4 |
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5 |
! Some confusing vocabulary in this code! |
! Some confusing vocabulary in this code! |
6 |
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7 |
! A regular grid is a grid which is i, j indices and thus it is |
! A regular grid is a grid with i, j indices and thus it is |
8 |
! stored in a 2D matrix. This is opposed to an irregular grid which |
! stored in a 2D matrix. This is opposed to an irregular grid which |
9 |
! is only in a vector and where we do not know which neighbors we |
! is in a vector and where we do not know which neighbours we |
10 |
! have. As a consequence we need the bounds for each grid-cell. |
! have. As a consequence we need the bounds for each grid-cell. |
11 |
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12 |
! A rectilinear grid is a special case of a regular grid in which |
! A rectilinear grid is a special case of a regular grid in which |
13 |
! all longitudes for i constant are equal and all latitudes for j |
! all longitudes for i constant are equal and all latitudes for j |
14 |
! constant. In other words we do not need the full 2D matrix to |
! constant are equal. In other words we do not need the full 2D |
15 |
! describe the grid, just two vectors. |
! matrix to describe the grid, just two vectors. |
16 |
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17 |
IMPLICIT NONE |
IMPLICIT NONE |
18 |
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