@davidhassell commented on this pull request.
> @@ -606,7 +606,7 @@ For the reconstituted coordinates, cell bounds are stored > separately for each co for the example of 2D bounds. Since the cell bounds are contiguous, bounds points of adjacent cells will coincide and so the full set of bounds points may be represented as a grid, comparable to the coordinate points grid. In the middle part of <<figure_interpolation_of_cell_boundaries>> , both the reconstituted bounds points grid and the reconstituted coordinate points grid are shown for a continuous area, where each bounds point may be shared by up to four cells. -For the purpose of bounds interpolation, a single bounds tie point is created for each coordinate tie point, and is selected as the vertex of the tie point cell that is the closest to the boundary of the interpolation subarea with respect to each interpolated dimension. For the example of 2D bounds, the resulting set of bounds tie points are marked in <<figure_interpolation_of_cell_boundaries>>. +Bounds interpolation uses the same tie point index variables and therefore the same tie point cells as coordinate interpolation. One of the vertices of each coordinate tie point cell is chosen as the bounds tie point for the cell. It is selected as the vertex of the tie point cell that is the closest to the boundary of the interpolation subarea with respect to each interpolated dimension. For the example of 2D bounds, the resulting set of bounds tie points are marked in <<figure_interpolation_of_cell_boundaries>>, where the selected vertices are those closets to the corners of the interpolation subareas. closets -> closest -- 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*pullrequestreview-720083722__;Iw!!G2kpM7uM-TzIFchu!mjoEZzHJJRqj64wknfCuSBBAdPOye_puWbNvZE5YXCPHhO6Shx67C_TGmrwYhtvPIOuJQlKha4Y$ 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].
