Article

 

Universal Exponent for Transport in Mixed Hamiltonian Dynamics 公开 Deposited

https://scholar.colorado.edu/concern/articles/b2773w355
Abstract
  • We compute universal distributions for the transition probabilities of a Markov model for transport in the mixed phase space of area-preserving maps and verify that the survival probability distribution for trajectories near an infinite island-around-island hierarchy exhibits, on average, a power-law decay with exponent γ=1.57. This exponent agrees with that found from simulations of the Hénon and Chirikov-Taylor maps. This provides evidence that the Meiss-Ott Markov tree model describes the transport for mixed systems.
Creator
Date Issued
  • 2017-07-06
Academic Affiliation
Journal Title
Journal Issue/Number
  • 3
Journal Volume
  • 96
File Extent
  • 032204-1-032204-7
Subject
最新修改
  • 2019-12-05
Resource Type
权利声明
DOI
ISSN
  • 1539-3755
Language

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