The "file" pdef Option ----------------------- This hasn't been thoroughly tested yet. Using the file specification on the pdef record, you can supply an arbitrary number of grids to specify the interpolation you want. The form of this record is: PDEF size 1 FILE num <STREAM> <BINARY> fname <SEQUENTIAL> <BINARY-BIG> <BINARY-LITTLE> where the <> brackets indicate required keyword options, and where: size size of the input vector (eg, input x-y 'grid') num number of sets of interpolation grids supplied fname the name of a file which contains the indicated number of sets of interpolation grids, plus a wind rotation grid. STREAM indicates the file (fname) is stream, or direct access, format. SEQUENTIAL indicates the file is FORTRAN sequential format. BINARY indicates the file is in the binary format of the machine GrADS is currently running on. BINARY-BIG indicates the file is BIG_ENDIAN BINARY-LITTLE indicates the file is LITTLE_ENDIAN For example: pdef 5000 1 file 4 sequential binary-big /usr/local/lib/grads/mygrid.interp.values Now this gets a bit complicated. You indicate the number of sets of interpolation grids. These interpolation grids determine how the interpolation is done from the input "grid" (best to think of it as an input vector, since it doesn't have to be a grid). All of the interpolation grids are values provided for each lat-lon point, such lat-lon grids determined by the xdef and ydef records. Each set of interpolation grids consists of two grids, the first being an offset to dtermine the input point of interest, the 2nd being a weight to be used for that point. The frist grid of the set is int, the 2nd grid is float. So, if you provide four sets of interpolation grids, you would be actually supplying 9 grids. (four sets of two grids plus the wind rotation grid). To obtain a value for a particular lat-lon point, GrADS will reference the input vector along with the interpolation grids. It will obtain each point (the number of points determined by the indicated number of sets of interpolation grids), multiply by the weight, sum over all the weighted input points, and divide by the summ of the weights. Input offset values of -999 indicate not to use an input point for that portion of the calculation (thus you can apply less than the "num" number of interpolation points for some of the points). So in theory this can be used for such things as thinned grids, staggered grids, etc. Hope to have an example of this soon.
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