PixelRegion¶
- class regions.PixelRegion[source]¶
Bases:
RegionBase class for all regions defined in pixel coordinates.
Attributes Summary
The exact analytical area of the region shape.
The minimal bounding box (in integer pixel coordinates) that contains the region.
Methods Summary
as_artist([origin])Convert to matplotlib patch object for this region.
contains(pixcoord)Check whether a position or positions fall inside the region.
intersection(other)Return a region representing the intersection of this region with
other.plot([origin, ax])Plot the region on a matplotlib
Axesinstance.symmetric_difference(other)Return the union of the two regions minus any areas contained in the intersection of the two regions.
to_mask([mode, subpixels])Return a mask for the region.
to_sky(wcs)Return a region defined in sky coordinates.
to_spherical_sky([wcs, ...])Convert to an equivalent spherical
SphericalSkyRegioninstance.union(other)Return a region representing the union of this region with
other.Attributes Documentation
- area¶
The exact analytical area of the region shape.
- bounding_box¶
The minimal bounding box (in integer pixel coordinates) that contains the region.
- meta = {}¶
- visual = {}¶
Methods Documentation
- abstractmethod as_artist(origin=(0, 0), **kwargs)[source]¶
Convert to matplotlib patch object for this region.
- abstractmethod contains(pixcoord)[source]¶
Check whether a position or positions fall inside the region.
- Parameters:
- pixcoord
PixCoord The position or positions to check.
- pixcoord
- intersection(other)[source]¶
Return a region representing the intersection of this region with
other.- Parameters:
- other
Region The other region to use for the intersection.
- other
- plot(origin=(0, 0), ax=None, **kwargs)[source]¶
Plot the region on a matplotlib
Axesinstance.- Parameters:
- Returns:
- artist
matplotlib.artist.Artist The matplotlib artist (typically a
Patchobject) for the plotted region. The artist can be used, for example, when adding a plot legend.
- artist
- symmetric_difference(other)[source]¶
Return the union of the two regions minus any areas contained in the intersection of the two regions.
- Parameters:
- other
Region The other region to use for the symmetric difference.
- other
- abstractmethod to_mask(mode='center', subpixels=5)[source]¶
Return a mask for the region.
- Parameters:
- mode{‘center’, ‘exact’, ‘subpixels’}, optional
The method used to determine the overlap of the region on the pixel grid. Not all options are available for all region types. Note that the more precise methods are generally slower. The following methods are available:
'center': A pixel is considered to be entirely in or out of the region depending on whether its center is in or out of the region. The returned mask will contain values only of 0 (out) and 1 (in).'exact'(default): The exact fractional overlap of the region and each pixel is calculated. The returned mask will contain values between 0 and 1.'subpixel': A pixel is divided into subpixels (see thesubpixelskeyword), each of which are considered to be entirely in or out of the region depending on whether its center is in or out of the region. Ifsubpixels=1, this method is equivalent to'center'. The returned mask will contain values between 0 and 1.
- subpixelsint, optional
For the
'subpixel'mode, resample pixels by this factor in each dimension. That is, each pixel is divided intosubpixels ** 2subpixels.
- Returns:
- mask
RegionMask A mask for the region.
- mask
- abstractmethod to_sky(wcs)[source]¶
Return a region defined in sky coordinates.
- Parameters:
- wcs
WCS The world coordinate system transformation to use to convert from pixels to sky coordinates.
- wcs
- Returns:
- sky_region
SkyRegion The sky region.
- sky_region
Notes
The conversion between pixel and sky coordinates is an approximation. The pixel region shape is mapped to a sky region shape using the local pixel scale and angle at the region center. Projection effects over the extent of the region are not accounted for. The region shape type is always preserved (e.g., a
CirclePixelRegionconverts to aCircleSkyRegion).For WCS with distortions (e.g., SIP), the local Jacobian matrix of the WCS transformation is used to compute directional scale factors and angle. For WCS without distortions, a local pixel scale and angle are computed using offset-based methods.
- abstractmethod to_spherical_sky(wcs=None, include_boundary_distortions=False, n_points=None)[source]¶
Convert to an equivalent spherical
SphericalSkyRegioninstance.- Parameters:
- wcs
WCSinstance, optional The world coordinate system transformation to use to convert between sky and pixel coordinates. Required if transforming with boundary distortions (if
include_boundary_distortionsis True). Ignored if boundary distortions not included.- include_boundary_distortionsbool, optional
If True, accounts for boundary distortions in spherical to planar conversions, by discretizing the boundary and converting the boundary polygon. Default is False, which converts to an equivalent idealized shape.
- n_pointsint, optional
The number of polygon vertices for boundary discretization. This keyword will have effect unless
include_boundary_distortions=True. Default is 100.
- wcs
- Returns:
- spherical_sky_region
SphericalSkyRegion A spherical sky region, with an equivalent shape (if
include_boundary_distortionsis False), or a discretized polygon of the boundary (ifinclude_boundary_distortionsis True).
- spherical_sky_region