Type | Intent | Optional | Attributes | Name | ||
---|---|---|---|---|---|---|
real, | intent(out) | :: | x | |||
real, | intent(out) | :: | y | |||
real, | intent(in) | :: | lon_in | |||
real, | intent(in) | :: | lat_in | |||
double precision, | intent(in) | :: | projection_attr(10) |
subroutine LL2LAEA_spherical(x, y, lon_in, lat_in, projection_attr) ! https://mathworld.wolfram.com/LambertAzimuthalEqual-AreaProjection.html ! grid_mapping_name = lambert_azimuthal_equal_area ! Map parameters: ! longitude_of_projection_origin ! latitude_of_projection_origin ! false_easting - This parameter is optional (default is 0) ! false_northing - This parameter is optional (default is 0)lat_stand1_lambert=projection_attributes(1) double precision, intent(in) :: projection_attr(10) real, intent(in) :: lon_in, lat_in real, intent(out):: x, y ! Local variables real :: r real :: earth_radius real :: deg2rad, rad2deg, k_lambert real :: lat0, lat0_in, lon0, lon0_in real :: false_easting, false_northing real :: lon, lat lon0_in = projection_attr(1) lat0_in = projection_attr(2) false_easting = projection_attr(3) false_northing = projection_attr(4) earth_radius = projection_attr(5) deg2rad = PI/180.0 rad2deg = 180.0/PI r = earth_radius lat0 = lat0_in*deg2rad lon0 = lon0_in*deg2rad lon = lon_in*deg2rad lat = lat_in*deg2rad k_lambert = sqrt(2.0/(1.0 + sin(lat0)*sin(lat) + cos(lat0)*cos(lat)*cos(lon - lon0))) x = false_easting + r*k_lambert*cos(lat)*sin(lon - lon0) y = false_northing + r*k_lambert*(cos(lat0)*sin(lat) - sin(lat0)*cos(lat)*cos(lon - lon0)) end subroutine LL2LAEA_spherical