Transition from regular to chaotic dynamics for weakly bound rotating clusters

Transition from regular to chaotic dynamics for weakly bound rotating clusters

The measure of regular and chaotic component in dynamics of van-der-Waals clusters has been obtained by Monte Carlo method at different values of the total energy and the angular momentum. The nonmonotonic dependence of the volume of chaotic component on the angular momentum has been determined. The...

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Main Authors: A. A. Rybakov, E. D. Belega, D. N. Trubnikov, A. I. Chulichkov
Format: Article
Language:Russian
Published: Institute of Computer Science 2009-03-01
Series:Компьютерные исследования и моделирование
Subjects:
chaotic dynamics
Monte Carlo method
van der Waals clusters
Online Access:http://crm.ics.org.ru/uploads/kim1/crm09102.pdf
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spelling doaj-f640080e09914143b2d16ef3fe5f7e1c2020-11-25T00:44:20ZrusInstitute of Computer ScienceКомпьютерные исследования и моделирование2076-76332077-68532009-03-0111132010.20537/2076-7633-2009-1-1-13-201570Transition from regular to chaotic dynamics for weakly bound rotating clustersA. A. RybakovE. D. BelegaD. N. TrubnikovA. I. ChulichkovThe measure of regular and chaotic component in dynamics of van-der-Waals clusters has been obtained by Monte Carlo method at different values of the total energy and the angular momentum. The nonmonotonic dependence of the volume of chaotic component on the angular momentum has been determined. The reason of transition to the chaotic regime has been revealed.http://crm.ics.org.ru/uploads/kim1/crm09102.pdfchaotic dynamicsMonte Carlo methodvan der Waals clusters
collection DOAJ
language Russian
format Article
sources DOAJ
author A. A. Rybakov
E. D. Belega
D. N. Trubnikov
A. I. Chulichkov
spellingShingle A. A. Rybakov
E. D. Belega
D. N. Trubnikov
A. I. Chulichkov
Transition from regular to chaotic dynamics for weakly bound rotating clusters
Компьютерные исследования и моделирование
chaotic dynamics
Monte Carlo method
van der Waals clusters
author_facet A. A. Rybakov
E. D. Belega
D. N. Trubnikov
A. I. Chulichkov
author_sort A. A. Rybakov
title Transition from regular to chaotic dynamics for weakly bound rotating clusters
title_short Transition from regular to chaotic dynamics for weakly bound rotating clusters
title_full Transition from regular to chaotic dynamics for weakly bound rotating clusters
title_fullStr Transition from regular to chaotic dynamics for weakly bound rotating clusters
title_full_unstemmed Transition from regular to chaotic dynamics for weakly bound rotating clusters
title_sort transition from regular to chaotic dynamics for weakly bound rotating clusters
publisher Institute of Computer Science
series Компьютерные исследования и моделирование
issn 2076-7633
2077-6853
publishDate 2009-03-01
description The measure of regular and chaotic component in dynamics of van-der-Waals clusters has been obtained by Monte Carlo method at different values of the total energy and the angular momentum. The nonmonotonic dependence of the volume of chaotic component on the angular momentum has been determined. The reason of transition to the chaotic regime has been revealed.
topic chaotic dynamics
Monte Carlo method
van der Waals clusters
url http://crm.ics.org.ru/uploads/kim1/crm09102.pdf
work_keys_str_mv AT aarybakov transitionfromregulartochaoticdynamicsforweaklyboundrotatingclusters
AT edbelega transitionfromregulartochaoticdynamicsforweaklyboundrotatingclusters
AT dntrubnikov transitionfromregulartochaoticdynamicsforweaklyboundrotatingclusters
AT aichulichkov transitionfromregulartochaoticdynamicsforweaklyboundrotatingclusters
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