, ...
Living systems, as well as most physical systems with promise in industry, technology and medicine, ...
In the first part of this book, classical nonequilibrium statistical mechanics is developed. Startin...