Uses of Class
org.djutils.draw.line.Ray2d

Packages that use Ray2d

Package	Description
org.djutils.draw.line	The d1 package provides an interface and different implementations for lines.

Uses of Ray2d in org.djutils.draw.line

Methods in org.djutils.draw.line that return Ray2d

Modifier and Type	Method	Description
Ray2d	Ray2d.flip()
Ray2d	Ray2d.getLocationExtended(double position)
Ray2d	Ray2d.neg()

Methods in org.djutils.draw.line with parameters of type Ray2d

Modifier and Type	Method	Description
static PolyLine2d	Bezier.cubic(double epsilon, Ray2d start, Ray2d end)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end with specified precision.
static PolyLine2d	Bezier.cubic(double epsilon, Ray2d start, Ray2d end, double shape)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end with specified precision.
static PolyLine2d	Bezier.cubic(double epsilon, Ray2d start, Ray2d end, double shape, boolean weighted)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end with specified precision.
static PolyLine2d	Bezier.cubic(int size, Ray2d start, Ray2d end)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end.
static PolyLine2d	Bezier.cubic(int size, Ray2d start, Ray2d end, double shape)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end.
static PolyLine2d	Bezier.cubic(int size, Ray2d start, Ray2d end, double shape, boolean weighted)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end.
static PolyLine2d	Bezier.cubic(Ray2d start, Ray2d end)	Approximate a cubic Bézier curve from start to end with two generated control points at half the distance between start and end.
double	PolyLine2d.projectRay(Ray2d ray)	Find a location on this PolyLine2d that is a reasonable projection of a Ray on this line.