Description Usage Arguments Value References Examples
View source: R/SailoR.Indices.R
This function returns a data frame with all the statistics used by the Sailor diagram for the set of different models in data frame mod
with the reference in data frame ref
.
1 | SailoR.Indices(ref, mod, Ensembles = FALSE)
|
ref |
A data frame with the reference observations. It should have 3 columns: name, zonal component and meridional component. |
mod |
A data frame with the model data. It should have 3 columns: name, zonal component and meridional component. More than one model can be included under different names. Additionally, |
Ensembles |
If |
The result is a data frame with a summary of the statistics obtained:
meanU |
mean of the U dataset. |
meanV |
mean of the V dataset. |
RMSE |
root mean square error between U and V. |
sdUx |
standard deviation of zonal component (U). |
sdUy |
standard deviation of meridional component (U). |
sdVx |
standard deviation of zonal component (V). |
sdVy |
standard deviation of meridional component (V). |
Eu |
EOF matrix for the U dataset. |
Ev |
EOF matrix for the V dataset. |
Sigmau |
matrix with standard deviations of U (2x2 matrix). |
Sigmav |
matrix with standard deviations of V (2x2 matrix). |
TotVarU |
total variance of the U dataset. |
TotVarV |
total variance of the V dataset. |
thetau |
angle of EOF1 (U) with zonal axis. |
thetav |
angle of EOF1 (V) with meridional axis. |
thetavu |
rotation angle from U EOFs to V EOFs. |
R2vec |
vector correlation squared in 2D as defined by Breaker, Gemmill and Crossby (1994). |
Rvu |
rotation matrix to express Ev as a rotation from Eu. |
EccentricityU |
eccentricity of the ellipses from the reference dataset. |
EccentricityV |
eccentricity of the ellipses from the model dataset. |
congruenceEOF |
congruence coefficients (absolute value) for EOFs. |
L. C. Breaker, W. H. Gemmill and D. S. Crosby (1994). The application of a technique for vector correlation to problems in meteorology and oceanography. Journal of Applied Meteorology, 33(11), 1354-1365.
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