I noticed a shift in our plots transitioning from cartopy 0.24 to cartopy 0.25.
This is a minimal test case
import numpy as np
import cartopy.crs as ccrs
proj = ccrs.Stereographic(central_latitude=60.0, central_longitude=5.0)
pc = ccrs.PlateCarree()
# Transform the projection center — should map to (0, 0)
result = proj.transform_point(5.0, 60.0, pc)
print(result) # expecting (0.0, 0.0)
Result for cartopy 0.24 (and numpy 1.x if that matters):
(1.0648497373612918e-09, 2.8606832275143835e-08)
Result for cartopy 0.25 (and numpy 2.x)
(np.float64(1.0576187589792157e-09), np.float64(25096.80415954815))
The proj4_params are identical in both cartopy versions:
{'ellps': 'WGS84',
'proj': 'stere',
'lat_0': 60.0,
'lon_0': 5.0,
'x_0': 0.0,
'y_0': 0.0}
Using these parameters to test pyproj4 gives proper results:
import pyproj
transformer = pyproj.Transformer.from_crs("EPSG:4326",
"+proj=stere +ellps=WGS84 +lat_0=60 +lon_0=5 +x_0=0 +y_0=0",
always_xy=True)
# Project a known point and back
x, y = transformer.transform(5.0, 60.0) # lon, lat at projection center
print(x, y) # should be exactly (0, 0)
Disclaimer: I used claude to generate the test cases, but I discovered the issue in a regression of ours which I followed to this dead end.
The effect is small for our typical use case, but could be large for city level plots, where the desired center could be outside the boundary.
I noticed a shift in our plots transitioning from cartopy 0.24 to cartopy 0.25.
This is a minimal test case
Result for cartopy 0.24 (and numpy 1.x if that matters):
(1.0648497373612918e-09, 2.8606832275143835e-08)
Result for cartopy 0.25 (and numpy 2.x)
(np.float64(1.0576187589792157e-09), np.float64(25096.80415954815))
The proj4_params are identical in both cartopy versions:
Using these parameters to test pyproj4 gives proper results:
Disclaimer: I used claude to generate the test cases, but I discovered the issue in a regression of ours which I followed to this dead end.
The effect is small for our typical use case, but could be large for city level plots, where the desired center could be outside the boundary.