wradlib.georef.rect.get_radolan_grid#

wradlib.georef.rect.get_radolan_grid(nrows=None, ncols=None, **kwargs)[source]#

Calculates x/y coordinates of radolan grid of the German Weather Service

Returns the x,y coordinates of the radolan grid positions (lower left corner of every pixel). The radolan grid is a polarstereographic projection, the projection information was taken from RADOLAN-RADVOR-OP Kompositformat_2.2.2 [DWD, 2009]

Coordinates for 900km x 900km grid#
Coordinate	lon	lat	x	y
LowerLeft	3.5889E	46.9526N	-523.4622	-4658.645
LowerRight	14.6209E	47.0705N	376.5378	-4658.645
UpperRight	15.7208E	54.7405N	376.5378	-3758.645
UpperLeft	2.0715E	54.5877N	-523.4622	-3758.645

Coordinates for 1100km x 900km grid#
Coordinate	lon	lat	x	y
LowerLeft	4.6759E	46.1929N	-443.4622	-4758.645
LowerRight	15.4801E	46.1827N	456.5378	-4758.645
UpperRight	17.1128E	55.5342N	456.5378	-3658.645
UpperLeft	3.0889E	55.5482N	-443.4622	-3658.645

Coordinates for 1500km x 1400km grid#
Coordinate	lon	lat	x	y
LowerLeft	2.3419E	43.9336N	-673.4622	-5008.645

Parameters

nrows (int) – number of rows (460, 900 by default, 1100, 1500)
ncols (int) – number of columns (460, 900 by default, 1400)

Keyword Arguments

wgs84 (bool) – if True, output coordinates are in wgs84 lonlat format (default: False)
mode (str) – ‘radolan’ - lower left pixel coordinates ‘center’ - pixel center coordinates ‘edge’ - pixel edge coordinates
crs (osgeo.osr.SpatialReference | str) – projection of the DWD grid with spheroid model or string trig to use trigonometric formulas for calculation (only for earth model - sphere). Defaults to None (earth model - sphere).

Returns

radolan_grid (numpy.ndarray) – Array of xy- or lonlat-grid. shape is (nrows, ncols, 2) if mode=’radolan’ shape is (nrows, ncols, 2) if mode=’center’ shape is (nrows+1, ncols+1, 2) if mode=’edge’

Examples

>>> # using osr spatial reference transformation
>>> import wradlib.georef as georef  # noqa
>>> radolan_grid = georef.get_radolan_grid()
>>> print("{0}, ({1:.4f}, {2:.4f})".format(radolan_grid.shape, *radolan_grid[0,0,:]))  # noqa
(900, 900, 2), (-523.4622, -4658.6447)

>>> # using pure trigonometric transformations
>>> import wradlib.georef as georef
>>> radolan_grid = georef.get_radolan_grid(crs="trig")
>>> print("{0}, ({1:.4f}, {2:.4f})".format(radolan_grid.shape, *radolan_grid[0,0,:]))  # noqa
(900, 900, 2), (-523.4622, -4658.6447)

>>> # using osr spatial reference transformation
>>> import wradlib.georef as georef
>>> radolan_grid = georef.get_radolan_grid(1500, 1400)
>>> print("{0}, ({1:.4f}, {2:.4f})".format(radolan_grid.shape, *radolan_grid[0,0,:]))  # noqa
(1500, 1400, 2), (-673.4622, -5008.6447)

>>> # using osr spatial reference transformation
>>> import wradlib.georef as georef
>>> radolan_grid = georef.get_radolan_grid(900, 900, wgs84=True)
>>> print("{0}, ({1:.4f}, {2:.4f})".format(radolan_grid.shape, *radolan_grid[0,0,:]))  # noqa
(900, 900, 2), (3.5889, 46.9526)

See Polar Stereographic Projection.

Raises: TypeError –

wradlib.georef.rect.get_radolan_grid

Contents

wradlib.georef.rect.get_radolan_grid#