clouddrift.sphere.sphere_to_plane#
- clouddrift.sphere.sphere_to_plane(lon: ndarray, lat: ndarray, lon_origin: float = 0, lat_origin: float = 0) tuple[ndarray, ndarray][source]#
- Convert spherical coordinates to a tangent (Cartesian) plane. - The arrays of input longitudes and latitudes are assumed to be following a contiguous trajectory. The Cartesian coordinate of each successive point is determined by following a great circle path from the previous point. The Cartesian coordinate of the first point is determined by following a great circle path from the origin, by default (0, 0). - The output arrays have the same floating-point output type as the input. - If projecting multiple trajectories onto the same plane, use - apply_ragged()for highest accuracy.- Parameters#- lonnp.ndarray
- An N-d array of longitudes in degrees 
- latnp.ndarray
- An N-d array of latitudes in degrees 
- lon_originfloat, optional
- Origin longitude of the tangent plane in degrees, default 0 
- lat_originfloat, optional
- Origin latitude of the tangent plane in degrees, default 0 
 - Returns#- xnp.ndarray
- x-coordinates on the tangent plane 
- ynp.ndarray
- y-coordinates on the tangent plane 
 - Examples#- >>> sphere_to_plane(np.array([0., 1.]), np.array([0., 0.])) (array([ 0. , 111318.84502145]), array([0., 0.])) - You can also specify an origin longitude and latitude: - >>> sphere_to_plane(np.array([0., 1.]), np.array([0., 0.]), lon_origin=1, lat_origin=0) (array([-111318.84502145, 0. ]), array([1.36326267e-11, 1.36326267e-11])) - Raises#- AttributeError
- If - lonand- latare not NumPy arrays
 - See Also#
