<RESEARCH REPORT>STOCHASTICITY AND TRANSPORT IN HAMILTONIAN SYSTEMS

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概要

• 論文の詳細を見る

• The theory of transport in nonlinear dynamics is developed in terms of "leaky" barriers which remain when invariant tori are destroyed. A critical exponent for transport times across destroyed tori is obtained which explains numerical results of Chirikov. The combined effects of many destroyed tori lead to power-law decay of correlations observed in many computations.

• 核融合科学研究所の論文

著者

• Mackay R.

  Applied Mathematics Queen Mary College:mathematics Dept. University Of Warwick

• Meiss J.

  Applied Mathematics, Queen Mary College

• Percival I.

  Applied Mathematics, Queen Mary College

• Percival I.

  Applied Mathematics Queen Mary College

関連論文

• STOCHASTICITY AND TRANSPORT IN HAMILTONIAN SYSTEMS

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