def __sortVertices(self):
"""sort input vertices."""
groups = {}
for p in self.__rawvertices:
if p[2] not in groups:
groups[p[2]] = []
groups[p[2]].append((p[0], p[1]))
zValues = groups.keys()
zValues.sort()
pointGroups = groups.values()
assert len(zValues) == 2, \
'Number of Z values must be 2 not {}: {}.'.format(len(zValues),
zValues)
for g in pointGroups:
assert len(g) == 4
# the points in both height are identical so I just take the first group
# and sort them
xAxisReversed = (-self.xAxis[0], -self.xAxis[1])
centerPt = self.center[:2]
sortedPoints2d = \
sorted(pointGroups[0],
key=lambda x: vectormath.angleAnitclockwise(
xAxisReversed, tuple(c1 - c2 for c1, c2
in zip(x, centerPt))))
sortedPoints = [(pt[0], pt[1], z) for z in zValues
for pt in sortedPoints2d]
return sortedPoints
def __sortVertices(self):
"""sort input vertices."""
groups = {}
for p in self.__rawvertices:
if p[2] not in groups:
groups[p[2]] = []
groups[p[2]].append((p[0], p[1]))
zValues = groups.keys()
zValues.sort()
pointGroups = groups.values()
assert len(zValues) == 2, \
'Number of Z values must be 2 not {}: {}.'.format(len(zValues),
zValues)
for g in pointGroups:
assert len(g) == 4
# the points in both height are identical so I just take the first group
# and sort them
xAxisReversed = (-self.xAxis[0], -self.xAxis[1])
centerPt = self.center[:2]
sortedPoints2d = \
sorted(pointGroups[0],
key=lambda x: vectormath.angleAnitclockwise(
xAxisReversed, tuple(c1 - c2 for c1, c2
in zip(x, centerPt))))
sortedPoints = tuple((pt[0], pt[1], z) for z in zValues
for pt in sortedPoints2d)
return sortedPoints
def fromMinMax(cls, minPt, maxPt, convertToMeters=1, nDivXYZ=None, grading=None,
xAxis=None):
"""Create BlockMeshDict from minimum and maximum point.
Args:
minPt: Minimum point of bounding box as (x, y, z).
maxPt: Maximum point of bounding box as (x, y, z).
convertToMeters: Scaling factor for the vertex coordinates.
nDivXYZ: Number of divisions in (x, y, z) as a tuple (default: 5, 5, 5).
grading: A simpleGrading (default: simpleGrading(1, 1, 1)).
xAxis: An optional tuple that indicates the xAxis direction
(default: (1, 0)).
"""
_xAxis = vectormath.normalize((xAxis[0], xAxis[1], 0) if xAxis else (1, 0, 0))
_zAxis = (0, 0, 1)
_yAxis = vectormath.crossProduct(_zAxis, _xAxis)
diagonal2D = tuple(i - j for i, j in zip(maxPt, minPt))[:2]
_angle = radians(vectormath.angleAnitclockwise(_xAxis[:2], diagonal2D))
width = cos(_angle) * vectormath.length(diagonal2D)
length = sin(_angle) * vectormath.length(diagonal2D)
height = maxPt[2] - minPt[2]
vertices = tuple(
vectormath.move(minPt,
vectormath.sums((vectormath.scale(_xAxis, i * width),
vectormath.scale(_yAxis, j * length),
vectormath.scale(_zAxis, k * height))
))
for i in range(2) for j in range(2) for k in range(2))
return cls.fromVertices(vertices, convertToMeters, nDivXYZ, grading,
xAxis)
def fromMinMax(cls,
minPt,
maxPt,
convertToMeters=1,
nDivXYZ=None,
grading=None,
xAxis=None):
"""Create BlockMeshDict from minimum and maximum point.
Args:
minPt: Minimum point of bounding box as (x, y, z).
maxPt: Maximum point of bounding box as (x, y, z).
convertToMeters: Scaling factor for the vertex coordinates.
nDivXYZ: Number of divisions in (x, y, z) as a tuple (default: 5, 5, 5).
grading: A simpleGrading (default: simpleGrading(1, 1, 1)).
xAxis: An optional tuple that indicates the xAxis direction
(default: (1, 0)).
"""
_xAxis = vectormath.normalize((xAxis[0], xAxis[1],
0) if xAxis else (1, 0, 0))
_zAxis = (0, 0, 1)
_yAxis = vectormath.crossProduct(_zAxis, _xAxis)
diagonal2D = tuple(i - j for i, j in zip(maxPt, minPt))[:2]
_angle = radians(vectormath.angleAnitclockwise(_xAxis[:2], diagonal2D))
width = cos(_angle) * vectormath.length(diagonal2D)
length = sin(_angle) * vectormath.length(diagonal2D)
height = maxPt[2] - minPt[2]
vertices = [
vectormath.move(
minPt,
vectormath.sums((vectormath.scale(_xAxis, i * width),
vectormath.scale(_yAxis, j * length),
vectormath.scale(_zAxis, k * height))))
for i in range(2) for j in range(2) for k in range(2)
]
return cls.fromVertices(vertices, convertToMeters, nDivXYZ, grading,
xAxis)
