Publication result detail

Irreversibility in Conservative Dynamic Systems

MACUR, J.

Original Title

Irreversibility in Conservative Dynamic Systems

English Title

Irreversibility in Conservative Dynamic Systems

Type

Paper in proceedings (conference paper)

Original Abstract

Problem of irreversibility in case of multipart conservative systems is not resolved yet and produces constantly new controversies. Evolution to the equilibrium can be observed in ergodic systems with mixing even in case of low-dimensional assemblage. Some dependency of relaxation time on the number of particles, type of interaction and whole energy of the simulated system is explored in the paper. Generalization of the equipartition theorem to the distribution of higher order central moments is discussed as well.

English abstract

Problem of irreversibility in case of multipart conservative systems is not resolved yet and produces constantly new controversies. Evolution to the equilibrium can be observed in ergodic systems with mixing even in case of low-dimensional assemblage. Some dependency of relaxation time on the number of particles, type of interaction and whole energy of the simulated system is explored in the paper. Generalization of the equipartition theorem to the distribution of higher order central moments is discussed as well.

Keywords

Dynamic system simulation, relaxation to equilibrium, equipartic theorem

Key words in English

Dynamic system simulation, relaxation to equilibrium, equipartic theorem

Authors

MACUR, J.

RIV year

2011

Released

12.11.2004

Publisher

VUT Brno

Location

Brno

ISBN

80-7355-024-5

Book

New Trends in Physics 2004

Pages from

126

Pages count

6

BibTex

@inproceedings{BUT12235,
  author="Jiří {Macur}",
  title="Irreversibility in Conservative Dynamic Systems",
  booktitle="New Trends in Physics 2004",
  year="2004",
  pages="6",
  publisher="VUT Brno",
  address="Brno",
  isbn="80-7355-024-5"
}