Transition of fractal dimension in a latticed dynamical system Metadata

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  • Main Title Transition of fractal dimension in a latticed dynamical system


  • Author: Duong-van, M.
    Creator Type: Personal


  • Name: Lawrence Livermore National Laboratory
    Place of Publication: [Livermore,] California


  • Creation: 1986-03-01


  • English


  • Content Description: We study a recursion relation that manifests two distinct routes to turbulence, both of which reproduce commonly observed phenomena: the Feigenbaum route, with period-doubling frequencies; and a much more general route with noncommensurate frequencies and frequency entrainment, and locking. Intermittency and large-scale aperiodic spatial patterns are reproduced in this new route. In the oscillatory instability regime the fracal dimension saturates at D/sub F/ approx. = 2.6 with imbedding dimensions while in the turbulent regime D/sub F/ saturates at 6.0. 19 refs., 3 figs.
  • Physical Description: Pages: 11


  • Keyword: Information
  • STI Subject Categories: 75 Condensed Matter Physics, Superconductivity And Superfluidity
  • Keyword: Theoretical Data
  • Keyword: Mathematical Models
  • Keyword: Numerical Data 640410* -- Fluid Physics-- General Fluid Dynamics
  • Keyword: Recursion Relations
  • Keyword: Turbulence
  • Keyword: Nonlinear Problems
  • Keyword: Fourier Analysis
  • Keyword: Data


  • Conference: Conference on spatio-temporal coherence and chaos in physical systems, Los Alamos, NM, USA, 21 Jan 1986


  • Name: Office of Scientific & Technical Information Technical Reports
    Code: OSTI


  • Name: UNT Libraries Government Documents Department
    Code: UNTGD

Resource Type

  • Article


  • Text


  • Other: DE86008382
  • Report No.: UCRL-94304
  • Report No.: CONF-860164-1
  • Grant Number: W-7405-ENG-48
  • Office of Scientific & Technical Information Report Number: 6058759
  • Archival Resource Key: ark:/67531/metadc1108583


  • Display Note: NTIS, PC A02/MF A01; 1.