Luciad.Geometries Namespace Reference

Namespaces
namespace	Constraints
namespace	Observable

Classes
class	ArcBand
	Represents an arc band. More...
class	BezierCurve
	Represents a quadratic or cubic BezierCurve. More...
class	Bounds
	Represents a bounds. More...
class	CircleBy3Points
	A circle that is defined by a start point, a first intermediate point, and a second intermediate point on the circle. More...
class	CircleByCenterPoint
	Represents a circle defined by a center point and a radius. More...
class	CircularArcBy3Points
	A circular arc that is defined by a start point, end point, and a third point on the arc. More...
class	CircularArcByBulge
	A circular arc defined by a start point, end point and a bulge factor. More...
class	CircularArcByCenterPoint
	Represents a circular arc defined by a center point, radius, start angle, end angle, and angle direction. More...
class	CompositeCurve
	Represents a composite curve. More...
class	CompositePatch
	Represents a composite patch. More...
class	CompositeRing
	Represents a composite ring. More...
class	Curve
	1-dimensional geometric primitive, representing the continuous image of a line. More...
class	Ellipse
	Represents an ellipse. More...
class	EllipticalArc
	Represents an elliptical arc. More...
class	ExtrudedGeometry
	Represents an extruded geometry. More...
class	Geometry
	Geometry is the root class of the hierarchy. More...
class	GeometryFactory
	Factory to create geometries defined within a coordinate reference. More...
class	Line
	Represents a line. More...
class	MultiGeometry
	Collection of one or more geometries. More...
class	Patch
	A patch is a surface based on a single ring, thus not having any holes. More...
class	Point
	Represents a point. More...
class	Polygon
	Represents a polygon. More...
class	Polyline
	Represents a polyline. More...
class	PolylineRing
	Represents a polyline that is closed, i.e., the first point and the last point coincide. More...
class	Ring
	A ring is a curve that is closed. More...
class	Surface
	2-dimensional geometric primitive, locally representing a continuous image of a region of a plane. More...