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主振荡型(POP)分析的计算程序及其他多种NCL气象程序与数据等

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发表于 2013-12-22 09:53:27 | 显示全部楼层 |阅读模式

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本帖最后由 hillside 于 2013-12-22 10:45 编辑

  • 美国NCAR网站的主振荡型(NCL)分析的计算程序及其他软件与数据等。
  • 不过,该程序(见于附件,亦可直接点击本帖底端原链接,免费下载)不是由NCAR官方提供。在程序的开始处说明,此程序由某用户提供。
NCL Home> Application examples || Data files for some examples
http://www.ncl.ucar.edu/Applications/list_dataP.shtml
Data Analysis Examples
Hints before you start:
  • NCL uses an array syntax similar to Fortran-90.
  • NCL has 0-based subscripts and the rightmost subscript varies fastest.
  • Fortran has 1-based subscripts, and the leftmost subscript varies fastest.
  • Do loops should be avoided, since NCL, like Matlab and IDL, is an interpreted language.
How to call external Fortran and C routines from NCLThe following pages contain NCL scripts and graphics that you can download and use.

Anomalies
Binning
Climate Indices
Climatology
COADS
Complex Coefficients (GRIB)
CorrelationsDivergent & rotational wind components

ESMF regridding
EOFs
Equivalent latitudes
Filters
Fourier Analysis
GrADS CTL files
Grid_filling
Isentropic levels

Local minima and maxima
Meridional overturning
MJO Clivar
NCL system interactions
Omega
One-dimensional interpolation
PDF: Probability Distributions
POP: Principal Oscillation Patterns

Random Data to Grid
Regression
Regridding
Sigma coordinate interpolation
Space time spectra
Spectral analysis
Standardized Precipitation Index
Time coordinates

Transects
Two-point Correlation
Vertical interpolation
Vorticity
Wavelets
Weighted averages
Zonal

Principal Oscillation Pattern (POP) Analysis

                               
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NCL version 6.1.1 or higher is required to use the code below.
This is user donated code. It is not supported by the NCL developers. Questions and comments can be sent to ncl-talk@ucar.edu. However, responses are not guaranteed.

The scripts below are intended to be 'guide' to usage. They may work directly but, generally, the user will have to make some changes to the scripts.
The following libraries must be loaded prior to use.
load "$NCARG_ROOT/lib/ncarg/nclscripts/csm/gsn_code.ncl"load "$NCARG_ROOT/lib/ncarg/nclscripts/csm/gsn_csm.ncl"load "$NCARG_ROOT/lib/ncarg/nclscripts/csm/contributed.ncl"; download the following by clicking on the textload "PrnOscPat_driver.ncl"load "pltEofPop.ncl"load "pltClim.ncl"
*********************   REFERENCES  *********************von Storch, Hans, Gerd Berger, Reiner Schnur, Jin-Song von Storch, 1995: Principal Oscillation Patterns: A Review. J. Climate, 8, 377鈥�400 *************************************************** Excerpts from the von Storch et al (1995) reference:

"The principal oscillation pattern (POP) analysis is a multivariate technique used to simultaneously infer the characteristic patterns and times cales of a vector time series. The POPs may be seen as the normal modes of a linearized system whose system matrix is estimated from data.[snip]The basic idea is to identify a linear system with a few free parameters that are fitted to the data. Then, the space-time characteristics of this simple systemis regarded as being the same as those of the full system.[snip]The POP method is not a tool that is useful in all applicaations. If theanalyzed vector time series exhibit a strongly nonlinear behavior, the POPsmay fail to identify a useful subsystem. However, if a significant portionof the variability of a nonlinear system is controlled by linear dynamics,the POP analysis may be successful in extracting principal modes of oscillation."
prn_osc_pat_1.ncl: This performs a POP analysis on Hadley Center monthly sea surface temperatures. The data may be downloaded from: http://www.metoffice.gov.uk/hadobs/hadisst. (You may have to register.)

prn_osc_pat_1.ncl

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发表于 2013-12-22 10:13:42 | 显示全部楼层
下载下来看看。
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发表于 2013-12-22 12:09:57 | 显示全部楼层
不错的东东,收藏。。。谢谢楼主
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发表于 2014-1-15 15:17:31 | 显示全部楼层
不错的分享,谢谢~已收藏
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发表于 2015-7-16 11:41:46 | 显示全部楼层
谢谢分享,正在研究
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新浪微博达人勋

发表于 2015-7-17 12:31:41 | 显示全部楼层
这个POP怎么感觉跟EOF差不多啊
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新浪微博达人勋

发表于 2016-4-21 22:26:06 | 显示全部楼层
这个pop和eif有什么差异吗?
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新浪微博达人勋

发表于 2017-6-9 08:23:14 | 显示全部楼层
感谢分享{:lxm_24:}{:lxm_24:}
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发表于 2020-5-7 15:37:15 | 显示全部楼层
谢谢分享,正在研究
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