Bezier
- class compas.geometry.Bezier(points)[source]
Bases:
compas.geometry.primitives._primitive.Primitive
A Bezier curve.
A Bezier curve of degree
n
is a linear combination ofn + 1
Bernstein basis polynomials of degreen
.- Parameters
points (sequence) – A sequence of control points, represented by their location in 3D space.
- Attributes
data (dict) – The dictionary representation of the curve.
points (list of
compas.geometry.Point
) – The control points of the curve.degree (int, read-only) – The curve degree.
Examples
>>> curve = Bezier([[0.0, 0.0, 0.0], [0.5, 1.0, 0.0], [1.0, 0.0, 0.0]]) >>> curve.degree 2
Attributes
data
The data dictionary that represents the curve.
degree
The degree of the curve.
points
The control points.
Inherited Attributes
DATASCHEMA
The schema of the data of this object.
JSONSCHEMA
The schema of the JSON representation of the data of this object.
JSONSCHEMANAME
dtype
The type of the object in the form of a '2-level' import and a class name.
guid
The globally unique identifier of the object.
jsondefinitions
Reusable schema definitions.
jsonstring
The representation of the object data in JSON format.
jsonvalidator
JSON schema validator for draft 7.
name
The name of the object.
Methods
Construct a curve from its data representation.
Compute the locus of all points on the curve.
Compute a point on the curve.
Compute the tangent vector at a point on the curve.
Inherited Methods
Make an independent copy of the data object.
Construct an object from serialized data contained in a JSON file.
Construct an object from serialized data contained in a JSON string.
Convert an object to its native data representation.
Serialize the data representation of an object to a JSON file.
Serialize the data representation of an object to a JSON string.
Transform the geometry.
Returns a transformed copy of this geometry.
Validate the object's data against its data schema (self.DATASCHEMA).
Validate the object's data against its json schema (self.JSONSCHEMA).