Uses of Class
ProGAL.geom3d.Circle

Packages that use Circle
ProGAL.geom3d This package contains classes that are all related to three-dimensional geometric concepts. 
ProGAL.geom3d.complex.delaunayComplex A Delaunay complex for a set of d-dimensional points is a tesselation of the points such that no point is inside the circumscribing hypersphere of the d-simplices (for the 3D case: Tetrahedra). 
ProGAL.geom3d.volumes   
 

Uses of Circle in ProGAL.geom3d
 

Methods in ProGAL.geom3d that return Circle
static Circle Circle.getEquilateralCircle(Point a, Point b)
          Create the equilateral circle of two points.
 Circle Plane.getIntersection(Sphere sphere)
          Get intersection of a sphere with the plane.
 

Methods in ProGAL.geom3d with parameters of type Circle
 java.lang.Double Circle.getFirstIntersection(Circle c, Point p, Vector dir)
          returns the smallest rotation angle (direction determined by vector dir) needed to bring point p on this circle to be on the circle c as well.
 Point[] Plane.getIntersection(Circle circle)
          Get intersection of a circle with the plane.
 Point[] Circle.getIntersection(Circle c)
          Intersection of 2 circles in the same plane
 Point[] Plane.getIntersection(Circle circle, Vector u)
           
 java.lang.Double Plane.getIntersectionAngle(Circle circle, Point p, Vector dir, J3DScene scene)
           
 

Uses of Circle in ProGAL.geom3d.complex.delaunayComplex
 

Methods in ProGAL.geom3d.complex.delaunayComplex with parameters of type Circle
 void DelaunayComplexRotation.addToHeap(CTetrahedron tetr, CVertex v, double rotationAngle, Circle circle)
           
 void DelaunayComplexRotation.drawScene(J3DScene scene, CVertex v, Circle circle)
           
 void DelaunayComplexRotation.setupRotationHeap(CVertex v, double rotationAngle, Circle circle)
           
 

Uses of Circle in ProGAL.geom3d.volumes
 

Methods in ProGAL.geom3d.volumes with parameters of type Circle
 java.lang.Double Sphere.getIntersectionAngle(Circle c, Point p, Vector dir)
           
 Point[] Sphere.getIntersections(Circle c)
           
static Sphere Sphere.getMinSphere(Circle c)
          Get the sphere with the specified circle as equator
 

Constructors in ProGAL.geom3d.volumes with parameters of type Circle
Sphere(Circle c)
          creates a sphere with the specified circle as equator