Constructor BezierCurve

BezierCurve(float3, float3)

Construct a cubic Bezier curve from a linear curve. A linear curve is a straight line.

Declaration

public BezierCurve(float3 p0, float3 p1)

Parameters

Type	Name	Description
float3	p0	The first control point. This is the start point of the curve.
float3	p1	The second control point. This is the end point of the curve.

BezierCurve(float3, float3, float3)

Construct a cubic Bezier curve by elevating a quadratic curve.

Declaration

public BezierCurve(float3 p0, float3 p1, float3 p2)

Parameters

Type	Name	Description
float3	p0	The first control point. This is the start point of the curve.
float3	p1	The second control point.
float3	p2	The third control point. This is the end point of the curve.

BezierCurve(float3, float3, float3, float3)

Construct a cubic Bezier curve from a series of control points.

Declaration

public BezierCurve(float3 p0, float3 p1, float3 p2, float3 p3)

Parameters

Type	Name	Description
float3	p0	The first control point. This is the start point of the curve.
float3	p1	The second control point.
float3	p2	The third control point.
float3	p3	The fourth control point. This is the end point of the curve.

BezierCurve(BezierKnot, BezierKnot)

Construct a cubic Bezier curve from a start and end BezierKnot.

Declaration

public BezierCurve(BezierKnot a, BezierKnot b)

Parameters

Type	Name	Description
BezierKnot	a	The knot to use as the first and second control points. The first control point is equal to Position, and the second control point is equal to (Position + TangentOut that's rotated by Rotation).
BezierKnot	b	The knot to use as the third and fourth control points. The third control point is equal to (Position + TangentIn that's rotated by Rotation), and the fourth control point is equal to Position.