Hi,
I try to plot a Taylor diagram to compare the different model simulations
with observations. So, i have some basic question about the procedure;
1 - I am using monthly mean precipitation rate field (mm/day) and surface
temperature that is averaged over specified region (i will plot them in
different Taylor diagrams). Is it necessary to interpolate all model
results and observation into a common grid before calculating variances
and cross correlation?
2 - As you already know that the Taylor diagram NCL function basically
expects the ratio of the standardized variances and cross correlation
between model and observation. To calculate the variance, i am using
"variance" function but i think i have to standardize the fields before
applying variance function. Is it correct? If yes, can i use the
"dim_standardize" to do that? The current structure of my scripts seems
like,
model1_variance = variance(model1)
obs_variance = variance(obs)
cc = escorc(obs, model1)
ratio = model1_variance/obs_variance
but i think that it must be,
model1_variance = variance(dim_standardize (model1))
obs_variance = variance(dim_standardize (obs))
cc = escorc(obs, model1)
ratio = model1_variance/obs_variance
PS: you can find my taylor NCL scripts as attachment.
Any suggestions can be helpful.
Thanks,
--ufuk
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