PolygonalROI#
- class glue.core.roi.PolygonalROI(vx=None, vy=None)[source]#
Bases:
VertexROIBase
A class to define 2D polygonal regions of interest.
- Parameters:
- vxfloat or array-like, optional
Initial x vertices.
- vyfloat or array-like, optional
Initial y vertices.
Methods Summary
area
([signed])Return area of polygon using the shoelace formula.
center
()Return the (x, y) coordinates of the ROI center
centroid
()Return centroid (centre of mass) of polygon.
contains
(x, y)Test which of a set of (x, y) points fall within the region of interest.
mean
()Return arithmetic mean (of vertex positions) of polygon.
move_to
(new_x, new_y)Translate the ROI to a center of (x, y)
rotate_to
(theta[, center])Rotate polygon to position angle theta around center.
Methods Documentation
- area(signed=False)[source]#
Return area of polygon using the shoelace formula.
- Parameters:
- signedbool, optional
If True, return signed area from the cross product calculation, indicating whether vertices are ordered clockwise (negative) or counter clockwise (positive).
- contains(x, y)[source]#
Test which of a set of (x, y) points fall within the region of interest.
- Parameters:
- xfloat or array-like
x coordinate(s) of point(s).
- yfloat or array-like
y coordinate(s) of point(s).
- Returns:
- insidebool or ~numpy.ndarray
An boolean iterable, where each element is True if the corresponding (x, y) tuple is inside the Roi.
- Raises:
- UndefinedROI
If not defined.
- rotate_to(theta, center=None)[source]#
Rotate polygon to position angle theta around center.
- Parameters:
- thetafloat
Angle of anticlockwise rotation around center in radian.
- centerpair of float, optional
Coordinates of center of rotation. Defaults to
centroid()
, for linear “polygons” tomean()
.