LSSTApplications  18.1.0
LSSTDataManagementBasePackage
vignette.py
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1 # This file is part of ip_isr.
2 #
3 # Developed for the LSST Data Management System.
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5 # (https://www.lsst.org).
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21 import numpy
22 
23 import lsst.geom
24 import lsst.afw.geom as afwGeom
25 
26 from lsst.pex.config import Config, Field
27 from lsst.pipe.base import Task
28 
29 
31  """
32  Settings to define vignetteing pattern
33  """
34  xCenter = Field(
35  dtype=float,
36  doc="Center of vignetting pattern, in focal plane x coordinates.",
37  default=0.0,
38  )
39  yCenter = Field(
40  dtype=float,
41  doc="Center of vignetting pattern, in focal plane y coordinates.",
42  default=0.0,
43  )
44  radius = Field(
45  dtype=float,
46  doc="Radius of vignetting pattern, in focal plane coordinates.",
47  default=100.0,
48  check=lambda x: x >= 0
49  )
50  numPolygonPoints = Field(
51  dtype=int,
52  doc="Number of points used to define the vignette polygon.",
53  default=100,
54  )
55  doWriteVignettePolygon = Field(
56  dtype=bool,
57  doc="Persist polygon used to define vignetted region?",
58  default=False,
59  )
60 
61 
63  """Define a simple circular vignette pattern.
64  """
65  ConfigClass = VignetteConfig
66  _DefaultName = "isrVignette"
67 
68  def run(self, exposure):
69  """Generate circular vignette pattern.
70 
71  Parameters
72  ----------
73  exposure : `lsst.afw.image.Exposure`
74  Exposure to construct vignette for.
75 
76  Returns
77  -------
78  polygon : `lsst.afw.Geom.Polygon`
79  Polygon defining the boundary of the vignetted region.
80  """
81 
82  if self.config.doWriteVignettePolygon:
83  theta = numpy.linspace(0, 2*numpy.pi, num=self.config.numPolygonPoints, endpoint=False)
84  x = self.config.radius*numpy.cos(theta) + self.config.xCenter
85  y = self.config.radius*numpy.sin(theta) + self.config.yCenter
86  points = numpy.array([x, y]).transpose()
87  polygon = afwGeom.Polygon([lsst.geom.Point2D(x1, y1) for x1, y1 in reversed(points)])
88  return polygon
89  else:
90  return None
Cartesian polygons.
Definition: Polygon.h:59