区域旱涝气候混沌动力学可预报性研究
RESEARCH INTO PREDICTABILITY OF CLIMATOLOGICAL SYSTEM WITH NONLINEAR DYNAMICS
-
摘要: 根据西安地区旱涝气候等级近1624a(380~2003年)资料序列,运用非线性系统混沌动力学理论,通过计算气候吸引子的关联维数、Kolmogorov熵和Lyapunov指数,对西安区域旱涝气候的混沌特性和可预报性进行研究。结果表明:西安区域旱涝气候系统是一个具有有限个自由度的复杂的混沌系统。其吸引子关联维数约为3.1,确定性的平均可预报时间尺度约为14.8a,最大可预报时间尺度约为20.7a。Abstract: Based on the theory of chaotic dynamics for nonlinear systems,and according to the yearly drought and flood level data within 1624a(from 380~2003) in Xi'an area,a study on the chaotic characteristics and the predictability of the climatological system were investigated by calculating the associated dimension,Kolmogorov entropy and Lyapunov index of climatological attractor.The results showed that the climatological system of drought and flood in Xi'an was a complex chaotic one with limited degrees of freedom.The correlation dimension for its average attractor was 3.1,the deterministic average predictable time scale was about 14.8a,and the maximum predictable time scale was about 20.7a.
-
Key words:
- climatological system /
- chaotic characteristic /
- predictability
-
[1] NICOLIS C,NICOLIS G.Is there a climatic attractor?[J].Nature,1984,311:529-532. [2] FRAEDRICH K.Estimating weather and climate predictability on attractors[J].J Atmos Sci,1987,44(4):722-728. [3] 杨培才,陈烈庭.埃尔尼诺肩方涛动的可预报性[J].大气科学,1990,33(2):144-153. [4] 严华生,严小冬,王会军.用500 hPa月高度场作月降水预报所提供的可预报性时空分布[J].热带气象学报,2003,19(4):389-396. [5] 中央气象局气象科学研究院.中国近500年旱涝分布图集[M].北京:地图出版社,1981:46-58. [6] PACKARD N H.Geometry from a time series,phys[J].Rev Lett,1980,45:712-716. [7] GRASSBERGER P,PROCACCIA J.Measuring the strangeness of strange attractors[J].Physica,1983,9D:189-208. [8] WOLF A,SWIFT J B,SWINNEY H L,et al.Determining Lyapunov exponents from a time series[J].Physica,1985,16D:285-317. [9] 肖天贵,林清平,刘开宇.两河流域中下游地区旱涝系统的维数分析[J].成都气象学院学报,1995(2):149-155.
点击查看大图
计量
- 文章访问数: 895
- HTML全文浏览量: 0
- PDF下载量: 1042
- 被引次数: 0