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/dports/graphics/py-cartopy/Cartopy-0.19.0.post1/lib/cartopy/tests/crs/
H A Dtest_mollweide.py20 moll = ccrs.Mollweide()
32 moll = ccrs.Mollweide(globe=globe)
44 moll = ccrs.Mollweide(globe=globe)
60 moll = ccrs.Mollweide(globe=globe)
72 crs = ccrs.Mollweide()
73 crs_offset = ccrs.Mollweide(false_easting=1234, false_northing=-4321)
82 moll = ccrs.Mollweide(central_longitude=lon)
97 moll = ccrs.Mollweide(globe=globe)
131 moll = ccrs.Mollweide(central_longitude=-90.0,
/dports/misc/py-kartograph/kartograph.py-0.6.8/kartograph/proj/
H A Dpseudocylindrical.py157 class Mollweide(PseudoCylindrical): class
208 self.p1 = Mollweide()
220 class WagnerIV(Mollweide):
223 Mollweide.__init__(self, p=1.0471975511965976, flip=flip)
226 class WagnerV(Mollweide):
228 Mollweide.__init__(self, cx=0.90977, cy=1.65014, cp=3.00896, flip=flip)
H A D__init__.py39 projections['mollweide'] = Mollweide
/dports/science/healpix/Healpix_3.50/src/idl/visu/
H A Didentify_projection.pro54 message,'should be either Mollweide or Gnomic or Cartesian or Diamonds or AzEq'
57 ; message,'should be either Mollweide or Gnomic or Cartesian'
H A Dmoll2pix.pro30 ; convert a uv position on a Mollweide map into a pixel number and
71 ; we go from the final Mollweide map (system coord_out) to
H A Dshow_off.pro48 title='Mollweide projection',subtitle='mollview' ,$
H A Ddata2moll.pro38 ; turns a Healpix or Quad-cube map into in Mollweide egg
70 fudge = 1.02 ; spare some space around the Mollweide egg
253 ; we go from the final Mollweide map (system coord_out) to
322 ; costly coloring operation on the Mollweide map
H A Dvec2moll.pro31 ; returns u,v position on Mollweide map corresponding to 3D vector 'vec'
H A Doutline_coord2uv.pro59 ; Projection=,Mollweide=, Gnomic=, Cartesian=, Orthographic=,Flip=,Show=,half_sky
88 ; Mollweide =
108 ; makes a UV projection in either Mollweide or Gnomic scheme
/dports/science/healpix/Healpix_3.50/src/idl/examples/
H A Dcoadd_raw_obs.pro31 ; pixel maps, put them in a FITS file, see them in Mollweide
97 ; look at the map in Mollweide projection and makes a png file of it
/dports/graphics/py-cartopy/Cartopy-0.19.0.post1/examples/scalar_data/
H A Dwaves.py32 ax = fig.add_subplot(1, 1, 1, projection=ccrs.Mollweide())
/dports/graphics/gmt/gmt-6.3.0/doc/scripts/
H A DGMT_-J.sh39 3 1.05 Mollweide [E]
/dports/graphics/py-cartopy/Cartopy-0.19.0.post1/lib/cartopy/tests/mpl/
H A Dtest_features.py47 ax = plt.axes(projection=ccrs.Mollweide())
/dports/devel/tcllib/tcllib-1.20/modules/mapproj/
H A Dmapproj.tcllib.man50 Converts to the Mollweide projection.
52 Converts from the Mollweide projection.
230 projections (Miller Cylindrical, Mollweide, Eckert IV, Eckert VI, Robinson,
242 the cylindrical equal area, Eckert IV and VI, Mollweide, Robinson, and Hammer
256 azimuthal-equidistant, Hammer, or Mollweide projections; these all project
288 equal-area conic, sinusoidal, Mollweide and Hammer
/dports/devel/tcllibc/tcllib-1.20/modules/mapproj/
H A Dmapproj.tcllib.man50 Converts to the Mollweide projection.
