Uses of Class
math.geom2d.conic.Hyperbola2D

Packages that use Hyperbola2D
math.geom2d.conic Definition of various conic curves like circles, ellipses, parabolas and hyperbolas, and their respective arcs. 
 

Uses of Hyperbola2D in math.geom2d.conic
 

Methods in math.geom2d.conic that return Hyperbola2D
 Hyperbola2D Hyperbola2D.clone()
           
static Hyperbola2D Hyperbola2D.create(Point2D center, double a, double b, double theta)
           
static Hyperbola2D Hyperbola2D.create(Point2D center, double a, double b, double theta, boolean d)
           
 Hyperbola2D HyperbolaBranch2D.getHyperbola()
          Returns the supporting hyperbola of this branch.
static Hyperbola2D Hyperbola2D.reduceCentered(double[] coefs)
          Creates a new Hyperbola by reducing the conic coefficients, assuming conic type is Hyperbola, and hyperbola is centered.
 Hyperbola2D Hyperbola2D.reverse()
           
 Hyperbola2D Hyperbola2D.transform(AffineTransform2D trans)
          Transforms this Hyperbola by an affine transform.
static Hyperbola2D Hyperbola2D.transformCentered(Hyperbola2D hyper, AffineTransform2D trans)
          Transforms an hyperbola, by supposing both the hyperbola is centered and the transform has no translation part.
 

Methods in math.geom2d.conic with parameters of type Hyperbola2D
static HyperbolaBranch2D HyperbolaBranch2D.create(Hyperbola2D hyperbola, boolean b)
          Generic constructor, using a parent Hyperbola, and a boolean to specifies if the branch is the right one (crossing the Ox axis on positive side, b true), or the left one (crossing the Oy axis on the negative side, b false).
static Hyperbola2D Hyperbola2D.transformCentered(Hyperbola2D hyper, AffineTransform2D trans)
          Transforms an hyperbola, by supposing both the hyperbola is centered and the transform has no translation part.
 

Constructors in math.geom2d.conic with parameters of type Hyperbola2D
HyperbolaBranch2D(Hyperbola2D hyperbola, boolean b)
          Generic constructor, using a parent Hyperbola, and a boolean to specifies if the branch is the right one (crossing the Ox axis on positive side, b true), or the left one (crossing the Oy axis on the negative side, b false).