CSMath.Transform

class · ACadSharp · CLR name: CSMath.Transform

Contains the information for translate/scale/rotation or transform matrix to apply to a geometric shape.

Base type: System.Object. Inherited members are documented on their declaring type.

import acadsharp
Type = acadsharp.get_type('CSMath.Transform')

Declared public members

Signatures retain CLR types and names. Python.NET resolves overloads and converts compatible Python values at call time. Property setters are shown only when public. Operators retain their CLR names; Python.NET also maps supported operators to Python syntax.

.ctor

CSMath.Transform()

Default constructor.

.ctor

CSMath.Transform(CSMath.Matrix4 matrix)

Initialize a transform instance with the specified matrix.

• matrix:

.ctor

CSMath.Transform(CSMath.XYZ translation, CSMath.XYZ scale, CSMath.XYZ rotation)

Initialize a transform instance with the specified values.

• translation:
• scale:
• rotation: Rotation value in degrees.

ApplyRotation

CSMath.XYZ ApplyRotation(CSMath.XYZ xyz)

ApplyScale

CSMath.XYZ ApplyScale(CSMath.XYZ xyz)

ApplyTransform

CSMath.XYZ ApplyTransform(CSMath.XYZ xyz, System.Boolean roundZero = True)

Apply transform to a CSMath.XYZ.

• xyz:
• roundZero:

ApplyTranslation

CSMath.XYZ ApplyTranslation(CSMath.XYZ xyz)

CreateRotation

static CSMath.Transform CreateRotation(CSMath.XYZ angles)

CreateRotation

static CSMath.Transform CreateRotation(CSMath.XYZ axis, System.Double angle)

CreateScaling

static CSMath.Transform CreateScaling(CSMath.XYZ scale)

CreateScaling

static CSMath.Transform CreateScaling(CSMath.XYZ scale, CSMath.XYZ origin)

CreateTranslation

static CSMath.Transform CreateTranslation(CSMath.XYZ translation)

TryDecompose

System.Boolean TryDecompose(out CSMath.XYZ translation, out CSMath.XYZ scaling, out CSMath.Quaternion rotation)

Try to decompose the transform into it's components.

Returns: true, if the decompose has succeeded.

• translation:
• scaling:
• rotation:

EulerRotation

CSMath.XYZ EulerRotation { get; set; }

Rotation in Euler angles, the value is in radians.

Matrix

CSMath.Matrix4 Matrix { get; }

Transform matrix.

Quaternion

CSMath.Quaternion Quaternion { get; }

Rotation represented in quaternion form.

Scale

CSMath.XYZ Scale { get; set; }

Scale applied in the transformation.

Translation

CSMath.XYZ Translation { get; set; }

Rotation in Euler angles, the value is in radians.