| Review of the Study of Nonlinear Atmospheric Dynamics in China （1999-2002） |
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| 作者姓名： | DIAO Yin FENG Guolin LIU Shi LIU Shikuo LUO Dehai HUANG Sixun LU Weisong CHOU Jifan |
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| 作者单位： | [1]DepartmentofAtmosphericandOceanicSciences,OceanUniversityofChina,Qingdao266003 [2]StateKeyLaboratoryofNumericalModelingforAtmosphericSciencesandGeophysicalFluidDynamics,InstituteofAtmosphericPhysics,ChineseAcademyofSciences,Beijing100029 [3]DepartmentofAtmosphericSciences,PekingUniversity,Beijing100871 [4]P.L.A.UniversityofScience＆Engineering,MeteorologicalInstitute,Nanjing211101 [5]NanjingInstituteofMeteorology,Nanjing210044 [6]BeijingTrainingCenter,ChinaMeteorologicalAdministration,Beijing100081 |
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| 基金项目： | 国家自然科学基金,中国科学院资助项目 |
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| 摘 要： | Researches on nonlinear atmospheric dynamics in China (1999-2002) are briefly surveyed. This review includes the major achievements in the following branches of nonlinear dynamics: nonlinear stability theory,nonlinear blocking dynamics, 3D spiral structure in the atmosphere, traveling wave solution of the nonlinear evolution equation, numerical predictability in a chaotic system, and global analysis of climate dynamics.Some applications of nonlinear methods such as hierarchy structure of climate and scaling invariance, the spatial-temporal series predictive method, the nonlinear inverse problem, and a new difference scheme with multi-time levels are also introduced.
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| 关 键 词： | 非线性空气动力学 稳定性 模块化 螺旋结构 大气科学 |
Review of the Study of Nonlinear Atmospheric Dynamics in China (1999-2002) |
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| DIAO Yin,FENG Guolin,LIU Shi,LIU Shikuo,LUO Dehai,HUANG Sixun,LU Weisong,CHOU Jifan.Review of the Study of Nonlinear Atmospheric Dynamics in China (1999-2002)[J].Advances in Atmospheric Sciences,2004,21(3):399-406. |
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| Authors: | DIAO Yina FENG Guolin LIU Shida LIU Shikuo LUO Dehai HUANG Sixun LU Weisong CHOU Jifan |
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| Institution: | Ocean University of China |
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| Abstract: | Researches on nonlinear atmospheric dynamics in China (1999-2002) are briefly surveyed. This review includes the major achievements in the following branches of nonlinear dynamics: nonlinear stability theory,nonlinear blocking dynamics, 3D spiral structure in the atmosphere, traveling wave solution of the nonlinear evolution equation, numerical predictability in a chaotic system, and global analysis of climate dynamics.Some applications of nonlinear methods such as hierarchy structure of climate and scaling invariance, the spatial-temporal series predictive method, the nonlinear inverse problem, and a new difference scheme with multi-time levels are also introduced. |
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| Keywords: | nonlinear dynamics stability blocking spiral structure traveling wave global analysis |
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