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Energy diffusion due to nonlinear perturbation on linear Hamiltonians
Gin yih Tsaur, Jyhpyng Wang
物理學系
研究成果
:
雜誌貢獻
›
期刊論文
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同行評審
12
引文 斯高帕斯(Scopus)
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深入研究「Energy diffusion due to nonlinear perturbation on linear Hamiltonians」主題。共同形成了獨特的指紋。
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Keyphrases
Nonlinear Perturbation
100%
Energy Diffusion
100%
Low Energy
66%
Nonlinear Coupling
66%
Arnold Diffusion
66%
Many Degrees of Freedom
66%
Degrees of Freedom
66%
Nonlinearity
33%
Energy Conservation
33%
Chaotic Motion
33%
Energy Regime
33%
Analytic Formula
33%
Stable Equilibrium Point
33%
Detuning
33%
Large-scale numerical Simulation
33%
Separatrices
33%
Hamiltonian Systems
33%
Energy Equipartition
33%
Probability Theory
33%
System Energy
33%
Small Oscillations
33%
Equipartition
33%
Mathematics
Nonlinear Perturbation
100%
Degree of Freedom
100%
Timescale
25%
Probability Theory
25%
Equilibrium Point
25%
Coupled Case
25%
Detuning
25%
Stable Equilibrium
25%
Hamiltonian Systems
25%
Energy Limit
25%
Nonlinearity
25%
Equipartition Theorem
25%
Engineering
Degree of Freedom
100%
Equilibrium Point
25%
Chaotic Motion
25%
Stable Equilibrium
25%
Energy Systems
25%
Nonlinearity
25%
Physics
Degree of Freedom
100%
Equipartition Theorem
25%