52 Converts from the Mollweide projection.
230 projections (Miller Cylindrical, Mollweide, Eckert IV, Eckert VI, Robinson,
242 the cylindrical equal area, Eckert IV and VI, Mollweide, Robinson, and Hammer
256 azimuthal-equidistant, Hammer, or Mollweide projections; these all project
288 equal-area conic, sinusoidal, Mollweide and Hammer
/dports/math/saga/saga-8.1.3/saga-gis/src/tools/projection/pj_geotrans/geotrans/
H A Dengine.c200 Mollweide_Parameters Mollweide; member
236 Mollweide_Tuple Mollweide; member
502 Default_Parameters[Mollweide].Mollweide.central_meridian = central_meridian; in Set_Defaults()
503 Default_Parameters[Mollweide].Mollweide.false_easting = false_easting; in Set_Defaults()
504 Default_Parameters[Mollweide].Mollweide.false_northing = false_northing; in Set_Defaults()
505 Default_Coordinates[Mollweide].Mollweide.easting = 0.0; in Set_Defaults()
506 Default_Coordinates[Mollweide].Mollweide.northing = 0.0; in Set_Defaults()
6676 case Mollweide: in Convert()
7886 case Mollweide: in Convert()
7909 output->coordinates.Mollweide = coord; in Convert()
[all …]
/dports/graphics/py-cartopy/Cartopy-0.19.0.post1/docs/source/crs/
H A Dprojections.rst148 Mollweide section in Cartopy projection list
151 .. autoclass:: cartopy.crs.Mollweide
159 ax = plt.axes(projection=ccrs.Mollweide())
/dports/graphics/py-cartopy/Cartopy-0.19.0.post1/lib/cartopy/tests/
H A Dtest_crs.py180 rugby_moll = ccrs.Mollweide(globe=rugby_globe)
181 footy_moll = ccrs.Mollweide(globe=footy_globe)
/dports/astro/py-astropy/astropy-5.0/docs/wcs/
H A Dsupported_projections.rst37 - ``MOL``: Mollweide's projection
/dports/devel/tcllib/tcllib-1.20/embedded/md/tcllib/files/modules/mapproj/
H A Dmapproj.md150 Converts to the Mollweide projection\.
154 Converts from the Mollweide projection\.
399 Cylindrical, Mollweide, Eckert IV, Eckert VI, Robinson, and Hammer\)\. If the
410 area, Eckert IV and VI, Mollweide, Robinson, and Hammer projections are good
423 azimuthal\-equidistant, Hammer, or Mollweide projections; these all project the
452 cylindrical equal\-area, Albers equal\-area conic, sinusoidal, Mollweide and
/dports/devel/tcllibc/tcllib-1.20/embedded/md/tcllib/files/modules/mapproj/
H A Dmapproj.md150 Converts to the Mollweide projection\.
154 Converts from the Mollweide projection\.
399 Cylindrical, Mollweide, Eckert IV, Eckert VI, Robinson, and Hammer\)\. If the
410 area, Eckert IV and VI, Mollweide, Robinson, and Hammer projections are good
423 azimuthal\-equidistant, Hammer, or Mollweide projections; these all project the
452 cylindrical equal\-area, Albers equal\-area conic, sinusoidal, Mollweide and
/dports/math/asymptote/asymptote-2.67/examples/
H A Dworldmap.asy25 // calculate the Mollweide projection centered at lambda0 for the point
/dports/math/py-yt/yt-4.0.1/yt/visualization/tests/
H A Dtest_geo_projections.py78 assert isinstance(self.slc._projection, cartopy.crs.Mollweide)
/dports/math/py-yt/yt-4.0.1/doc/source/visualizing/
H A Dgeographic_projections_and_transforms.rst105 option of ``Mollweide`` will be displayed.
112 If an option other than ``Mollweide`` is desired, the plot projection type can
/dports/print/texlive-base/texlive-20150521-source/utils/asymptote/examples/
H A Dworldmap.asy26 // calculate the Mollweide projection centered at lambda0 for the point

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