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Barriers to transport in aperiodically time-dependent two-dimensional velocity fields: Nekhoroshev's theorem and 'Nearly Invariant' tori

机译：在不依赖于时间的二维速度场中运输的障碍：Nekhoroshev定理和“几乎不变”的环面

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S. Wiggins; A. M. Mancho;
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年度 2014
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1. Barriers to transport in aperiodically time-dependent two-dimensional velocity fields: Nekhoroshev's theorem and "Nearly Invariant" tori [J] . S.Wiggins, A. M. Mancho Nonlinear processes in geophysics . 2014,第1期

机译：在非时间依赖性的二维速度场中传输的障碍：涅霍罗舍夫定理和“几乎不变”托里
2. Barriers to transport in aperiodically time-dependent two-dimensional velocity fields: Nekhoroshev's theorem and "Nearly Invariant" tori [J] . Wiggins S., Mancho A. M. Nonlinear Processes in Geophysics Discussions . 2014,第1期

机译：在非时间依赖性的二维速度场中传输的障碍：涅霍罗舍夫定理和“几乎不变”托里
3. Barriers to transport in aperiodically time-dependent two-dimensional velocity fields: Nekhoroshev's theorem and "Nearly Invariant" tori [J] . Wiggins S., Mancho A. M. Nonlinear processes in geophysics . 2014,第1期

机译：在非时间依赖性的二维速度场中传输的障碍：涅霍罗舍夫定理和“几乎不变”托里
4. Visualization of Time-Dependent Velocity Fields by Texture Transport [C] . Joachim Becker, Martin Rumpf Eurographics workshop on visualization in scientific computing . 1998

机译：通过纹理传输可视化时间相关的速度场
5. Computational study of heat and mass transfer with phase change condensation and evaporation in a developing, two-dimensional wall jet velocity and temperature fields [D] . Dwiartono, R. Arman 2004

机译：二维壁面射流速度和温度场中相变冷凝和蒸发的传热传质计算研究
6. Two-dimensional translation-invariant probability distributions: approximations characterizations and no-go theorems [O] . Zizhu Wang, Miguel Navascués -1

机译：二维平移不变概率分布：逼近特征化和无定理
7. On persistence of invariant tori and a theorem by Nekhoroshev [O] . Bambusi, Dario, Gaeta, Giuseppe 2002

机译：关于不变的托里的持续性和Nekhoroshev定理
8. Linearization Along Invariant Manifolds and a Generalization of the Hartman-Grobman Theorems for Degenerate Singularities of Vector Fields in R Cubed [R] . Vanstrien, S. 1987

机译：不变流形的线性化及R Cubed向量场退化奇性的Hartman-Grobman定理的推广

Barriers to transport in aperiodically time-dependent two-dimensional velocity fields: Nekhoroshev's theorem and 'Nearly Invariant' tori

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