Primitives

ccGenericPrimitive

class pycc.ccGenericPrimitive

Bases: ccMesh

clone(self: pycc.ccGenericPrimitive) → QString

getDrawingPrecision(self: pycc.ccGenericPrimitive) → int

getTransformation(self: pycc.ccGenericPrimitive) → pycc.ccGLMatrix

getTypeName(self: pycc.ccGenericPrimitive) → QString

hasDrawingPrecision(self: pycc.ccGenericPrimitive) → bool

setColor(self: pycc.ccGenericPrimitive, col: pycc.Rgb) → None

setDrawingPrecision(self: pycc.ccGenericPrimitive, steps: int) → bool

ccSphere

class pycc.ccSphere

Bases: ccGenericPrimitive

Parameters:

radius (PointCoordinateType) – radius of the sphere
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object
precision (int, default: 24) – drawing precision (angular step = 360/precision)
uniqueID (int, optional) – unique ID (handle with care)

Example

sphere = pycc.ccSphere(3.0)
sphere2 = pycc.ccSphere(5.0, name="Sphere2")

getRadius(self: pycc.ccSphere) → float

setRadius(self: pycc.ccSphere, radius: float) → None

ccPlane

class pycc.ccPlane

Bases: ccGenericPrimitive, ccPlanarEntityInterface

Parameters:

xWidth (PointCoordinateType) –
yWidth (PointCoordinateType) –
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object
uniqueID (int, optional) – unique ID (handle with care)

Example

>>> import pycc
>>> plane = pycc.ccPlane(10.0, 5.0)
>>> plane.getXWidth()
10.0
>>> plane.getYWidth()
5.0
>>> plane.setXWidth(15.0)
>>> plane.setYWidth(12.5)
>>> plane.getXWidth()
15.0
>>> plane.getYWidth()
12.5

static Fit(cloud: cccorelib.GenericIndexedCloudPersist, rms: float) → pycc.ccPlane

flip(self: pycc.ccPlane) → None

getCenter(self: pycc.ccPlane) → cccorelib.CCVector3

getEquation(self: pycc.ccPlane) → tuple

getXWidth(self: pycc.ccPlane) → float

getYWidth(self: pycc.ccPlane) → float

setXWidth(self: pycc.ccPlane, w: float, autoUpdate: bool = True) → None

setYWidth(self: pycc.ccPlane, h: float, autoUpdate: bool = True) → None

ccTorus

class pycc.ccTorus

Bases: ccGenericPrimitive

Parameters:

insideRadius (PointCoordinateType) –
outsideRadius (PointCoordinateType) –
angleRad (float) – subtended angle (in radians)
rectangularSection (bool) – whether section is rectangular or round
rectSectionHeight (PointCoordinateType) – section height (if rectangular torus)
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object
precision (int, default: 24) – drawing precision (angular step = 360/precision)
uniqueID (int, optional) – unique ID (handle with care)

Example

torus = pycc.ccTorus(5.0, 10.0)

ccBox

class pycc.ccBox

Bases: ccGenericPrimitive

Parameters:

insideRadius (cccorelib.CCVector3) – box dimensions
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object

Example

>>> import pycc
>>> import cccorelib
>>> box = pycc.ccBox(cccorelib.CCVector3(5.0, 10.0, 4.0))

getDimensions(self: pycc.ccBox) → cccorelib.CCVector3

setDimensions(self: pycc.ccBox, dims: cccorelib.CCVector3) → None

ccDish

class pycc.ccDish

Bases: ccGenericPrimitive

Parameters:

radius (PointCoordinateType) – base radius
height (PointCoordinateType) – maximum height of dished surface above base
radius2 (PointCoordinateType, default = 0) –

If radius2 is zero, dish is drawn as a section of sphere.
If radius2 is >0, dish is defined as half of an ellipsoid.
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object

Example

dish = pycc.ccDish(1.0, 4.0)

ccCone

class pycc.ccCone

Bases: ccGenericPrimitive

Parameters:

bottomRadius (PointCoordinateType) –
topRadius (PointCoordinateType) –
height (PointCoordinateType) – cone height (transformation should point to the axis center)
xOff (PointCoordinateType, default = 0) – displacement of axes along X-axis (Snout mode)
yOff (PointCoordinateType, default = 0) – displacement of axes along Y-axis (Snout mode)
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object
precision (int, default: 24) – drawing precision (angular step = 360/precision)
uniqueID (int, optional) – unique ID (handle with care)

Example

cone = pycc.ccCone(10.0, 5.0, 20.0)

getBottomCenter(self: pycc.ccCone) → cccorelib.CCVector3

getBottomRadius(self: pycc.ccCone) → float

getHeight(self: pycc.ccCone) → float

getLargeCenter(self: pycc.ccCone) → cccorelib.CCVector3

getLargeRadius(self: pycc.ccCone) → float

getSmallCenter(self: pycc.ccCone) → cccorelib.CCVector3

getSmallRadius(self: pycc.ccCone) → float

getTopCenter(self: pycc.ccCone) → cccorelib.CCVector3

getTopRadius(self: pycc.ccCone) → float

isSnoutMode(self: pycc.ccCone) → bool

setBottomRadius(self: pycc.ccCone, radius: float) → None

setHeight(self: pycc.ccCone, height: float) → None

setTopRadius(self: pycc.ccCone, radius: float) → None

ccCylinder

class pycc.ccCylinder

Bases: ccCone

Parameters:

radius (PointCoordinateType) –
height (PointCoordinateType) –
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object
precision (int, default: 24) – drawing precision (angular step = 360/precision)
uniqueID (int, optional) – unique ID (handle with care)

Example

cylinder = pycc.ccCylinder(3.0, 10.0)
cylinder2 = pycc.ccCylinder(radius=5.0, height=50, name="Cylinder2")

getRadius(self: pycc.ccCylinder) → float

setRadius(self: pycc.ccCylinder, radius: float) → None

ccQuadric

class pycc.ccQuadric

Bases: ccGenericPrimitive

Parameters:

minCorner (cccorelib.CCVector2) – min corner of the ‘representation’ base area
maxCorner (cccorelib.CCVector2) – max corner of the ‘representation’ base area
eq (list of PointCoordinateType) – equation coefficients ( Z = a + b.X + c.Y + d.X^2 + e.X.Y + f.Y^2) 6 coefficients
dims (list of int, optional) – optional dimension indexes
transMat (, optional) – optional 3D transformation (can be set afterwards with ccDrawableObject::setGLTransformation)
name (str, default: Sphere) – name of the sphere object

Example

quadric = pycc.ccQuadric(
    cccorelib.CCVector2(5.0, 10.0),
    cccorelib.CCVector2(10.0, 20.0),
    [1.0, 2.0, 3.0, 4.0, 5.0, 6.0]
)

static Fit(arg0: cccorelib.GenericIndexedCloudPersist) → float

getEquationCoefs(self: pycc.ccQuadric) → float

getEquationDims(self: pycc.ccQuadric) → cccorelib.Tuple3ub

getEquationString(self: pycc.ccQuadric) → QString

getMaxCorner(self: pycc.ccQuadric) → cccorelib.CCVector2

getMinCorner(self: pycc.ccQuadric) → cccorelib.CCVector2

projectOnQuadric(self: pycc.ccQuadric, P: cccorelib.CCVector3, Q: cccorelib.CCVector3) → float

property DEFAULT_DRAWING_PRECISION