如何使用 R 中的双线性插值降低 netCDF 的分辨率（Regrid）？

Question

I have netCDF files downloaded from here . They are at 0.5*0.5 resolution. I want to re-grid these files at a coarser resolution of 1*1. I found some links. First link talks about re-grid in R, but without using bi-linear interpolation. The second link deals with bi-linear interpolation, but using climate data operator (to which I am not very much familiar). Then I came across an R package HiClimR . In this package, a command coarseR reduces the resolution of data. I converted netCDF file into an excel file and used coarseR . But after getting results I found that this command actually skipped longitude latitude in some way and reduced the resolution to 1*1. In nut shell, my problems are

(1) Is it right to use coarseR for reducing resolution? (2) How can bi-linear transformation be used for my specific problem in R?

Many thanks in advance.

Answer 1

This solution is not in R but just to point out that CDO has some very nice regridding functions built in. For example to regrid to 1x1 regular grid using bilinear interpolation as you ask you can simply do:

cdo remapbil,r720x360 in.nc out.nc

However, if you are converting to a coarser grid then it may be advisable to use a conservative remapping technique, otherwise you can miss points out during the remapping. This is especially important for highly heterogeneous fields such as precipitation. In this case, CDO offers both first and second order conservative remapping techniques. To use the first order technique

cdo remapcon,r720x360 in.nc out.nc

(Note that occasionally you may find CDO throwing a wobbly due to loss of precision during the conversion and in this case it will suggest you use the option "-b32" or "-b64". You don't want to do this unless forced to as it increases the file size.)

Common regridding options to consider are:

• remapbil: Bilinear interpolation
• remapnn: Nearest neighbour interpolation (ie takes value from closest cell)
• remapcon: First order conservative remapping
• remapcon2: Second order conservative remapping