LuciadCPillar C# 2024.0.08
Luciad.Geometries.BezierCurve Class Reference

Represents a BezierCurve. More...

Inheritance diagram for Luciad.Geometries.BezierCurve:
Luciad.Geometries.Curve Luciad.Geometries.Geometry

Properties

Luciad.Cartesian.Coordinate ControlPoint [get]
 The control point (second control point) of the quadratic Bezier curve. More...
 
Luciad.Cartesian.Coordinate EndPoint [get]
 The end point (third control point) of the quadratic Bezier curve. More...
 
Luciad.Cartesian.Coordinate StartPoint [get]
 The start point (first control point) of the quadratic Bezier curve. More...
 
- Properties inherited from Luciad.Geometries.Curve
double Length2D [get]
 The length of the curve. More...
 
- Properties inherited from Luciad.Geometries.Geometry
Luciad.Geometries.Bounds Bounds [get]
 The bounds for the geometry object. More...
 
Luciad.Geodesy.CoordinateReference Reference [get]
 The coordinate reference of the geometry. More...
 

Additional Inherited Members

- Public Member Functions inherited from Luciad.Geometries.Curve
virtual Luciad.Cartesian.Coordinate ComputePoint (double parameter)
 Computes a point of the curve, defined by the given parameter. More...
 
- Public Member Functions inherited from Luciad.Geometries.Geometry
void Dispose ()
 

Detailed Description

Property Documentation

◆ ControlPoint

Luciad.Cartesian.Coordinate Luciad.Geometries.BezierCurve.ControlPoint
get

The control point (second control point) of the quadratic Bezier curve.

[get]

Returns the control point (second control point) of the quadratic Bezier curve.

◆ EndPoint

Luciad.Cartesian.Coordinate Luciad.Geometries.BezierCurve.EndPoint
get

The end point (third control point) of the quadratic Bezier curve.

[get]

Returns the end point (third control point) of the quadratic Bezier curve.

◆ StartPoint

Luciad.Cartesian.Coordinate Luciad.Geometries.BezierCurve.StartPoint
get

The start point (first control point) of the quadratic Bezier curve.

[get]

Returns the start point (first control point) of the quadratic Bezier curve.