EdgeClustering.CardinalSpline Class Reference

This class provides static functions to generate Cardinal Splines by using Bezier Splines. More...

List of all members.

Static Public Member Functions

• static StreamGeometry CalculateCardinalSplinePath (Point[] points, double tension)

Static Private Member Functions

• static Point[] CalculateControlPoints (Point[] points, double tension)
• static Point CalculateEnd (Point end, Point other, double tension)
• static Point[] CaclculateCurve (Point[] p, double tension)

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Detailed Description

Author:

Manuel Keglevic

Thomas Schulz

Definition at line 17 of file CardinalSpline.cs.

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Member Function Documentation

static StreamGeometry EdgeClustering.CardinalSpline.CalculateCardinalSplinePath	(	Point[]	points,
		double	tension
	)			[static]

This functions uses given points to create a Cardinal Spline Curve passing through that points.

Parameters:

	points	control points used to calculate the Cardinal Spline Curve
	tension	tension of the resulting curve

Returns:

Definition at line 25 of file CardinalSpline.cs.

static Point [] EdgeClustering.CardinalSpline.CalculateControlPoints	(	Point[]	points,
		double	tension
	)			[static, private]

This function calculates the Bezier Control points representing a Cardinal Spline Curve with the given points and tension.

Parameters:

	points	control points used to calculate the Cardinal Spline Curve
	tension	tension of the resulting curve

Returns:

Definition at line 50 of file CardinalSpline.cs.

static Point EdgeClustering.CardinalSpline.CalculateEnd	(	Point	end,
		Point	other,
		double	tension
	)			[static, private]

Calculates the Bezier Control points for the endpoints of the Cardinal Spline Curve.

Parameters:

	end	endpoint
	other	point next to the end
	tension	tension of the resulting curve

Returns:

Definition at line 82 of file CardinalSpline.cs.

static Point [] EdgeClustering.CardinalSpline.CaclculateCurve	(	Point[]	p,
		double	tension
	)			[static, private]

Calculates the Bezier Control points for a given set of 3 points.

Parameters:

	p	points on the Cardinal Spline
	tension	tension of the Cardinal Spline

Returns:

Definition at line 93 of file CardinalSpline.cs.