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Disturbed solution of the El Niño-southern oscillation sea–air delayed oscillator |
Xie Feng(谢峰)a)d)†,Lin Wan-Tao(林万涛)b),Lin Yi-Hua(林一骅)b),and Mo Jia-Qi(莫嘉琪)c)d)‡ |
a College of Science, Donghua University, Shanghai 201620, China; b Institute of Atmospheric Physics, Chinese Academy of Sciences, Beijing 100029, China; c Department of Mathematics, Anhui Normal University, Wuhu 241003, China; d Division of Computational Science, E-Institutes of Shanghai Universities at SJTU, Shanghai 200240, China |
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Abstract A class of delayed oscillators of El Niño-southern oscillation (ENSO) models is considered. Using the delayed theory, the perturbed theory and other methods, the asymptotic expansions of the solutions for ENSO models are obtained and the asymptotic behaviour of solution of corresponding problem is studied.
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Received: 06 June 2010
Revised: 31 July 2010
Accepted manuscript online:
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PACS:
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02.30.Mv
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(Approximations and expansions)
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Fund: Project supported by the National Natural Science Foundation of China (Grant Nos. 40876010 and 10701023), the Main Direction Program of the Knowledge Innovation Project of Chinese Academy of Sciences (Grant No. KZCX2-YW-Q03-08), the Research and Development Special Fund for Public Welfare Industry (Meteorology) (Grant No. GYHY200806010), the State Key Laboratory of Numerical Modeling for Atmospheric Sciences and Geophysical Fluid Dynamic State Key Laboratory Special Fund, the Foundation of E-Institutes of Shanghai Municipal Education Commission (Grant No. E03004), the Fundamental Research Funds for the Central Universities (Grant No. 2010B08-2-1), and the Natural Science Foundation of Zhejiang Province. China (Grant No. Y6090164). |
Cite this article:
Xie Feng(谢峰), Lin Wan-Tao(林万涛), Lin Yi-Hua(林一骅), and Mo Jia-Qi(莫嘉琪) Disturbed solution of the El Niño-southern oscillation sea–air delayed oscillator 2011 Chin. Phys. B 20 010208
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[1] |
Bjerknes J A 1996 wxTellus.18 820
|
[2] |
Schopf P S and Suarez M J 1988 wxJ. Atmos. Sci.45 549
|
[3] |
Philander S G, Lau N C and Pacanowski R C 1989 wxPhilos. Trans. Roy. Soc. London rm Ser A329 167
|
[4] |
Latif M, Sterl A and Maier-Reimer E 1993 wxJ. Climate6 700
|
[5] |
Neelin J D 1990 wxJ. Atmos. Sci.47 674
|
[6] |
Neelin J D, Latif M and Jin F F 1994 wxAnnu. Rev. Fluid Mech.26 617
|
[7] |
McWilliams J C and Gent P R 1991 wxJ. Atmos. Sci.35 962
|
[8] |
Gill A E 1985 wxElsevier Oceanography Series40 303
|
[9] |
Wakata Y and Sarachik E S 1991 wxJ. Atmos. Sci.48 2060
|
[10] |
Jin F F and Neelin J D 1993 wxJ. Atmos. Sci.50 3523
|
[11] |
Jin F F, Neelin J D and Ghil M 1994 wxScience264 70
|
[12] |
Wang C, Weisberg R H and Virmani J I 1999 wxJ. Geophys. Res.104 5131
|
[13] |
Wang B and Wang Y 1996 wxJ. Climate9 1586
|
[14] |
Wang B and Fang Z 1996 wxJ. Atmos. Sci.53 2786
|
[15] |
Wang B, Barcilon A and Fang Z 1999 wxJ. Atmos. Sci.56 5
|
[16] |
Wang C 2001 wxAdvances in Atmospheric Sciences18 674
|
[17] |
Feng G L, Dai X G, Wang A H and Chou J F 2001 wxActa Phys. Sin50 606 (in Chinese)
|
[18] |
Feng G L, Dong W J, Jia X J and Cao H X 2002 wxActa Phys. Sin.51 1181 (in Chinese)
|
[19] |
Liu S K, Fu Z T, Liu S D and Zhao Q 2002 wxActa Phys. Sin.51 10 (in Chinese)
|
[20] |
de Jager E M and Jiang F 1996 The Theory of Singular Perturbation (Amsterdam: North-Holland Publishing Co.)
|
[21] |
Sagon G 2008 wxNonlinearity21 1183
|
[22] |
Hovhannisyan G and Vulanovic 2008 wxNonlinear Stud.15 297
|
[23] |
Barbu L and Cosma I 2009 wxJ. Math. Anal. Appl.351 392
|
[24] |
Ramos M E 2009 wxJ. Math. Anal. Appl.352 246
|
[25] |
Lin W T and Mo J Q 2003 wxChinese Science Bulletin48 5
|
[26] |
Xie F, Lin W T, Lin Y H and Mo J Q 2011 wxActa Phys. Sin.60 (in press)
|
[27] |
Mo J Q and Chen X F 2010 wxActa Phys. Sin.59 1403 (in Chinese)
|
[28] |
Mo J Q and Lin W T 2004 wxActa Phys. Sin.53 996 (in Chinese)
|
[29] |
Mo J Q and Lin W T 2005 wxChin. Phys.14 875
|
[30] |
Mo J Q and Lin W T 2008 wxChin. Phys. B17 370
|
[31] |
Mo J Q and Lin W T 2008 wxChin. Phys. B17 743
|
[32] |
Mo J Q, Lin W T and Wang H 2009 wxActa Math. Sin.29 101
|
[33] |
Mo J Q, Lin W T and Lin Y H 2009 wxChin. Phys. B18 3624
|
[34] |
Mo J Q, Lin Y H and Lin W T 2010 wxChin. Phys. B19 030202
|
[35] |
Mo J Q 2010 wxChin. Phys. B19 010203
|
[36] |
Wang C 2001 wxAdvances in Atmospheric Sciences18 674
|
[37] |
O'Malley R E 1974 Introdction to Singular Perturbation (New York: Academic Press)
|
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