@AndersMS commented on this pull request.
> +Note that the value of `s` varies from `0.0` at the tie point `A` to `1.0` > at tie point `B`. For example, if `ia = 100` and `ib = 110` and the index in > the target domain of the coordinate value to be reconstituted is `i = 105`, > then `s = (105 - 100)/(110 - 100) = 0.5`. + +In the case of two dimensional interpolation, the two interpolation variables are equivalently computed as + +`s1 = s(ia1, ib1, i1) = (i1 - ia1)/(ib1 - ia1)` + +`s2 = s(ia2, ic2, i2) = (i2 - ia2)/(ic2 - ia2)` + +where `ia1` and `ib1` are the first dimension indices in the target domain of the tie points `A` and `B` respectively, `ia2` and `ic2` are the second dimension indices in the target domain of the tie points `A` and `D` respectively and the indices `i1` and `i2` are the first and second dimension indices respectively in the target domain of the coordinate value to be reconstituted. + +For the reconstitution of the uncompressed coordinate and auxiliary coordinate variables the interpolation method can be applied independently for each interpolation zone, making it possible to parallelize the computational process. + +The following notation is used: + +A variable staring with `v` denotes a vector and `v.x` , `v.y` and `v.z` refer to the three coordinates of that vector. + +A variable staring with `ll` denotes a latitude-longitude coordinate pair and `ll.lat` and `ll.lon` refer to the latitude and longitude coordinates. + +For one dimensional interpolation, `i` is an index in the interpolation dimension, `tp` is an index in the tie point interpolation dimension and `iz` is an index in the interpolation zone dimensions. +For two dimensional interpolation, `i1` and `i2` are indices in the interpolation dimensions, `tp1` and `tp2` are indices in the tie point interpolation dimensions and `iz1` and `iz2` are indices in the interpolation zone dimensions. + Sure, that would be fine. I will update accordingly. Anders -- You are receiving this because you are subscribed to this thread. Reply to this email directly or view it on GitHub: https://urldefense.us/v3/__https://github.com/cf-convention/cf-conventions/pull/326*discussion_r669588437__;Iw!!G2kpM7uM-TzIFchu!ijlUcTitlPFxmuWbtpzhALRw4nY0KWefbOYu_Ny98Pyf5l9YgLrQYsYfXb2vsmhrOQyrOKoQh0g$ This list forwards relevant notifications from Github. It is distinct from [email protected], although if you do nothing, a subscription to the UCAR list will result in a subscription to this list. To unsubscribe from this list only, send a message to [email protected].
